diff --git a/.gitignore b/.gitignore index e69de29..ac82919 100644 --- a/.gitignore +++ b/.gitignore @@ -0,0 +1,5 @@ +ParaView/ +ParaView-X/ +ParaView-O/ +ParaView-E/ +output/ \ No newline at end of file diff --git a/.vscode/extensions.json b/.vscode/extensions.json new file mode 100644 index 0000000..174a5cc --- /dev/null +++ b/.vscode/extensions.json @@ -0,0 +1,5 @@ +{ + "recommendations": [ + "github.copilot" + ] +} \ No newline at end of file diff --git a/.vscode/settings.json b/.vscode/settings.json index d867224..2a05ebf 100644 --- a/.vscode/settings.json +++ b/.vscode/settings.json @@ -1,5 +1,8 @@ { "[cuda-cpp]": { }, - "C_Cpp.errorSquiggles": "disabled" + "C_Cpp.errorSquiggles": "disabled", + "python.analysis.extraPaths": [ + "./ParaView/lib/python3.9/site-packages" + ] } \ No newline at end of file diff --git a/CelerisLab/__pycache__/driver.cpython-310.pyc b/CelerisLab/__pycache__/driver.cpython-310.pyc index d7c63b1..07b48bd 100644 Binary files a/CelerisLab/__pycache__/driver.cpython-310.pyc and b/CelerisLab/__pycache__/driver.cpython-310.pyc differ diff --git a/CelerisLab/driver.py b/CelerisLab/driver.py index e40de0e..09832ad 100644 --- a/CelerisLab/driver.py +++ b/CelerisLab/driver.py @@ -2,6 +2,8 @@ import pycuda.driver as cuda import numpy as np +import struct +from scipy.special import jv, expi from typing import List, Tuple, Union, Optional from . import utils @@ -13,7 +15,7 @@ SOLID = 0b00000010 GAS = 0b00000100 INTERFACE = 0b00001000 SENSOR = 0b00010000 - +V_TAYLOR = np.int32(1) class FlowField: def __init__( @@ -94,12 +96,14 @@ class FlowField: self.flag = np.ones(self.FIELD_SIZE, dtype=np.uint8) self.indx = np.zeros(self.FIELD_SIZE, dtype=np.int32) self.delta_curve = np.zeros(0, dtype=self.DATA_TYPE) + self.vortex_config = np.zeros(7, dtype=float) self.ddf_gpu = cuda.mem_alloc(self.ddf.nbytes) self.temp_gpu = cuda.mem_alloc(self.ddf.nbytes) self.flag_gpu = cuda.mem_alloc(self.flag.nbytes) self.indx_gpu = cuda.mem_alloc(self.indx.nbytes) self.delta_gpu = cuda.mem_alloc(1) + self.vortex_gpu = cuda.mem_alloc(self.vortex_config.nbytes) self.objects = {} self.action = np.zeros(0, dtype=self.DATA_TYPE) @@ -181,7 +185,7 @@ class FlowField: self.action_gpu = cuda.mem_alloc(self.action.nbytes) self.obs = np.zeros(len(self.objects) * self.DIM, dtype=self.DATA_TYPE) - if hasattr(self, "force_gpu"): + if hasattr(self, "obs_gpu"): self.obs_gpu.free() self.obs_gpu = cuda.mem_alloc(self.obs.nbytes) @@ -236,12 +240,108 @@ class FlowField: self.ptx = cuda.module_from_file(compiler.kernel_path("kernel.ptx")) self.step = self.ptx.get_function("OneStep") + def add_vortex(self, center: Tuple[float, float, float], radius: float, strength: float, direction: float, type: str): + x_c, y_c, z_c = center + + if ( + x_c - radius <= 0 + or x_c + radius >= self.FIELD_SHAPE[0] - 1 + or y_c - radius <= 0 + or y_c + radius >= self.FIELD_SHAPE[1] - 1 + ): + raise ValueError("Vortex is out of bounds.") + + if type not in ["lamb", "oseen", "taylor"]: + raise ValueError("Vortex type" + type + " is not supported.") + + x = np.linspace(-x_c, self.FIELD_SHAPE[0] - 1 - x_c, self.FIELD_SHAPE[0]) + y = np.linspace(-y_c, self.FIELD_SHAPE[1] - 1 - y_c, self.FIELD_SHAPE[1]) + X, Y = np.meshgrid(x, y) + r = np.sqrt(X**2 + Y**2) + nu = self.field_config.viscosity + theta = np.arctan2(Y, X) + psi = np.zeros_like(r) + + if type == "lamb": + b = 3.831705970207512 + n = b / radius + u0 = strength + inside = r <= radius + outside = r > radius + + psi[inside] = (2 * u0 / n / jv(0, b) * jv(1, n * r[inside]) - u0 * r[inside]) * np.sin(theta[inside]) + psi[outside] = -u0 * radius**2 / r[outside] * np.sin(theta[outside]) + + u_vor = np.gradient(psi, axis=0) + v_vor = -np.gradient(psi, axis=1) + p_vor = -2 * (np.gradient(v_vor, axis=1) - np.gradient(u_vor, axis=0)) * psi - (u_vor**2 + v_vor**2) / 2 + elif type == "oseen": + # 4 nu t = radius^2 / 4 + kappa = 2 * np.pi * radius **2 * strength + u_vor = - kappa / (2 * np.pi * r) * (1 - np.exp(-4 * r**2 / radius**2)) * np.sin(theta) + v_vor = kappa / (2 * np.pi * r) * (1 - np.exp(-4 * r**2 / radius**2)) * np.cos(theta) + zeta = 4 * r**2 / radius**2 + p_vor = -kappa**2 / 8 / np.pi**2 / r**2 * (-2 * zeta * (expi(-zeta) - expi(-2 * zeta)) + (1 - np.exp(-zeta))**2) + elif type == "taylor": + # 4 nu t = radius^2 + M = strength * np.pi * radius**4 / 8 / nu + u_vor = - M * r * 4 * nu / radius**4 * np.exp(-r**2 / radius**2) * np.sin(theta) + v_vor = M * r * 4 * nu / radius**4 * np.exp(-r**2 / radius**2) * np.cos(theta) + p_vor = -4 * M**2 * nu**2 * np.exp(-2 * r**2 / radius**2) / np.pi**2 / radius**6 + + cuda.memcpy_dtoh(self.ddf, self.ddf_gpu) + ddf_temp = self.ddf.copy().reshape((self.LATTICE, self.FIELD_SHAPE[1], self.FIELD_SHAPE[0])).transpose(2, 1, 0) + u_ddf = ddf_temp[:, :, 1] + ddf_temp[:, :, 5] + ddf_temp[:, :, 8] - ddf_temp[:, :, 3] - ddf_temp[:, :, 6] - ddf_temp[:, :, 7] + v_ddf = ddf_temp[:, :, 2] + ddf_temp[:, :, 5] + ddf_temp[:, :, 6] - ddf_temp[:, :, 4] - ddf_temp[:, :, 7] - ddf_temp[:, :, 8] + p_ddf = np.sum(ddf_temp, axis=2) / 3 + + for i in range(self.FIELD_SHAPE[0]): + for j in range(self.FIELD_SHAPE[1]): + k = i + j * self.FIELD_SHAPE[0] + if (j == 0 or j == self.FIELD_SHAPE[1] - 1) or (i == 0 or i == self.FIELD_SHAPE[0] - 1): + continue + else: + for e in range(self.LATTICE): + u = u_ddf[i, j] + u_vor[j, i] + v = v_ddf[i, j] + v_vor[j, i] + p = p_ddf[i, j] + p_vor[j, i] + eu = self.E[e][0] * u + self.E[e][1] * v + u2 = u ** 2 + v ** 2 + self.ddf[k + e * self.FIELD_SIZE] = self.WW[e] * (3 * p + 3 * eu + 4.5 * eu ** 2 - 1.5 * u2) + + cuda.memcpy_htod(self.ddf_gpu, self.ddf) + + # def add_vortex_gpu(self, center: Tuple[float, float, float], radius: float, strength: float, direction: float, type: str): + # x_c, y_c, z_c = center + + # if ( + # x_c - radius <= 0 + # or x_c + radius >= self.FIELD_SHAPE[0] - 1 + # or y_c - radius <= 0 + # or y_c + radius >= self.FIELD_SHAPE[1] - 1 + # ): + # raise ValueError("Vortex is out of bounds.") + + # if type not in ["lamb", "oseen", "taylor"]: + # raise ValueError("Vortex type" + type + " is not supported.") + + # add_vortex = self.ptx.get_function("AddVortex") + + # self.vortex_config[0:3] = np.array(center, dtype=float) + # self.vortex_config[3] = radius + # self.vortex_config[4] = strength + # self.vortex_config[5] = direction + # if type == "taylor": + # self.vortex_config[6] = + def run(self, num_steps: int, action_target: np.ndarray): if ( action_target.size != len(self.objects) or action_target.dtype != self.DATA_TYPE ): raise ValueError("action data type or size does not match the objects.") + elif len(self.objects) == 0: + raise ValueError("No objects have been added to the flow field.") weight = 0.1 stream = cuda.Stream() diff --git a/CelerisLab/kernels/kernel.cu b/CelerisLab/kernels/kernel.cu index fc73105..4bf36f8 100644 --- a/CelerisLab/kernels/kernel.cu +++ b/CelerisLab/kernels/kernel.cu @@ -187,4 +187,36 @@ extern "C" f[k + i * totalCells] = f_share[threadIdx.x + i * NT]; } } + + // __global__ void AddVortex(LBtype *f, int32_t *config) + // { + // __shared__ LBtype f_share[NT * NQ]; + // int x, y, k; + // LBtype u, v, u_vor, v_vor; + // Index_lattice(x, y, k); + // int totalCells = NX * NY; + + // for (int i = 0; i < NQ; i++) + // { + // f_share[threadIdx.x + i * NT] = f[k + i * totalCells]; + // } + + // __syncthreads(); + + // u = f_share[threadIdx.x + 1 * NT] - f_share[threadIdx.x + 3 * NT] + f_share[threadIdx.x + 5 * NT] - f_share[threadIdx.x + 6 * NT] - f_share[threadIdx.x + 7 * NT] + f_share[threadIdx.x + 8 * NT]; + // v = f_share[threadIdx.x + 2 * NT] - f_share[threadIdx.x + 4 * NT] + f_share[threadIdx.x + 5 * NT] + f_share[threadIdx.x + 6 * NT] - f_share[threadIdx.x + 7 * NT] - f_share[threadIdx.x + 8 * NT]; + + // if type & V_TAYLOR + // { + // u_vor = -2 * PI * U0 * sin(2 * PI * x / NX) * sin(2 * PI * y / NY); + // v_vor = 2 * PI * U0 * cos(2 * PI * x / NX) * cos(2 * PI * y / NY); + // } + // else + // { + // u_vor = 0; + // v_vor = 0; + // } + + + // } } \ No newline at end of file diff --git a/CelerisLab/kernels/kernel.ptx b/CelerisLab/kernels/kernel.ptx index 3bd4fd7..83ba9c6 100644 --- a/CelerisLab/kernels/kernel.ptx +++ b/CelerisLab/kernels/kernel.ptx @@ -32,13 +32,13 @@ .reg .pred %p<98>; .reg .b16 %rs<12>; .reg .f32 %f<393>; - .reg .b32 %r<259>; + .reg .b32 %r<250>; .reg .f64 %fd<116>; .reg .b64 %rd<108>; // demoted variable .shared .align 4 .b8 _ZZ7OneStepE7f_share[4608]; // demoted variable - .shared .align 4 .b8 _ZZ7OneStepE9obs_share[56]; + .shared .align 4 .b8 _ZZ7OneStepE9obs_share[48]; ld.param.u64 %rd27, [OneStep_param_0]; ld.param.u64 %rd28, [OneStep_param_1]; @@ -51,10 +51,10 @@ cvta.to.global.u64 %rd1, %rd29; mov.u32 %r59, %ctaid.x; shl.b32 %r1, %r59, 7; - mov.u32 %r256, %tid.x; - add.s32 %r3, %r1, %r256; + mov.u32 %r247, %tid.x; + add.s32 %r3, %r1, %r247; mov.u32 %r4, %ctaid.y; - mul.lo.s32 %r5, %r4, 1536; + mul.lo.s32 %r5, %r4, 1280; add.s32 %r60, %r3, %r5; cvt.s64.s32 %rd2, %r60; cvta.to.global.u64 %rd33, %rd30; @@ -63,74 +63,74 @@ ld.global.s32 %rd3, [%rd35]; add.s64 %rd36, %rd32, %rd34; ld.global.f32 %f39, [%rd36]; - shl.b32 %r61, %r256, 2; + shl.b32 %r61, %r247, 2; mov.u32 %r62, _ZZ7OneStepE7f_share; add.s32 %r6, %r62, %r61; st.shared.f32 [%r6], %f39; - ld.global.f32 %f40, [%rd36+3932160]; + ld.global.f32 %f40, [%rd36+2621440]; st.shared.f32 [%r6+512], %f40; - ld.global.f32 %f41, [%rd36+7864320]; + ld.global.f32 %f41, [%rd36+5242880]; st.shared.f32 [%r6+1024], %f41; - ld.global.f32 %f42, [%rd36+11796480]; + ld.global.f32 %f42, [%rd36+7864320]; st.shared.f32 [%r6+1536], %f42; - ld.global.f32 %f43, [%rd36+15728640]; + ld.global.f32 %f43, [%rd36+10485760]; st.shared.f32 [%r6+2048], %f43; - ld.global.f32 %f44, [%rd36+19660800]; + ld.global.f32 %f44, [%rd36+13107200]; st.shared.f32 [%r6+2560], %f44; - ld.global.f32 %f45, [%rd36+23592960]; + ld.global.f32 %f45, [%rd36+15728640]; st.shared.f32 [%r6+3072], %f45; - ld.global.f32 %f46, [%rd36+27525120]; + ld.global.f32 %f46, [%rd36+18350080]; st.shared.f32 [%r6+3584], %f46; - ld.global.f32 %f47, [%rd36+31457280]; + ld.global.f32 %f47, [%rd36+20971520]; st.shared.f32 [%r6+4096], %f47; cvta.to.global.u64 %rd4, %rd31; cvta.to.global.u64 %rd5, %rd27; - setp.gt.s32 %p1, %r256, 13; + setp.gt.s32 %p1, %r247, 11; @%p1 bra $L__BB0_7; - max.s32 %r63, %r256, -114; + max.s32 %r63, %r247, -116; add.s32 %r64, %r63, 127; - sub.s32 %r7, %r64, %r256; + sub.s32 %r7, %r64, %r247; shr.u32 %r65, %r7, 7; add.s32 %r66, %r65, 1; - and.b32 %r247, %r66, 3; - setp.eq.s32 %p2, %r247, 0; - mov.u32 %r248, %r256; + and.b32 %r238, %r66, 3; + setp.eq.s32 %p2, %r238, 0; + mov.u32 %r239, %r247; @%p2 bra $L__BB0_4; mov.u32 %r68, _ZZ7OneStepE9obs_share; - add.s32 %r245, %r68, %r61; - mov.u32 %r248, %r256; + add.s32 %r236, %r68, %r61; + mov.u32 %r239, %r247; $L__BB0_3: .pragma "nounroll"; mov.u32 %r69, 0; - st.shared.u32 [%r245], %r69; - add.s32 %r248, %r248, 128; - add.s32 %r245, %r245, 512; - add.s32 %r247, %r247, -1; - setp.ne.s32 %p3, %r247, 0; + st.shared.u32 [%r236], %r69; + add.s32 %r239, %r239, 128; + add.s32 %r236, %r236, 512; + add.s32 %r238, %r238, -1; + setp.ne.s32 %p3, %r238, 0; @%p3 bra $L__BB0_3; $L__BB0_4: setp.lt.u32 %p4, %r7, 384; @%p4 bra $L__BB0_7; - add.s32 %r250, %r248, -512; - shl.b32 %r70, %r248, 2; + add.s32 %r241, %r239, -512; + shl.b32 %r70, %r239, 2; mov.u32 %r71, _ZZ7OneStepE9obs_share; add.s32 %r72, %r71, %r70; - add.s32 %r249, %r72, 1024; + add.s32 %r240, %r72, 1024; $L__BB0_6: mov.u32 %r73, 0; - st.shared.u32 [%r249+-1024], %r73; - st.shared.u32 [%r249+-512], %r73; - st.shared.u32 [%r249], %r73; - st.shared.u32 [%r249+512], %r73; - add.s32 %r249, %r249, 2048; - add.s32 %r250, %r250, 512; - setp.lt.s32 %p5, %r250, -498; + st.shared.u32 [%r240+-1024], %r73; + st.shared.u32 [%r240+-512], %r73; + st.shared.u32 [%r240], %r73; + st.shared.u32 [%r240+512], %r73; + add.s32 %r240, %r240, 2048; + add.s32 %r241, %r241, 512; + setp.lt.s32 %p5, %r241, -500; @%p5 bra $L__BB0_6; $L__BB0_7: @@ -161,13 +161,13 @@ $L__BB0_9: setp.eq.s32 %p11, %r3, 0; @%p11 bra $L__BB0_13; - setp.ne.s32 %p12, %r3, 1535; + setp.ne.s32 %p12, %r3, 1279; @%p12 bra $L__BB0_14; cvt.rn.f32.s32 %f176, %r4; cvt.f64.f32 %fd67, %f176; - add.f64 %fd68, %fd67, 0dC073F80000000000; - div.rn.f64 %fd69, %fd68, 0d4083F00000000000; + add.f64 %fd68, %fd67, 0dC06FF00000000000; + div.rn.f64 %fd69, %fd68, 0d407FE00000000000; cvt.rn.f32.f64 %f177, %fd69; mul.f32 %f178, %f177, 0fC0800000; fma.rn.f32 %f179, %f178, %f177, 0f3F800000; @@ -360,12 +360,12 @@ $L__BB0_8: cvt.f64.f32 %fd23, %f128; cvt.f64.f32 %fd24, %f112; sub.f64 %fd25, %fd23, %fd24; - mul.f64 %fd26, %fd25, 0d3FFEE35600000000; + mul.f64 %fd26, %fd25, 0d3FFF400000000000; cvt.rn.f32.f64 %f129, %fd26; mul.f64 %fd27, %fd13, %fd18; cvt.f64.f32 %fd28, %f115; sub.f64 %fd29, %fd27, %fd28; - mul.f64 %fd30, %fd29, 0d3FFEE35600000000; + mul.f64 %fd30, %fd29, 0d3FFF400000000000; cvt.rn.f32.f64 %f130, %fd30; sub.f32 %f131, %f117, %f122; add.f32 %f132, %f131, %f123; @@ -488,8 +488,8 @@ $L__BB0_13: div.rn.f32 %f253, %f252, 0f40400000; cvt.rn.f32.s32 %f254, %r4; cvt.f64.f32 %fd91, %f254; - add.f64 %fd92, %fd91, 0dC073F80000000000; - div.rn.f64 %fd93, %fd92, 0d4083F00000000000; + add.f64 %fd92, %fd91, 0dC06FF00000000000; + div.rn.f64 %fd93, %fd92, 0d407FE00000000000; cvt.rn.f32.f64 %f255, %fd93; mul.f32 %f256, %f255, 0fC0800000; fma.rn.f32 %f257, %f256, %f255, 0f3F800000; @@ -576,31 +576,31 @@ $L__BB0_14: $L__BB0_15: bar.sync 0; - add.s32 %r23, %r3, 983040; + add.s32 %r23, %r3, 655360; setp.eq.s32 %p13, %r4, 0; @%p13 bra $L__BB0_52; - setp.eq.s32 %p14, %r4, 639; + setp.eq.s32 %p14, %r4, 511; @%p14 bra $L__BB0_52; - setp.eq.s32 %p15, %r4, 638; + setp.eq.s32 %p15, %r4, 510; ld.const.u32 %r74, [e+4]; add.s32 %r24, %r74, %r4; setp.eq.s32 %p16, %r24, 0; setp.eq.s32 %p17, %r4, 1; and.pred %p18, %p17, %p16; - setp.eq.s32 %p19, %r24, 639; + setp.eq.s32 %p19, %r24, 511; and.pred %p20, %p15, %p19; or.pred %p21, %p18, %p20; @%p21 bra $L__BB0_19; bra.uni $L__BB0_18; $L__BB0_19: - cvt.u32.u64 %r85, %rd2; + cvt.u32.u64 %r84, %rd2; ld.shared.f32 %f306, [%r6]; - ld.const.u32 %r86, [opp]; - mad.lo.s32 %r87, %r86, 983040, %r85; - mul.wide.s32 %rd39, %r87, 4; + ld.const.u32 %r85, [opp]; + mad.lo.s32 %r86, %r85, 655360, %r84; + mul.wide.s32 %rd39, %r86, 4; add.s64 %rd40, %rd1, %rd39; st.global.f32 [%rd40], %f306; bra.uni $L__BB0_20; @@ -608,336 +608,327 @@ $L__BB0_19: $L__BB0_18: ld.const.u32 %r75, [e]; add.s32 %r76, %r23, %r75; - mad.lo.s32 %r77, %r24, 1536, %r76; - mul.hi.s32 %r78, %r77, -2004318071; - add.s32 %r79, %r78, %r77; - shr.u32 %r80, %r79, 31; - shr.s32 %r81, %r79, 19; - add.s32 %r82, %r81, %r80; - mul.lo.s32 %r83, %r82, 983040; - sub.s32 %r84, %r77, %r83; + mad.lo.s32 %r77, %r24, 1280, %r76; + mul.hi.s32 %r78, %r77, 1717986919; + shr.u32 %r79, %r78, 31; + shr.s32 %r80, %r78, 18; + add.s32 %r81, %r80, %r79; + mul.lo.s32 %r82, %r81, 655360; + sub.s32 %r83, %r77, %r82; ld.shared.f32 %f305, [%r6]; - mul.wide.s32 %rd37, %r84, 4; + mul.wide.s32 %rd37, %r83, 4; add.s64 %rd38, %rd1, %rd37; st.global.f32 [%rd38], %f305; $L__BB0_20: - ld.const.u32 %r88, [e+12]; - add.s32 %r25, %r88, %r4; + ld.const.u32 %r87, [e+12]; + add.s32 %r25, %r87, %r4; @%p14 bra $L__BB0_24; setp.eq.s32 %p24, %r25, 0; and.pred %p26, %p17, %p24; - setp.eq.s32 %p27, %r25, 639; + setp.eq.s32 %p27, %r25, 511; and.pred %p28, %p15, %p27; or.pred %p29, %p26, %p28; @%p29 bra $L__BB0_23; bra.uni $L__BB0_22; $L__BB0_23: - cvt.u32.u64 %r100, %rd2; + cvt.u32.u64 %r98, %rd2; ld.shared.f32 %f308, [%r6+512]; - ld.const.u32 %r101, [opp+4]; - mad.lo.s32 %r102, %r101, 983040, %r100; - mul.wide.s32 %rd43, %r102, 4; + ld.const.u32 %r99, [opp+4]; + mad.lo.s32 %r100, %r99, 655360, %r98; + mul.wide.s32 %rd43, %r100, 4; add.s64 %rd44, %rd1, %rd43; st.global.f32 [%rd44], %f308; bra.uni $L__BB0_24; $L__BB0_22: - ld.const.u32 %r89, [e+8]; - add.s32 %r90, %r23, %r89; - mad.lo.s32 %r91, %r25, 1536, %r90; - mul.hi.s32 %r92, %r91, -2004318071; - add.s32 %r93, %r92, %r91; - shr.u32 %r94, %r93, 31; - shr.s32 %r95, %r93, 19; - add.s32 %r96, %r95, %r94; - mul.lo.s32 %r97, %r96, 983040; - sub.s32 %r98, %r91, %r97; + ld.const.u32 %r88, [e+8]; + add.s32 %r89, %r23, %r88; + mad.lo.s32 %r90, %r25, 1280, %r89; + mul.hi.s32 %r91, %r90, 1717986919; + shr.u32 %r92, %r91, 31; + shr.s32 %r93, %r91, 18; + add.s32 %r94, %r93, %r92; + mul.lo.s32 %r95, %r94, 655360; + sub.s32 %r96, %r90, %r95; ld.shared.f32 %f307, [%r6+512]; - add.s32 %r99, %r98, 983040; - mul.wide.s32 %rd41, %r99, 4; + add.s32 %r97, %r96, 655360; + mul.wide.s32 %rd41, %r97, 4; add.s64 %rd42, %rd1, %rd41; st.global.f32 [%rd42], %f307; $L__BB0_24: - ld.const.u32 %r103, [e+20]; - add.s32 %r26, %r103, %r4; + ld.const.u32 %r101, [e+20]; + add.s32 %r26, %r101, %r4; @%p14 bra $L__BB0_28; setp.eq.s32 %p32, %r26, 0; and.pred %p34, %p17, %p32; - setp.eq.s32 %p35, %r26, 639; + setp.eq.s32 %p35, %r26, 511; and.pred %p36, %p15, %p35; or.pred %p37, %p34, %p36; @%p37 bra $L__BB0_27; bra.uni $L__BB0_26; $L__BB0_27: - cvt.u32.u64 %r115, %rd2; + cvt.u32.u64 %r112, %rd2; ld.shared.f32 %f310, [%r6+1024]; - ld.const.u32 %r116, [opp+8]; - mad.lo.s32 %r117, %r116, 983040, %r115; - mul.wide.s32 %rd47, %r117, 4; + ld.const.u32 %r113, [opp+8]; + mad.lo.s32 %r114, %r113, 655360, %r112; + mul.wide.s32 %rd47, %r114, 4; add.s64 %rd48, %rd1, %rd47; st.global.f32 [%rd48], %f310; bra.uni $L__BB0_28; $L__BB0_26: - ld.const.u32 %r104, [e+16]; - add.s32 %r105, %r23, %r104; - mad.lo.s32 %r106, %r26, 1536, %r105; - mul.hi.s32 %r107, %r106, -2004318071; + ld.const.u32 %r102, [e+16]; + add.s32 %r103, %r23, %r102; + mad.lo.s32 %r104, %r26, 1280, %r103; + mul.hi.s32 %r105, %r104, 1717986919; + shr.u32 %r106, %r105, 31; + shr.s32 %r107, %r105, 18; add.s32 %r108, %r107, %r106; - shr.u32 %r109, %r108, 31; - shr.s32 %r110, %r108, 19; - add.s32 %r111, %r110, %r109; - mul.lo.s32 %r112, %r111, 983040; - sub.s32 %r113, %r106, %r112; + mul.lo.s32 %r109, %r108, 655360; + sub.s32 %r110, %r104, %r109; ld.shared.f32 %f309, [%r6+1024]; - add.s32 %r114, %r113, 1966080; - mul.wide.s32 %rd45, %r114, 4; + add.s32 %r111, %r110, 1310720; + mul.wide.s32 %rd45, %r111, 4; add.s64 %rd46, %rd1, %rd45; st.global.f32 [%rd46], %f309; $L__BB0_28: - ld.const.u32 %r118, [e+28]; - add.s32 %r27, %r118, %r4; + ld.const.u32 %r115, [e+28]; + add.s32 %r27, %r115, %r4; @%p14 bra $L__BB0_32; setp.eq.s32 %p40, %r27, 0; and.pred %p42, %p17, %p40; - setp.eq.s32 %p43, %r27, 639; + setp.eq.s32 %p43, %r27, 511; and.pred %p44, %p15, %p43; or.pred %p45, %p42, %p44; @%p45 bra $L__BB0_31; bra.uni $L__BB0_30; $L__BB0_31: - cvt.u32.u64 %r130, %rd2; + cvt.u32.u64 %r126, %rd2; ld.shared.f32 %f312, [%r6+1536]; - ld.const.u32 %r131, [opp+12]; - mad.lo.s32 %r132, %r131, 983040, %r130; - mul.wide.s32 %rd51, %r132, 4; + ld.const.u32 %r127, [opp+12]; + mad.lo.s32 %r128, %r127, 655360, %r126; + mul.wide.s32 %rd51, %r128, 4; add.s64 %rd52, %rd1, %rd51; st.global.f32 [%rd52], %f312; bra.uni $L__BB0_32; $L__BB0_30: - ld.const.u32 %r119, [e+24]; - add.s32 %r120, %r23, %r119; - mad.lo.s32 %r121, %r27, 1536, %r120; - mul.hi.s32 %r122, %r121, -2004318071; - add.s32 %r123, %r122, %r121; - shr.u32 %r124, %r123, 31; - shr.s32 %r125, %r123, 19; - add.s32 %r126, %r125, %r124; - mul.lo.s32 %r127, %r126, 983040; - sub.s32 %r128, %r121, %r127; + ld.const.u32 %r116, [e+24]; + add.s32 %r117, %r23, %r116; + mad.lo.s32 %r118, %r27, 1280, %r117; + mul.hi.s32 %r119, %r118, 1717986919; + shr.u32 %r120, %r119, 31; + shr.s32 %r121, %r119, 18; + add.s32 %r122, %r121, %r120; + mul.lo.s32 %r123, %r122, 655360; + sub.s32 %r124, %r118, %r123; ld.shared.f32 %f311, [%r6+1536]; - add.s32 %r129, %r128, 2949120; - mul.wide.s32 %rd49, %r129, 4; + add.s32 %r125, %r124, 1966080; + mul.wide.s32 %rd49, %r125, 4; add.s64 %rd50, %rd1, %rd49; st.global.f32 [%rd50], %f311; $L__BB0_32: - ld.const.u32 %r133, [e+36]; - add.s32 %r28, %r133, %r4; + ld.const.u32 %r129, [e+36]; + add.s32 %r28, %r129, %r4; @%p14 bra $L__BB0_36; setp.eq.s32 %p48, %r28, 0; and.pred %p50, %p17, %p48; - setp.eq.s32 %p51, %r28, 639; + setp.eq.s32 %p51, %r28, 511; and.pred %p52, %p15, %p51; or.pred %p53, %p50, %p52; @%p53 bra $L__BB0_35; bra.uni $L__BB0_34; $L__BB0_35: - cvt.u32.u64 %r145, %rd2; + cvt.u32.u64 %r140, %rd2; ld.shared.f32 %f314, [%r6+2048]; - ld.const.u32 %r146, [opp+16]; - mad.lo.s32 %r147, %r146, 983040, %r145; - mul.wide.s32 %rd55, %r147, 4; + ld.const.u32 %r141, [opp+16]; + mad.lo.s32 %r142, %r141, 655360, %r140; + mul.wide.s32 %rd55, %r142, 4; add.s64 %rd56, %rd1, %rd55; st.global.f32 [%rd56], %f314; bra.uni $L__BB0_36; $L__BB0_34: - ld.const.u32 %r134, [e+32]; - add.s32 %r135, %r23, %r134; - mad.lo.s32 %r136, %r28, 1536, %r135; - mul.hi.s32 %r137, %r136, -2004318071; - add.s32 %r138, %r137, %r136; - shr.u32 %r139, %r138, 31; - shr.s32 %r140, %r138, 19; - add.s32 %r141, %r140, %r139; - mul.lo.s32 %r142, %r141, 983040; - sub.s32 %r143, %r136, %r142; + ld.const.u32 %r130, [e+32]; + add.s32 %r131, %r23, %r130; + mad.lo.s32 %r132, %r28, 1280, %r131; + mul.hi.s32 %r133, %r132, 1717986919; + shr.u32 %r134, %r133, 31; + shr.s32 %r135, %r133, 18; + add.s32 %r136, %r135, %r134; + mul.lo.s32 %r137, %r136, 655360; + sub.s32 %r138, %r132, %r137; ld.shared.f32 %f313, [%r6+2048]; - add.s32 %r144, %r143, 3932160; - mul.wide.s32 %rd53, %r144, 4; + add.s32 %r139, %r138, 2621440; + mul.wide.s32 %rd53, %r139, 4; add.s64 %rd54, %rd1, %rd53; st.global.f32 [%rd54], %f313; $L__BB0_36: - ld.const.u32 %r148, [e+44]; - add.s32 %r29, %r148, %r4; + ld.const.u32 %r143, [e+44]; + add.s32 %r29, %r143, %r4; @%p14 bra $L__BB0_40; setp.eq.s32 %p56, %r29, 0; and.pred %p58, %p17, %p56; - setp.eq.s32 %p59, %r29, 639; + setp.eq.s32 %p59, %r29, 511; and.pred %p60, %p15, %p59; or.pred %p61, %p58, %p60; @%p61 bra $L__BB0_39; bra.uni $L__BB0_38; $L__BB0_39: - cvt.u32.u64 %r160, %rd2; + cvt.u32.u64 %r154, %rd2; ld.shared.f32 %f316, [%r6+2560]; - ld.const.u32 %r161, [opp+20]; - mad.lo.s32 %r162, %r161, 983040, %r160; - mul.wide.s32 %rd59, %r162, 4; + ld.const.u32 %r155, [opp+20]; + mad.lo.s32 %r156, %r155, 655360, %r154; + mul.wide.s32 %rd59, %r156, 4; add.s64 %rd60, %rd1, %rd59; st.global.f32 [%rd60], %f316; bra.uni $L__BB0_40; $L__BB0_38: - ld.const.u32 %r149, [e+40]; - add.s32 %r150, %r23, %r149; - mad.lo.s32 %r151, %r29, 1536, %r150; - mul.hi.s32 %r152, %r151, -2004318071; - add.s32 %r153, %r152, %r151; - shr.u32 %r154, %r153, 31; - shr.s32 %r155, %r153, 19; - add.s32 %r156, %r155, %r154; - mul.lo.s32 %r157, %r156, 983040; - sub.s32 %r158, %r151, %r157; + ld.const.u32 %r144, [e+40]; + add.s32 %r145, %r23, %r144; + mad.lo.s32 %r146, %r29, 1280, %r145; + mul.hi.s32 %r147, %r146, 1717986919; + shr.u32 %r148, %r147, 31; + shr.s32 %r149, %r147, 18; + add.s32 %r150, %r149, %r148; + mul.lo.s32 %r151, %r150, 655360; + sub.s32 %r152, %r146, %r151; ld.shared.f32 %f315, [%r6+2560]; - add.s32 %r159, %r158, 4915200; - mul.wide.s32 %rd57, %r159, 4; + add.s32 %r153, %r152, 3276800; + mul.wide.s32 %rd57, %r153, 4; add.s64 %rd58, %rd1, %rd57; st.global.f32 [%rd58], %f315; $L__BB0_40: - ld.const.u32 %r163, [e+52]; - add.s32 %r30, %r163, %r4; + ld.const.u32 %r157, [e+52]; + add.s32 %r30, %r157, %r4; @%p14 bra $L__BB0_44; setp.eq.s32 %p64, %r30, 0; and.pred %p66, %p17, %p64; - setp.eq.s32 %p67, %r30, 639; + setp.eq.s32 %p67, %r30, 511; and.pred %p68, %p15, %p67; or.pred %p69, %p66, %p68; @%p69 bra $L__BB0_43; bra.uni $L__BB0_42; $L__BB0_43: - cvt.u32.u64 %r175, %rd2; + cvt.u32.u64 %r168, %rd2; ld.shared.f32 %f318, [%r6+3072]; - ld.const.u32 %r176, [opp+24]; - mad.lo.s32 %r177, %r176, 983040, %r175; - mul.wide.s32 %rd63, %r177, 4; + ld.const.u32 %r169, [opp+24]; + mad.lo.s32 %r170, %r169, 655360, %r168; + mul.wide.s32 %rd63, %r170, 4; add.s64 %rd64, %rd1, %rd63; st.global.f32 [%rd64], %f318; bra.uni $L__BB0_44; $L__BB0_42: - ld.const.u32 %r164, [e+48]; - add.s32 %r165, %r23, %r164; - mad.lo.s32 %r166, %r30, 1536, %r165; - mul.hi.s32 %r167, %r166, -2004318071; - add.s32 %r168, %r167, %r166; - shr.u32 %r169, %r168, 31; - shr.s32 %r170, %r168, 19; - add.s32 %r171, %r170, %r169; - mul.lo.s32 %r172, %r171, 983040; - sub.s32 %r173, %r166, %r172; + ld.const.u32 %r158, [e+48]; + add.s32 %r159, %r23, %r158; + mad.lo.s32 %r160, %r30, 1280, %r159; + mul.hi.s32 %r161, %r160, 1717986919; + shr.u32 %r162, %r161, 31; + shr.s32 %r163, %r161, 18; + add.s32 %r164, %r163, %r162; + mul.lo.s32 %r165, %r164, 655360; + sub.s32 %r166, %r160, %r165; ld.shared.f32 %f317, [%r6+3072]; - add.s32 %r174, %r173, 5898240; - mul.wide.s32 %rd61, %r174, 4; + add.s32 %r167, %r166, 3932160; + mul.wide.s32 %rd61, %r167, 4; add.s64 %rd62, %rd1, %rd61; st.global.f32 [%rd62], %f317; $L__BB0_44: - ld.const.u32 %r178, [e+60]; - add.s32 %r31, %r178, %r4; + ld.const.u32 %r171, [e+60]; + add.s32 %r31, %r171, %r4; @%p14 bra $L__BB0_48; setp.eq.s32 %p72, %r31, 0; and.pred %p74, %p17, %p72; - setp.eq.s32 %p75, %r31, 639; + setp.eq.s32 %p75, %r31, 511; and.pred %p76, %p15, %p75; or.pred %p77, %p74, %p76; @%p77 bra $L__BB0_47; bra.uni $L__BB0_46; $L__BB0_47: - cvt.u32.u64 %r190, %rd2; + cvt.u32.u64 %r182, %rd2; ld.shared.f32 %f320, [%r6+3584]; - ld.const.u32 %r191, [opp+28]; - mad.lo.s32 %r192, %r191, 983040, %r190; - mul.wide.s32 %rd67, %r192, 4; + ld.const.u32 %r183, [opp+28]; + mad.lo.s32 %r184, %r183, 655360, %r182; + mul.wide.s32 %rd67, %r184, 4; add.s64 %rd68, %rd1, %rd67; st.global.f32 [%rd68], %f320; bra.uni $L__BB0_48; $L__BB0_46: - ld.const.u32 %r179, [e+56]; - add.s32 %r180, %r23, %r179; - mad.lo.s32 %r181, %r31, 1536, %r180; - mul.hi.s32 %r182, %r181, -2004318071; - add.s32 %r183, %r182, %r181; - shr.u32 %r184, %r183, 31; - shr.s32 %r185, %r183, 19; - add.s32 %r186, %r185, %r184; - mul.lo.s32 %r187, %r186, 983040; - sub.s32 %r188, %r181, %r187; + ld.const.u32 %r172, [e+56]; + add.s32 %r173, %r23, %r172; + mad.lo.s32 %r174, %r31, 1280, %r173; + mul.hi.s32 %r175, %r174, 1717986919; + shr.u32 %r176, %r175, 31; + shr.s32 %r177, %r175, 18; + add.s32 %r178, %r177, %r176; + mul.lo.s32 %r179, %r178, 655360; + sub.s32 %r180, %r174, %r179; ld.shared.f32 %f319, [%r6+3584]; - add.s32 %r189, %r188, 6881280; - mul.wide.s32 %rd65, %r189, 4; + add.s32 %r181, %r180, 4587520; + mul.wide.s32 %rd65, %r181, 4; add.s64 %rd66, %rd1, %rd65; st.global.f32 [%rd66], %f319; $L__BB0_48: - ld.const.u32 %r193, [e+68]; - add.s32 %r32, %r193, %r4; + ld.const.u32 %r185, [e+68]; + add.s32 %r32, %r185, %r4; @%p14 bra $L__BB0_52; setp.eq.s32 %p80, %r32, 0; and.pred %p82, %p17, %p80; - setp.eq.s32 %p83, %r32, 639; + setp.eq.s32 %p83, %r32, 511; and.pred %p84, %p15, %p83; or.pred %p85, %p82, %p84; @%p85 bra $L__BB0_51; bra.uni $L__BB0_50; $L__BB0_51: - cvt.u32.u64 %r205, %rd2; + cvt.u32.u64 %r196, %rd2; ld.shared.f32 %f322, [%r6+4096]; - ld.const.u32 %r206, [opp+32]; - mad.lo.s32 %r207, %r206, 983040, %r205; - mul.wide.s32 %rd71, %r207, 4; + ld.const.u32 %r197, [opp+32]; + mad.lo.s32 %r198, %r197, 655360, %r196; + mul.wide.s32 %rd71, %r198, 4; add.s64 %rd72, %rd1, %rd71; st.global.f32 [%rd72], %f322; bra.uni $L__BB0_52; $L__BB0_50: - ld.const.u32 %r194, [e+64]; - add.s32 %r195, %r23, %r194; - mad.lo.s32 %r196, %r32, 1536, %r195; - mul.hi.s32 %r197, %r196, -2004318071; - add.s32 %r198, %r197, %r196; - shr.u32 %r199, %r198, 31; - shr.s32 %r200, %r198, 19; - add.s32 %r201, %r200, %r199; - mul.lo.s32 %r202, %r201, 983040; - sub.s32 %r203, %r196, %r202; + ld.const.u32 %r186, [e+64]; + add.s32 %r187, %r23, %r186; + mad.lo.s32 %r188, %r32, 1280, %r187; + mul.hi.s32 %r189, %r188, 1717986919; + shr.u32 %r190, %r189, 31; + shr.s32 %r191, %r189, 18; + add.s32 %r192, %r191, %r190; + mul.lo.s32 %r193, %r192, 655360; + sub.s32 %r194, %r188, %r193; ld.shared.f32 %f321, [%r6+4096]; - add.s32 %r204, %r203, 7864320; - mul.wide.s32 %rd69, %r204, 4; + add.s32 %r195, %r194, 5242880; + mul.wide.s32 %rd69, %r195, 4; add.s64 %rd70, %rd1, %rd69; st.global.f32 [%rd70], %f321; @@ -951,25 +942,25 @@ $L__BB0_52: cvta.to.global.u64 %rd76, %rd25; shl.b64 %rd77, %rd3, 2; add.s64 %rd78, %rd76, %rd77; - ld.global.u32 %r209, [%rd78]; + ld.global.u32 %r200, [%rd78]; cvta.to.global.u64 %rd79, %rd26; - mul.wide.s32 %rd80, %r209, 4; + mul.wide.s32 %rd80, %r200, 4; add.s64 %rd81, %rd79, %rd80; ld.global.f32 %f323, [%rd78+36]; ld.global.f32 %f324, [%rd81]; mul.f32 %f37, %f324, %f323; ld.global.f32 %f325, [%rd78+40]; mul.f32 %f38, %f324, %f325; - shl.b32 %r210, %r209, 3; - mov.u32 %r211, _ZZ7OneStepE9obs_share; - add.s32 %r33, %r211, %r210; - add.s32 %r212, %r256, %r5; - add.s32 %r213, %r212, %r1; - mul.wide.s32 %rd82, %r213, 4; + shl.b32 %r201, %r200, 3; + mov.u32 %r202, _ZZ7OneStepE9obs_share; + add.s32 %r33, %r202, %r201; + add.s32 %r203, %r247, %r5; + add.s32 %r204, %r203, %r1; + mul.wide.s32 %rd82, %r204, 4; add.s64 %rd83, %rd1, %rd82; - add.s64 %rd105, %rd83, 3932160; - add.s32 %r252, %r213, 983040; - mov.u32 %r251, 983040; + add.s64 %rd105, %rd83, 2621440; + add.s32 %r243, %r204, 655360; + mov.u32 %r242, 655360; add.s64 %rd104, %rd78, 4; mov.u64 %rd103, opp; mov.u64 %rd102, w; @@ -977,10 +968,10 @@ $L__BB0_52: $L__BB0_54: ld.const.u32 %r38, [%rd101+8]; - add.s32 %r214, %r38, %r3; + add.s32 %r205, %r38, %r3; ld.const.u32 %r39, [%rd101+12]; - add.s32 %r215, %r39, %r4; - mad.lo.s32 %r40, %r215, 1536, %r214; + add.s32 %r206, %r39, %r4; + mad.lo.s32 %r40, %r206, 1280, %r205; cvt.s64.s32 %rd84, %r40; add.s64 %rd85, %rd5, %rd84; ld.global.u8 %rs8, [%rd85]; @@ -991,7 +982,7 @@ $L__BB0_54: not.pred %p90, %p89; @%p90 bra $L__BB0_56; - cvt.u32.u64 %r216, %rd2; + cvt.u32.u64 %r207, %rd2; ld.const.f32 %f326, [%rd102+4]; mul.f32 %f327, %f326, 0f40C00000; cvt.rn.f32.s32 %f328, %r38; @@ -999,44 +990,44 @@ $L__BB0_54: mul.f32 %f330, %f38, %f329; fma.rn.f32 %f331, %f37, %f328, %f330; mul.f32 %f332, %f327, %f331; - ld.const.u32 %r217, [%rd103+4]; - mul.lo.s32 %r218, %r217, 983040; - add.s32 %r219, %r218, %r216; - mul.wide.s32 %rd86, %r219, 4; + ld.const.u32 %r208, [%rd103+4]; + mul.lo.s32 %r209, %r208, 655360; + add.s32 %r210, %r209, %r207; + mul.wide.s32 %rd86, %r210, 4; add.s64 %rd87, %rd1, %rd86; ld.global.f32 %f333, [%rd87]; ld.global.f32 %f334, [%rd104]; mov.f32 %f335, 0f3F800000; sub.f32 %f336, %f335, %f334; - add.s32 %r220, %r218, %r40; - mul.wide.s32 %rd88, %r220, 4; + add.s32 %r211, %r209, %r40; + mul.wide.s32 %rd88, %r211, 4; add.s64 %rd89, %rd1, %rd88; ld.global.f32 %f337, [%rd89]; mul.f32 %f338, %f336, %f337; fma.rn.f32 %f339, %f334, %f333, %f338; - shl.b32 %r221, %r38, 1; - mad.lo.s32 %r222, %r39, 3072, %r221; - add.s32 %r223, %r252, %r222; - mul.wide.s32 %rd90, %r223, 4; + shl.b32 %r212, %r38, 1; + mad.lo.s32 %r213, %r39, 2560, %r212; + add.s32 %r214, %r243, %r213; + mul.wide.s32 %rd90, %r214, 4; add.s64 %rd91, %rd1, %rd90; ld.global.f32 %f340, [%rd91]; fma.rn.f32 %f341, %f334, %f340, %f339; add.f32 %f342, %f332, %f341; add.f32 %f343, %f334, 0f3F800000; div.rn.f32 %f344, %f342, %f343; - mul.lo.s32 %r224, %r39, 1536; - add.s32 %r225, %r38, %r224; - add.s32 %r226, %r252, %r225; - mul.wide.s32 %rd92, %r226, 4; + mul.lo.s32 %r215, %r39, 1280; + add.s32 %r216, %r38, %r215; + add.s32 %r217, %r243, %r216; + mul.wide.s32 %rd92, %r217, 4; add.s64 %rd93, %rd1, %rd92; st.global.f32 [%rd93], %f344; mul.f32 %f345, %f37, %f332; st.global.f32 [%rd105], %f345; mul.f32 %f346, %f38, %f332; - neg.s32 %r227, %r38; - sub.s32 %r228, %r227, %r224; - add.s32 %r229, %r252, %r228; - mul.wide.s32 %rd94, %r229, 4; + neg.s32 %r218, %r38; + sub.s32 %r219, %r218, %r215; + add.s32 %r220, %r243, %r219; + mul.wide.s32 %rd94, %r220, 4; add.s64 %rd95, %rd1, %rd94; st.global.f32 [%rd95], %f346; ld.global.f32 %f347, [%rd87]; @@ -1048,18 +1039,18 @@ $L__BB0_54: atom.shared.add.f32 %f353, [%r33], %f352; mul.f32 %f354, %f349, %f329; sub.f32 %f355, %f346, %f354; - add.s32 %r244, %r33, 4; - atom.shared.add.f32 %f356, [%r244], %f355; + add.s32 %r235, %r33, 4; + atom.shared.add.f32 %f356, [%r235], %f355; $L__BB0_56: - add.s64 %rd105, %rd105, 3932160; - add.s32 %r252, %r252, 983040; + add.s64 %rd105, %rd105, 2621440; + add.s32 %r243, %r243, 655360; add.s64 %rd104, %rd104, 4; add.s64 %rd103, %rd103, 4; add.s64 %rd102, %rd102, 4; add.s64 %rd101, %rd101, 8; - add.s32 %r251, %r251, 983040; - setp.ne.s32 %p91, %r251, 8847360; + add.s32 %r242, %r242, 655360; + setp.ne.s32 %p91, %r242, 5898240; @%p91 bra $L__BB0_54; ld.global.u8 %rs11, [%rd6]; @@ -1069,7 +1060,7 @@ $L__BB0_58: setp.eq.s16 %p92, %rs10, 0; @%p92 bra $L__BB0_60; - cvt.u32.u64 %r230, %rd3; + cvt.u32.u64 %r221, %rd3; add.f32 %f357, %f392, %f388; add.f32 %f358, %f357, %f385; sub.f32 %f359, %f358, %f390; @@ -1080,70 +1071,70 @@ $L__BB0_58: sub.f32 %f364, %f363, %f389; sub.f32 %f365, %f364, %f386; sub.f32 %f366, %f365, %f385; - shl.b32 %r231, %r230, 3; - mov.u32 %r232, _ZZ7OneStepE9obs_share; - add.s32 %r233, %r232, %r231; - atom.shared.add.f32 %f367, [%r233], %f361; - add.s32 %r234, %r233, 4; - atom.shared.add.f32 %f368, [%r234], %f366; + shl.b32 %r222, %r221, 3; + mov.u32 %r223, _ZZ7OneStepE9obs_share; + add.s32 %r224, %r223, %r222; + atom.shared.add.f32 %f367, [%r224], %f361; + add.s32 %r225, %r224, 4; + atom.shared.add.f32 %f368, [%r225], %f366; $L__BB0_60: bar.sync 0; @%p1 bra $L__BB0_67; - max.s32 %r235, %r256, -114; - add.s32 %r236, %r235, 127; - sub.s32 %r43, %r236, %r256; - shr.u32 %r237, %r43, 7; - add.s32 %r238, %r237, 1; - and.b32 %r255, %r238, 3; - setp.eq.s32 %p94, %r255, 0; + max.s32 %r226, %r247, -116; + add.s32 %r227, %r226, 127; + sub.s32 %r43, %r227, %r247; + shr.u32 %r228, %r43, 7; + add.s32 %r229, %r228, 1; + and.b32 %r246, %r229, 3; + setp.eq.s32 %p94, %r246, 0; @%p94 bra $L__BB0_64; - mov.u32 %r240, _ZZ7OneStepE9obs_share; - add.s32 %r253, %r240, %r61; - mul.wide.s32 %rd96, %r256, 4; + mov.u32 %r231, _ZZ7OneStepE9obs_share; + add.s32 %r244, %r231, %r61; + mul.wide.s32 %rd96, %r247, 4; add.s64 %rd106, %rd4, %rd96; $L__BB0_63: .pragma "nounroll"; - ld.shared.f32 %f369, [%r253]; + ld.shared.f32 %f369, [%r244]; atom.global.add.f32 %f370, [%rd106], %f369; - add.s32 %r256, %r256, 128; - add.s32 %r253, %r253, 512; + add.s32 %r247, %r247, 128; + add.s32 %r244, %r244, 512; add.s64 %rd106, %rd106, 512; - add.s32 %r255, %r255, -1; - setp.ne.s32 %p95, %r255, 0; + add.s32 %r246, %r246, -1; + setp.ne.s32 %p95, %r246, 0; @%p95 bra $L__BB0_63; $L__BB0_64: setp.lt.u32 %p96, %r43, 384; @%p96 bra $L__BB0_67; - add.s32 %r258, %r256, -512; - mul.wide.s32 %rd97, %r256, 4; + add.s32 %r249, %r247, -512; + mul.wide.s32 %rd97, %r247, 4; add.s64 %rd107, %rd4, %rd97; - shl.b32 %r241, %r256, 2; - mov.u32 %r242, _ZZ7OneStepE9obs_share; - add.s32 %r243, %r242, %r241; - add.s32 %r257, %r243, 1024; + shl.b32 %r232, %r247, 2; + mov.u32 %r233, _ZZ7OneStepE9obs_share; + add.s32 %r234, %r233, %r232; + add.s32 %r248, %r234, 1024; $L__BB0_66: - ld.shared.f32 %f371, [%r257+-1024]; + ld.shared.f32 %f371, [%r248+-1024]; atom.global.add.f32 %f372, [%rd107], %f371; - ld.shared.f32 %f373, [%r257+-512]; + ld.shared.f32 %f373, [%r248+-512]; add.s64 %rd98, %rd107, 512; atom.global.add.f32 %f374, [%rd98], %f373; - ld.shared.f32 %f375, [%r257]; + ld.shared.f32 %f375, [%r248]; add.s64 %rd99, %rd107, 1024; atom.global.add.f32 %f376, [%rd99], %f375; - ld.shared.f32 %f377, [%r257+512]; + ld.shared.f32 %f377, [%r248+512]; add.s64 %rd100, %rd107, 1536; atom.global.add.f32 %f378, [%rd100], %f377; add.s64 %rd107, %rd107, 2048; - add.s32 %r257, %r257, 2048; - add.s32 %r258, %r258, 512; - setp.lt.s32 %p97, %r258, -498; + add.s32 %r248, %r248, 2048; + add.s32 %r249, %r249, 512; + setp.lt.s32 %p97, %r249, -500; @%p97 bra $L__BB0_66; $L__BB0_67: @@ -1175,7 +1166,7 @@ $L__BB0_67: mov.u32 %r6, %tid.x; add.s32 %r7, %r5, %r6; mov.u32 %r1, %ctaid.y; - mad.lo.s32 %r8, %r1, 1536, %r7; + mad.lo.s32 %r8, %r1, 1280, %r7; cvt.s64.s32 %rd6, %r8; cvta.to.global.u64 %rd7, %rd3; add.s64 %rd1, %rd7, %rd6; @@ -1190,29 +1181,29 @@ $L__BB0_67: mov.u32 %r11, _ZZ12InitTubeFlowE7f_share; add.s32 %r3, %r11, %r10; st.shared.f32 [%r3], %f3; - ld.global.f32 %f4, [%rd2+3932160]; + ld.global.f32 %f4, [%rd2+2621440]; st.shared.f32 [%r3+512], %f4; - ld.global.f32 %f5, [%rd2+7864320]; + ld.global.f32 %f5, [%rd2+5242880]; st.shared.f32 [%r3+1024], %f5; - ld.global.f32 %f6, [%rd2+11796480]; + ld.global.f32 %f6, [%rd2+7864320]; st.shared.f32 [%r3+1536], %f6; - ld.global.f32 %f7, [%rd2+15728640]; + ld.global.f32 %f7, [%rd2+10485760]; st.shared.f32 [%r3+2048], %f7; - ld.global.f32 %f8, [%rd2+19660800]; + ld.global.f32 %f8, [%rd2+13107200]; st.shared.f32 [%r3+2560], %f8; - ld.global.f32 %f9, [%rd2+23592960]; + ld.global.f32 %f9, [%rd2+15728640]; st.shared.f32 [%r3+3072], %f9; - ld.global.f32 %f10, [%rd2+27525120]; + ld.global.f32 %f10, [%rd2+18350080]; st.shared.f32 [%r3+3584], %f10; - ld.global.f32 %f11, [%rd2+31457280]; + ld.global.f32 %f11, [%rd2+20971520]; st.shared.f32 [%r3+4096], %f11; bar.sync 0; setp.eq.s32 %p1, %r1, 0; - setp.eq.s32 %p2, %r1, 639; + setp.eq.s32 %p2, %r1, 511; or.pred %p3, %p1, %p2; setp.eq.s32 %p4, %r7, 0; or.pred %p5, %p3, %p4; - setp.eq.s32 %p6, %r7, 1535; + setp.eq.s32 %p6, %r7, 1279; or.pred %p7, %p6, %p5; @%p7 bra $L__BB1_2; bra.uni $L__BB1_1; @@ -1234,10 +1225,10 @@ $L__BB1_2: $L__BB1_1: cvt.rn.f64.s32 %fd1, %r1; - add.f64 %fd2, %fd1, 0dC073F80000000000; + add.f64 %fd2, %fd1, 0dC06FF00000000000; mul.f64 %fd3, %fd2, 0dC010000000000000; mul.f64 %fd4, %fd2, %fd3; - div.rn.f64 %fd5, %fd4, 0d4118D81000000000; + div.rn.f64 %fd5, %fd4, 0d410FC02000000000; add.f64 %fd6, %fd5, 0d3FF0000000000000; mul.f64 %fd7, %fd6, 0d3F8EB851EB851EB8; cvt.rn.f32.f64 %f12, %fd7; @@ -1398,21 +1389,21 @@ $L__BB1_3: ld.shared.f32 %f49, [%r3]; st.global.f32 [%rd2], %f49; ld.shared.f32 %f50, [%r3+512]; - st.global.f32 [%rd2+3932160], %f50; + st.global.f32 [%rd2+2621440], %f50; ld.shared.f32 %f51, [%r3+1024]; - st.global.f32 [%rd2+7864320], %f51; + st.global.f32 [%rd2+5242880], %f51; ld.shared.f32 %f52, [%r3+1536]; - st.global.f32 [%rd2+11796480], %f52; + st.global.f32 [%rd2+7864320], %f52; ld.shared.f32 %f53, [%r3+2048]; - st.global.f32 [%rd2+15728640], %f53; + st.global.f32 [%rd2+10485760], %f53; ld.shared.f32 %f54, [%r3+2560]; - st.global.f32 [%rd2+19660800], %f54; + st.global.f32 [%rd2+13107200], %f54; ld.shared.f32 %f55, [%r3+3072]; - st.global.f32 [%rd2+23592960], %f55; + st.global.f32 [%rd2+15728640], %f55; ld.shared.f32 %f56, [%r3+3584]; - st.global.f32 [%rd2+27525120], %f56; + st.global.f32 [%rd2+18350080], %f56; ld.shared.f32 %f57, [%r3+4096]; - st.global.f32 [%rd2+31457280], %f57; + st.global.f32 [%rd2+20971520], %f57; ret; } diff --git a/CelerisLab/kernels/macros.h b/CelerisLab/kernels/macros.h index 509cc45..d3af419 100644 --- a/CelerisLab/kernels/macros.h +++ b/CelerisLab/kernels/macros.h @@ -9,15 +9,15 @@ // flow parameters #define LBtype float -#define UX 12 -#define UY 20 +#define UX 10 +#define UY 16 #define UZ 1 -#define NX 1536 -#define NY 640 +#define NX 1280 +#define NY 512 #define NZ 1 #define DIM 2 #define NQ 9 -#define VIS 0.006 +#define VIS 0.004 #define RHO 1.0 #define U0 0.01 @@ -29,6 +29,9 @@ #define INTERFACE 0b00001000 #define SENSOR 0b00010000 +// vortex type +#define V_TAYLOR 0b00000001 + // variables -#define N_OBJS 7 +#define N_OBJS 6 // #define N_SENS 2 \ No newline at end of file diff --git a/configs/config_flowfield.json b/configs/config_flowfield.json index fdf820b..f0ed50b 100644 --- a/configs/config_flowfield.json +++ b/configs/config_flowfield.json @@ -2,8 +2,8 @@ "data_type": "FP32", "dimensionality": 2, "lattice": 9, - "field_dim_in_U": [12, 20, 1], - "viscosity": 0.006, + "field_dim_in_U": [10, 16, 1], + "viscosity": 0.004, "velocity": 0.01, "boundary_conditions": { "x": ["parabolic", "outflow"], diff --git a/models/SEN_best4.zip b/models/SEN_best4.zip new file mode 100644 index 0000000..4b79a42 Binary files /dev/null and b/models/SEN_best4.zip differ diff --git a/models/d0a3o12_c0.zip b/models/d0a3o12_c0.zip new file mode 100644 index 0000000..c00ed5b Binary files /dev/null and b/models/d0a3o12_c0.zip differ diff --git a/models/d1a3o12_re100_erase_d0.zip b/models/d1a3o12_re100_erase_d0.zip new file mode 100644 index 0000000..a23e693 Binary files /dev/null and b/models/d1a3o12_re100_erase_d0.zip differ diff --git a/models/d1a3o12_re100_new_reward.zip b/models/d1a3o12_re100_new_reward.zip index 7314490..e641405 100644 Binary files a/models/d1a3o12_re100_new_reward.zip and b/models/d1a3o12_re100_new_reward.zip differ diff --git a/models/d1a3o12_sensonly_a0.zip b/models/d1a3o12_sensonly_a0.zip new file mode 100644 index 0000000..9ec84ff Binary files /dev/null and b/models/d1a3o12_sensonly_a0.zip differ diff --git a/models/d1a3o12_sensonly_a1.zip b/models/d1a3o12_sensonly_a1.zip new file mode 100644 index 0000000..3e7220c Binary files /dev/null and b/models/d1a3o12_sensonly_a1.zip differ diff --git a/models/d1a3o12_sensonly_b0.zip b/models/d1a3o12_sensonly_b0.zip new file mode 100644 index 0000000..7fd88e3 Binary files /dev/null and b/models/d1a3o12_sensonly_b0.zip differ diff --git a/models/vortex_lamb.zip b/models/vortex_lamb.zip new file mode 100644 index 0000000..3e20242 Binary files /dev/null and b/models/vortex_lamb.zip differ diff --git a/reinforce_invpend_gym_v26.ipynb b/reinforce_invpend_gym_v26.ipynb deleted file mode 100644 index fb4c14a..0000000 --- a/reinforce_invpend_gym_v26.ipynb +++ /dev/null @@ -1,457 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\n", - "# Training using REINFORCE for Mujoco\n", - "\n", - "\"agent-environment-diagram\"\n", - "\n", - "This tutorial serves 2 purposes:\n", - " 1. To understand how to implement REINFORCE [1] from scratch to solve Mujoco's InvertedPendulum-v4\n", - " 2. Implementation a deep reinforcement learning algorithm with Gymnasium's v0.26+ `step()` function\n", - "\n", - "We will be using **REINFORCE**, one of the earliest policy gradient methods. Unlike going under the burden of learning a value function first and then deriving a policy out of it,\n", - "REINFORCE optimizes the policy directly. In other words, it is trained to maximize the probability of Monte-Carlo returns. More on that later.\n", - "\n", - "**Inverted Pendulum** is Mujoco's cartpole but now powered by the Mujoco physics simulator -\n", - "which allows more complex experiments (such as varying the effects of gravity).\n", - "This environment involves a cart that can moved linearly, with a pole fixed on it at one end and having another end free.\n", - "The cart can be pushed left or right, and the goal is to balance the pole on the top of the cart by applying forces on the cart.\n", - "More information on the environment could be found at https://gymnasium.farama.org/environments/mujoco/inverted_pendulum/\n", - "\n", - "**Training Objectives**: To balance the pole (inverted pendulum) on top of the cart\n", - "\n", - "**Actions**: The agent takes a 1D vector for actions. The action space is a continuous ``(action)`` in ``[-3, 3]``,\n", - "where action represents the numerical force applied to the cart\n", - "(with magnitude representing the amount of force and sign representing the direction)\n", - "\n", - "**Approach**: We use PyTorch to code REINFORCE from scratch to train a Neural Network policy to master Inverted Pendulum.\n", - "\n", - "An explanation of the Gymnasium v0.26+ `Env.step()` function\n", - "\n", - "``env.step(A)`` allows us to take an action 'A' in the current environment 'env'. The environment then executes the action\n", - "and returns five variables:\n", - "\n", - "- ``next_obs``: This is the observation that the agent will receive after taking the action.\n", - "- ``reward``: This is the reward that the agent will receive after taking the action.\n", - "- ``terminated``: This is a boolean variable that indicates whether or not the environment has terminated.\n", - "- ``truncated``: This is a boolean variable that also indicates whether the episode ended by early truncation, i.e., a time limit is reached.\n", - "- ``info``: This is a dictionary that might contain additional information about the environment.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "from __future__ import annotations\n", - "\n", - "import random\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import pandas as pd\n", - "import seaborn as sns\n", - "import torch\n", - "import torch.nn as nn\n", - "from torch.distributions.normal import Normal\n", - "\n", - "import gymnasium as gym\n", - "\n", - "plt.rcParams[\"figure.figsize\"] = (10, 5)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Policy Network\n", - "\n", - "\n", - "\n", - "We start by building a policy that the agent will learn using REINFORCE.\n", - "A policy is a mapping from the current environment observation to a probability distribution of the actions to be taken.\n", - "The policy used in the tutorial is parameterized by a neural network. It consists of 2 linear layers that are shared between both the predicted mean and standard deviation.\n", - "Further, the single individual linear layers are used to estimate the mean and the standard deviation. ``nn.Tanh`` is used as a non-linearity between the hidden layers.\n", - "The following function estimates a mean and standard deviation of a normal distribution from which an action is sampled. Hence it is expected for the policy to learn\n", - "appropriate weights to output means and standard deviation based on the current observation.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "class Policy_Network(nn.Module):\n", - " \"\"\"Parametrized Policy Network.\"\"\"\n", - "\n", - " def __init__(self, obs_space_dims: int, action_space_dims: int):\n", - " \"\"\"Initializes a neural network that estimates the mean and standard deviation\n", - " of a normal distribution from which an action is sampled from.\n", - "\n", - " Args:\n", - " obs_space_dims: Dimension of the observation space\n", - " action_space_dims: Dimension of the action space\n", - " \"\"\"\n", - " super().__init__()\n", - "\n", - " hidden_space1 = 16 # Nothing special with 16, feel free to change\n", - " hidden_space2 = 32 # Nothing special with 32, feel free to change\n", - "\n", - " # Shared Network\n", - " self.shared_net = nn.Sequential(\n", - " nn.Linear(obs_space_dims, hidden_space1),\n", - " nn.Tanh(),\n", - " nn.Linear(hidden_space1, hidden_space2),\n", - " nn.Tanh(),\n", - " )\n", - "\n", - " # Policy Mean specific Linear Layer\n", - " self.policy_mean_net = nn.Sequential(\n", - " nn.Linear(hidden_space2, action_space_dims)\n", - " )\n", - "\n", - " # Policy Std Dev specific Linear Layer\n", - " self.policy_stddev_net = nn.Sequential(\n", - " nn.Linear(hidden_space2, action_space_dims)\n", - " )\n", - "\n", - " def forward(self, x: torch.Tensor) -> tuple[torch.Tensor, torch.Tensor]:\n", - " \"\"\"Conditioned on the observation, returns the mean and standard deviation\n", - " of a normal distribution from which an action is sampled from.\n", - "\n", - " Args:\n", - " x: Observation from the environment\n", - "\n", - " Returns:\n", - " action_means: predicted mean of the normal distribution\n", - " action_stddevs: predicted standard deviation of the normal distribution\n", - " \"\"\"\n", - " shared_features = self.shared_net(x.float())\n", - "\n", - " action_means = self.policy_mean_net(shared_features)\n", - " action_stddevs = torch.log(\n", - " 1 + torch.exp(self.policy_stddev_net(shared_features))\n", - " )\n", - "\n", - " return action_means, action_stddevs" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Building an agent\n", - "\n", - "\n", - "\n", - "Now that we are done building the policy, let us develop **REINFORCE** which gives life to the policy network.\n", - "The algorithm of REINFORCE could be found above. As mentioned before, REINFORCE aims to maximize the Monte-Carlo returns.\n", - "\n", - "Fun Fact: REINFROCE is an acronym for \" 'RE'ward 'I'ncrement 'N'on-negative 'F'actor times 'O'ffset 'R'einforcement times 'C'haracteristic 'E'ligibility\n", - "\n", - "Note: The choice of hyperparameters is to train a decently performing agent. No extensive hyperparameter\n", - "tuning was done.\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "class REINFORCE:\n", - " \"\"\"REINFORCE algorithm.\"\"\"\n", - "\n", - " def __init__(self, obs_space_dims: int, action_space_dims: int):\n", - " \"\"\"Initializes an agent that learns a policy via REINFORCE algorithm [1]\n", - " to solve the task at hand (Inverted Pendulum v4).\n", - "\n", - " Args:\n", - " obs_space_dims: Dimension of the observation space\n", - " action_space_dims: Dimension of the action space\n", - " \"\"\"\n", - "\n", - " # Hyperparameters\n", - " self.learning_rate = 1e-4 # Learning rate for policy optimization\n", - " self.gamma = 0.99 # Discount factor\n", - " self.eps = 1e-6 # small number for mathematical stability\n", - "\n", - " self.probs = [] # Stores probability values of the sampled action\n", - " self.rewards = [] # Stores the corresponding rewards\n", - "\n", - " self.net = Policy_Network(obs_space_dims, action_space_dims)\n", - " self.optimizer = torch.optim.AdamW(self.net.parameters(), lr=self.learning_rate)\n", - "\n", - " def sample_action(self, state: np.ndarray) -> float:\n", - " \"\"\"Returns an action, conditioned on the policy and observation.\n", - "\n", - " Args:\n", - " state: Observation from the environment\n", - "\n", - " Returns:\n", - " action: Action to be performed\n", - " \"\"\"\n", - " state = torch.tensor(np.array([state]))\n", - " action_means, action_stddevs = self.net(state)\n", - "\n", - " # create a normal distribution from the predicted\n", - " # mean and standard deviation and sample an action\n", - " distrib = Normal(action_means[0] + self.eps, action_stddevs[0] + self.eps)\n", - " action = distrib.sample()\n", - " prob = distrib.log_prob(action)\n", - "\n", - " action = action.numpy()\n", - "\n", - " self.probs.append(prob)\n", - "\n", - " return action\n", - "\n", - " def update(self):\n", - " \"\"\"Updates the policy network's weights.\"\"\"\n", - " running_g = 0\n", - " gs = []\n", - "\n", - " # Discounted return (backwards) - [::-1] will return an array in reverse\n", - " for R in self.rewards[::-1]:\n", - " running_g = R + self.gamma * running_g\n", - " gs.insert(0, running_g)\n", - "\n", - " deltas = torch.tensor(gs)\n", - "\n", - " loss = 0\n", - " # minimize -1 * prob * reward obtained\n", - " for log_prob, delta in zip(self.probs, deltas):\n", - " loss += log_prob.mean() * delta * (-1)\n", - "\n", - " # Update the policy network\n", - " self.optimizer.zero_grad()\n", - " loss.backward()\n", - " self.optimizer.step()\n", - "\n", - " # Empty / zero out all episode-centric/related variables\n", - " self.probs = []\n", - " self.rewards = []" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now lets train the policy using REINFORCE to master the task of Inverted Pendulum.\n", - "\n", - "Following is the overview of the training procedure\n", - "\n", - " for seed in random seeds\n", - " reinitialize agent\n", - "\n", - " for episode in range of max number of episodes\n", - " until episode is done\n", - " sample action based on current observation\n", - "\n", - " take action and receive reward and next observation\n", - "\n", - " store action take, its probability, and the observed reward\n", - " update the policy\n", - "\n", - "Note: Deep RL is fairly brittle concerning random seed in a lot of common use cases (https://spinningup.openai.com/en/latest/spinningup/spinningup.html).\n", - "Hence it is important to test out various seeds, which we will be doing.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Episode: 0 Average Reward: 8\n" - ] - }, - { - "ename": "KeyboardInterrupt", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[5], line 28\u001b[0m\n\u001b[1;32m 26\u001b[0m done \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[1;32m 27\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m done:\n\u001b[0;32m---> 28\u001b[0m action \u001b[38;5;241m=\u001b[39m \u001b[43magent\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msample_action\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 30\u001b[0m \u001b[38;5;66;03m# Step return type - `tuple[ObsType, SupportsFloat, bool, bool, dict[str, Any]]`\u001b[39;00m\n\u001b[1;32m 31\u001b[0m \u001b[38;5;66;03m# These represent the next observation, the reward from the step,\u001b[39;00m\n\u001b[1;32m 32\u001b[0m \u001b[38;5;66;03m# if the episode is terminated, if the episode is truncated and\u001b[39;00m\n\u001b[1;32m 33\u001b[0m \u001b[38;5;66;03m# additional info from the step\u001b[39;00m\n\u001b[1;32m 34\u001b[0m obs, reward, terminated, truncated, info \u001b[38;5;241m=\u001b[39m wrapped_env\u001b[38;5;241m.\u001b[39mstep(action)\n", - "Cell \u001b[0;32mIn[4], line 40\u001b[0m, in \u001b[0;36mREINFORCE.sample_action\u001b[0;34m(self, state)\u001b[0m\n\u001b[1;32m 38\u001b[0m distrib \u001b[38;5;241m=\u001b[39m Normal(action_means[\u001b[38;5;241m0\u001b[39m] \u001b[38;5;241m+\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39meps, action_stddevs[\u001b[38;5;241m0\u001b[39m] \u001b[38;5;241m+\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39meps)\n\u001b[1;32m 39\u001b[0m action \u001b[38;5;241m=\u001b[39m distrib\u001b[38;5;241m.\u001b[39msample()\n\u001b[0;32m---> 40\u001b[0m prob \u001b[38;5;241m=\u001b[39m \u001b[43mdistrib\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlog_prob\u001b[49m\u001b[43m(\u001b[49m\u001b[43maction\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 42\u001b[0m action \u001b[38;5;241m=\u001b[39m action\u001b[38;5;241m.\u001b[39mnumpy()\n\u001b[1;32m 44\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mprobs\u001b[38;5;241m.\u001b[39mappend(prob)\n", - "File \u001b[0;32m~/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/torch/distributions/normal.py:83\u001b[0m, in \u001b[0;36mNormal.log_prob\u001b[0;34m(self, value)\u001b[0m\n\u001b[1;32m 80\u001b[0m \u001b[38;5;66;03m# compute the variance\u001b[39;00m\n\u001b[1;32m 81\u001b[0m var \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mscale\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m2\u001b[39m\n\u001b[1;32m 82\u001b[0m log_scale \u001b[38;5;241m=\u001b[39m (\n\u001b[0;32m---> 83\u001b[0m math\u001b[38;5;241m.\u001b[39mlog(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mscale) \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28;43misinstance\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mscale\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mReal\u001b[49m\u001b[43m)\u001b[49m \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mscale\u001b[38;5;241m.\u001b[39mlog()\n\u001b[1;32m 84\u001b[0m )\n\u001b[1;32m 85\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m (\n\u001b[1;32m 86\u001b[0m \u001b[38;5;241m-\u001b[39m((value \u001b[38;5;241m-\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mloc) \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39m \u001b[38;5;241m2\u001b[39m) \u001b[38;5;241m/\u001b[39m (\u001b[38;5;241m2\u001b[39m \u001b[38;5;241m*\u001b[39m var)\n\u001b[1;32m 87\u001b[0m \u001b[38;5;241m-\u001b[39m log_scale\n\u001b[1;32m 88\u001b[0m \u001b[38;5;241m-\u001b[39m math\u001b[38;5;241m.\u001b[39mlog(math\u001b[38;5;241m.\u001b[39msqrt(\u001b[38;5;241m2\u001b[39m \u001b[38;5;241m*\u001b[39m math\u001b[38;5;241m.\u001b[39mpi))\n\u001b[1;32m 89\u001b[0m )\n", - "File \u001b[0;32m~/anaconda3/envs/pycuda_3_10/lib/python3.10/abc.py:117\u001b[0m, in \u001b[0;36mABCMeta.__instancecheck__\u001b[0;34m(cls, instance)\u001b[0m\n\u001b[1;32m 111\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Register a virtual subclass of an ABC.\u001b[39;00m\n\u001b[1;32m 112\u001b[0m \n\u001b[1;32m 113\u001b[0m \u001b[38;5;124;03m Returns the subclass, to allow usage as a class decorator.\u001b[39;00m\n\u001b[1;32m 114\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[1;32m 115\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m _abc_register(\u001b[38;5;28mcls\u001b[39m, subclass)\n\u001b[0;32m--> 117\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m__instancecheck__\u001b[39m(\u001b[38;5;28mcls\u001b[39m, instance):\n\u001b[1;32m 118\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Override for isinstance(instance, cls).\"\"\"\u001b[39;00m\n\u001b[1;32m 119\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m _abc_instancecheck(\u001b[38;5;28mcls\u001b[39m, instance)\n", - "\u001b[0;31mKeyboardInterrupt\u001b[0m: " - ] - } - ], - "source": [ - "# Create and wrap the environment\n", - "env = gym.make(\"InvertedPendulum-v4\")\n", - "wrapped_env = gym.wrappers.RecordEpisodeStatistics(env, 50) # Records episode-reward\n", - "\n", - "total_num_episodes = int(5e3) # Total number of episodes\n", - "# Observation-space of InvertedPendulum-v4 (4)\n", - "obs_space_dims = env.observation_space.shape[0]\n", - "# Action-space of InvertedPendulum-v4 (1)\n", - "action_space_dims = env.action_space.shape[0]\n", - "rewards_over_seeds = []\n", - "\n", - "for seed in [1, 2, 3, 5, 8]: # Fibonacci seeds\n", - " # set seed\n", - " torch.manual_seed(seed)\n", - " random.seed(seed)\n", - " np.random.seed(seed)\n", - "\n", - " # Reinitialize agent every seed\n", - " agent = REINFORCE(obs_space_dims, action_space_dims)\n", - " reward_over_episodes = []\n", - "\n", - " for episode in range(total_num_episodes):\n", - " # gymnasium v26 requires users to set seed while resetting the environment\n", - " obs, info = wrapped_env.reset(seed=seed)\n", - "\n", - " done = False\n", - " while not done:\n", - " action = agent.sample_action(obs)\n", - "\n", - " # Step return type - `tuple[ObsType, SupportsFloat, bool, bool, dict[str, Any]]`\n", - " # These represent the next observation, the reward from the step,\n", - " # if the episode is terminated, if the episode is truncated and\n", - " # additional info from the step\n", - " obs, reward, terminated, truncated, info = wrapped_env.step(action)\n", - " agent.rewards.append(reward)\n", - "\n", - " # End the episode when either truncated or terminated is true\n", - " # - truncated: The episode duration reaches max number of timesteps\n", - " # - terminated: Any of the state space values is no longer finite.\n", - " done = terminated or truncated\n", - "\n", - " reward_over_episodes.append(wrapped_env.return_queue[-1])\n", - " agent.update()\n", - "\n", - " if episode % 1000 == 0:\n", - " avg_reward = int(np.mean(wrapped_env.return_queue))\n", - " print(\"Episode:\", episode, \"Average Reward:\", avg_reward)\n", - "\n", - " rewards_over_seeds.append(reward_over_episodes)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Plot learning curve\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/frank14f/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", - " with pd.option_context('mode.use_inf_as_na', True):\n", - "/home/frank14f/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", - " with pd.option_context('mode.use_inf_as_na', True):\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "rewards_to_plot = [[reward[0] for reward in rewards] for rewards in rewards_over_seeds]\n", - "df1 = pd.DataFrame(rewards_to_plot).melt()\n", - "df1.rename(columns={\"variable\": \"episodes\", \"value\": \"reward\"}, inplace=True)\n", - "sns.set(style=\"darkgrid\", context=\"talk\", palette=\"rainbow\")\n", - "sns.lineplot(x=\"episodes\", y=\"reward\", data=df1).set(\n", - " title=\"InvertedPendulum\"\n", - ")\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\n", - "\n", - "Author: Siddarth Chandrasekar\n", - "\n", - "License: MIT License\n", - "\n", - "## References\n", - "\n", - "[1] Williams, Ronald J.. “Simple statistical gradient-following\n", - "algorithms for connectionist reinforcement learning.” Machine Learning 8\n", - "(2004): 229-256.\n", - "\n", - "\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 0 -} diff --git a/scripts/241009.ipynb b/scripts/241009.ipynb new file mode 100644 index 0000000..9eac9dd --- /dev/null +++ b/scripts/241009.ipynb @@ -0,0 +1,511 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import Tuple, Union\n", + "from collections import deque\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from stable_baselines3 import PPO\n", + "import pycuda.driver as cuda\n", + "from scipy.optimize import curve_fit\n", + "from scipy.fft import fft, fftfreq\n", + "import pandas as pd\n", + "import pickle\n", + "import sys\n", + "import os\n", + "\n", + "current_dir = os.path.dirname(os.path.abspath(\"__file__\"))\n", + "parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir))\n", + "sys.path.append(parent_dir)\n", + "\n", + "from CelerisLab import FlowField\n", + "from CelerisLab import utils\n", + "\n", + "cuda.init()\n", + "\n", + "context2 = cuda.Device(2).make_context()\n", + "\n", + "config_cuda = utils.load_cuda_config(os.path.join(parent_dir, \"configs\", \"config_cuda.json\"))\n", + "config_field = utils.load_flow_field_config(os.path.join(parent_dir, \"configs\", \"config_flowfield.json\"))\n", + "\n", + "FIFO_LEN = 120\n", + "SAMPLE_INTERVAL = 800\n", + "DATA_TYPE = np.float32\n", + "CONV_LEN = 60\n", + "SAMP_RATE = 60" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "def normalize_sensor(states, diviation, norm_factor):\n", + " return (states - diviation) / norm_factor\n", + "\n", + "def force2cdcl(force, U0, Diam):\n", + " return force / (0.5 * U0**2 * Diam)\n", + "\n", + "def calc_lag(target, state):\n", + " target_mean = np.mean(target)\n", + " state_mean = np.mean(state)\n", + "\n", + " correlation = np.correlate(target - target_mean, state - state_mean, \"full\")\n", + " lags = np.arange(-len(target) + 1, len(target))\n", + " max_lag = lags[np.argmax(correlation)]\n", + " return max_lag\n", + " \n", + "def calc_sim(target, state, lag):\n", + " target_mean = np.mean(target)\n", + " state_mean = np.mean(state)\n", + " target_std = np.std(target)\n", + "\n", + " aligned_state = np.roll(state, lag)\n", + "\n", + " if lag >= 0:\n", + " seq_target = target[-CONV_LEN:]-target_mean\n", + " seq_state = aligned_state[-CONV_LEN:]-state_mean\n", + " else:\n", + " seq_target = target[:CONV_LEN]-target_mean\n", + " seq_state = aligned_state[:CONV_LEN]-state_mean\n", + "\n", + " seq_diff = seq_target - seq_state\n", + " sim_cor = 10*(np.corrcoef(seq_target, seq_state)[0, 1] - 1)\n", + " sim_div = -np.abs((target_mean - state_mean) / target_std * 0.75)\n", + " sim_amp = -np.abs(np.std(seq_diff) / target_std * 2)\n", + "\n", + " return np.exp((sim_cor + sim_div + sim_amp) / 3)\n", + "\n", + "def sine_wave(x, amplitude, frequency, phase, offset):\n", + " return amplitude * np.sin(2 * np.pi * frequency * x + phase) + offset\n", + "\n", + "def estimate_frequency(data):\n", + " N = len(data)\n", + " yf = fft(data)\n", + " xf = fftfreq(N, 1 / SAMP_RATE)\n", + "\n", + " idx = np.argmax(np.abs(yf[1:N//2])) + 1\n", + " frequency = np.abs(xf[idx])\n", + " return frequency\n", + "\n", + "def fit_sine_wave(data):\n", + " N = len(data)\n", + " x = np.arange(N) / SAMP_RATE\n", + "\n", + " initial_frequency = estimate_frequency(data)\n", + "\n", + " initial_amplitude = np.std(data) * np.sqrt(2)\n", + " initial_phase = 0\n", + " initial_offset = np.mean(data)\n", + "\n", + " popt, _ = curve_fit(sine_wave, x, data, p0=[initial_amplitude, initial_frequency, initial_phase, initial_offset])\n", + "\n", + " amplitude, frequency, phase, offset = popt\n", + " if amplitude < 0:\n", + " amplitude = -amplitude\n", + " phase += np.pi\n", + " return amplitude, frequency, phase, offset" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from gym_env import CustomEnv\n", + "context2.push()\n", + "vec_env = CustomEnv(device_id=2)\n", + "context2.pop()\n", + "model = PPO.load(os.path.join(parent_dir, \"models\", \"d1a3o12_re100.zip\"), env=vec_env, device=\"cuda:2\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "best_seed = 0\n", + "max_reward = 0\n", + "for seed in range(40):\n", + " model.set_random_seed(seed=seed)\n", + " context2.push()\n", + " model_env = model.get_env()\n", + " obs = model_env.reset()\n", + " context2.pop()\n", + " reward_list = deque(maxlen=FIFO_LEN)\n", + " for _ in range(240):\n", + " context2.push()\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " context2.pop()\n", + " reward_list.append(rewards)\n", + " if np.mean(reward_list) > max_reward:\n", + " max_reward = np.mean(np.array(reward_list)[-FIFO_LEN:])\n", + " best_seed = seed\n", + "print(\"Best seed: \", best_seed)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "model.set_random_seed(seed=16)\n", + "states_list = []\n", + "reward_list = []\n", + "action_list = []\n", + "obs_list = []\n", + "r_cl_list, r_cd_list, r_sim_list = [], [], []\n", + "\n", + "context2.push()\n", + "model_env = model.get_env()\n", + "obs = model_env.reset()\n", + "context2.pop()\n", + "\n", + "for i in range(300):\n", + " context2.push()\n", + " if i < -1:\n", + " action = np.array([0.0, 0.5, -0.5], dtype=np.float32)[np.newaxis, :]\n", + " else:\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " # action = np.array([0, -0.5, 0.5], dtype=np.float32)[np.newaxis, :]\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " # states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " states = model_env.envs[0].flow_field.obs.copy()\n", + " # if i % 2 == 0:\n", + " # file_index = i // 2 + 1\n", + " # file_name = f\"field.dat.{file_index:02d}\"\n", + " # model_env.envs[0].save_field(os.path.join(parent_dir, \"output\", \"d1a0\", file_name))\n", + " context2.pop()\n", + "\n", + " reward_list.append(rewards)\n", + " action_list.append(action[0,:])\n", + " states_list.append(np.array(states))\n", + " obs_list.append(obs[0,:])\n", + " r_cl_list.append(model_env.envs[0].reward_cl.copy())\n", + " r_cd_list.append(model_env.envs[0].reward_cd.copy())\n", + " r_sim_list.append(model_env.envs[0].reward_sim.copy())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Similarity')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "U0 = 0.01\n", + "L0 = 20\n", + "offset = np.array([0, -4, +4], dtype=np.float32)\n", + "action_offset = [action*8+offset for action in action_list]\n", + "# target_states = model_env.envs[0].target_states.copy()\n", + "sense_list = np.array(obs_list)[:, 6:12]\n", + "for i in range(6):\n", + " # norm_factor = model_env.envs[0].sens_norm_fact[i]\n", + " diviation = model_env.envs[0].sens_deviation[i]\n", + " # target_states[:, i] = (target_states[:, i] * norm_factor + diviation) / 78 / U0\n", + " # sense_list[:, i] = (sense_list[:, i] * norm_factor + diviation) / 78 / U0\n", + "force_list = np.array(obs_list)[:, 0:6] * model_env.envs[0].force_norm_fact / (L0*U0*U0)\n", + "force_list = np.array(force_list)\n", + "drag = force_list[:, 0] + force_list[:, 2] + force_list[:, 4]\n", + "lift = force_list[:, 1] + force_list[:, 3] + force_list[:, 5]\n", + "plt.figure(figsize=(15, 12))\n", + "plt.subplot(2, 3, 1)\n", + "plt.plot(np.array(obs_list)[:, 6:12])\n", + "plt.title(\"Sensors\")\n", + "plt.subplot(2, 3, 2)\n", + "plt.plot(drag, label=\"Drag\")\n", + "plt.plot(lift, label=\"Lift\")\n", + "plt.title(\"Forces\")\n", + "plt.subplot(2, 3, 3)\n", + "plt.plot(np.array(action_offset))\n", + "plt.title(\"Actions\")\n", + "plt.subplot(2, 3, 4)\n", + "plt.plot(reward_list)\n", + "plt.title(\"Rewards\")\n", + "plt.subplot(2, 3, 5)\n", + "plt.plot(np.array(r_sim_list))\n", + "plt.title(\"Similarity\")\n", + "# plt.subplot(2, 3, 6)\n", + "# plt.plot(sense_list)\n", + "# plt.title(\"Sensors\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "data = {}\n", + "# for i in range(3):\n", + "# data[\"cd\" + str(i+1)] = np.array(force_list)[:, 2*i]\n", + "# for i in range(3):\n", + "# data[\"cl\" + str(i+1)] = np.array(force_list)[:, 2*i+1]\n", + "# data[\"reward\"] = np.array(reward_list)[:, 0]\n", + "# for i in range(3):\n", + "# data[\"action\" + str(i+1)] = np.array(action_offset)[:, i]\n", + "for i in range(6):\n", + " data[\"sensor\" + str(i+1)] = np.array(sense_list)[-120:, i]\n", + " data[\"target\" + str(i+1)] = np.array(target_states)[:, i]\n", + "data[\"sim\"] = np.array(r_sim_list)[-120:]\n", + "\n", + "df = pd.DataFrame(data)\n", + "df.to_csv(os.path.join(parent_dir, \"output\", \"d1a3o12_target.csv\"), index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "model.set_random_seed(seed=16)\n", + "states_list = []\n", + "reward_list = []\n", + "action_list = []\n", + "obs_list = []\n", + "r_cl_list, r_cd_list, r_sim_list = [], [], []\n", + "\n", + "context2.push()\n", + "model_env = model.get_env()\n", + "obs = model_env.reset()\n", + "context2.pop()\n", + "\n", + "for i in range(200):\n", + " context2.push()\n", + " if i < 75:\n", + " action = np.array([0.0, 0.5, -0.5], dtype=np.float32)[np.newaxis, :]\n", + " else:\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " # action = np.array([0, -0.5, 0.5], dtype=np.float32)[np.newaxis, :]\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " # states = model_env.envs[0].flow_field.obs.copy()\n", + " if i % 2 == 0:\n", + " file_index = i // 2 + 1\n", + " file_name = f\"field.dat.{file_index:02d}\"\n", + " model_env.envs[0].save_field(os.path.join(parent_dir, \"output\", \"d1a3o12\", file_name))\n", + " context2.pop()\n", + "\n", + " reward_list.append(rewards)\n", + " action_list.append(action[0,:])\n", + " states_list.append(np.array(states))\n", + " obs_list.append(obs[0,:])\n", + " r_cl_list.append(model_env.envs[0].reward_cl.copy())\n", + " r_cd_list.append(model_env.envs[0].reward_cd.copy())\n", + " r_sim_list.append(model_env.envs[0].reward_sim.copy())" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "x = 600\n", + "NX = model_env.envs[0].flow_field.FIELD_SHAPE[0]\n", + "NY = model_env.envs[0].flow_field.FIELD_SHAPE[1]\n", + "U0 = 0.01\n", + "model_env.envs[0].flow_field.get_ddf()\n", + "ddf_plot = model_env.envs[0].flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0)\n", + "ux = (ddf_plot[x, :, 1] + ddf_plot[x, :, 5] + ddf_plot[x, :, 8] - ddf_plot[x, :, 3] - ddf_plot[x, :, 6] - ddf_plot[x, :, 7]) / U0\n", + "uy = (ddf_plot[x, :, 2] + ddf_plot[x, :, 5] + ddf_plot[x, :, 6] - ddf_plot[x, :, 4] - ddf_plot[x, :, 7] - ddf_plot[x, :, 8]) / U0\n", + "data = {}\n", + "data['u'] = np.array(ux)\n", + "data['v'] = np.array(uy)\n", + "df = pd.DataFrame(data)\n", + "df.to_csv(os.path.join(parent_dir, \"output\", \"d0a3o12_slice_600_control.csv\"), index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "context2.push()\n", + "model_env.envs[0].render()\n", + "context2.pop()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "action_list = []\n", + "obs_list = []\n", + "reward_list = []\n", + "r_sim_list = []\n", + "\n", + "context2.push()\n", + "model_env = model.get_env()\n", + "obs = model_env.reset()\n", + "context2.pop()\n", + "\n", + "for i in range(240):\n", + " context2.push()\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " action_list.append(action[0,:])\n", + " obs_list.append(obs[0,:])\n", + " reward_list.append(rewards)\n", + " r_sim_list.append(model_env.envs[0].reward_sim.copy())\n", + " \n", + "amp, freq, pha_ref, offset = fit_sine_wave(np.array(states_list)[-CONV_LEN:, 7])\n", + "\n", + "amp_action, pha_action, offset_action = [], [], []\n", + "freq_action = []\n", + "for i in range(3):\n", + " amp, freq, pha, offset = fit_sine_wave(np.array(action_list)[-CONV_LEN:, i])\n", + " amp_action.append(amp)\n", + " pha_action.append(pha-pha_ref)\n", + " freq_action.append(freq)\n", + " offset_action.append(offset)\n", + "freq_action = np.mean(freq_action)\n", + "\n", + "obs_list_fit = []\n", + "reward_list_fit = []\n", + "action_list_fit = []\n", + "r_sim_list_fit = []\n", + "fifo_states_fit = deque(maxlen=FIFO_LEN)\n", + "\n", + "context2.push()\n", + "model_env = model.get_env()\n", + "obs = model_env.reset()\n", + "context2.pop()\n", + "\n", + "for _ in range(FIFO_LEN):\n", + " context2.push()\n", + " action = np.array([0.0, -0.5, 0.5], dtype=np.float32)[np.newaxis, :]\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " context2.pop()\n", + " fifo_states_fit.append(states)\n", + "\n", + "for i in range(240):\n", + " context2.push()\n", + " _, _, pha_state, _ = fit_sine_wave(np.array(fifo_states_fit)[-20:, 7])\n", + " temps = []\n", + " for j in range(3):\n", + " temp = sine_wave(CONV_LEN / SAMP_RATE, amp_action[j], freq_action, pha_state + pha_action[j], offset_action[j])\n", + " temps.append(temp)\n", + " action = np.array(temps, dtype=np.float32)[np.newaxis, :]\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " context2.pop()\n", + "\n", + " fifo_states_fit.append(states)\n", + " action_list_fit.append(action[0,:])\n", + " obs_list_fit.append(obs[0,:])\n", + " reward_list_fit.append(rewards)\n", + " r_sim_list_fit.append(model_env.envs[0].reward_sim.copy())\n", + "\n", + "offset = np.array([0, -4, +4], dtype=np.float32)\n", + "action_offset = [action*8+offset for action in action_list]\n", + "sense_list = np.array(obs_list)[:, 6:12]\n", + "sense_list_fit = np.array(obs_list_fit)[:, 6:12]\n", + "for i in range(6):\n", + " norm_factor = model_env.envs[0].sens_norm_fact[i]\n", + " diviation = model_env.envs[0].sens_deviation[i]\n", + " sense_list[:, i] = (sense_list[:, i] * norm_factor + diviation) / 78 / U0\n", + " sense_list_fit[:, i] = (sense_list_fit[:, i] * norm_factor + diviation) / 78 / U0\n", + "force_list = np.array(obs_list)[:, 0:6] * model_env.envs[0].force_norm_fact / (L0*U0*U0)\n", + "force_list = np.array(force_list)\n", + "force_list_fit = np.array(obs_list_fit)[:, 0:6] * model_env.envs[0].force_norm_fact / (L0*U0*U0)\n", + "force_list_fit = np.array(force_list_fit)\n", + "data = {}\n", + "\n", + "for i in range(3):\n", + " data[\"action\" + str(i+1)] = np.array(action_offset)[:, i]\n", + "action_offset = [action*8+offset for action in action_list_fit]\n", + "for i in range(3):\n", + " data[\"action_fit\" + str(i+1)] = np.array(action_offset)[:, i]\n", + "for i in range(3):\n", + " data[\"cd\" + str(i+1)] = np.array(force_list)[:, 2*i]\n", + " data[\"cl\" + str(i+1)] = np.array(force_list)[:, 2*i+1]\n", + "for i in range(3):\n", + " data[\"cd_fit\" + str(i+1)] = np.array(force_list_fit)[:, 2*i]\n", + " data[\"cl_fit\" + str(i+1)] = np.array(force_list_fit)[:, 2*i+1]\n", + "for i in range(6):\n", + " data[\"sensor\" + str(i+1)] = np.array(sense_list)[:, i]\n", + " data[\"sensor_fit\" + str(i+1)] = np.array(sense_list_fit)[:, i]\n", + "data[\"reward\"] = np.array(reward_list)[:, 0]\n", + "data[\"reward_fit\"] = np.array(reward_list_fit)[:, 0]\n", + "data[\"sim\"] = np.array(r_sim_list)\n", + "data[\"sim_fit\"] = np.array(r_sim_list_fit)\n", + "\n", + "df = pd.DataFrame(data)\n", + "df.to_csv(os.path.join(parent_dir, \"output\", \"d1a3o12_fit.csv\"), index=False)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycuda_3_10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/241031_lambdipole.ipynb b/scripts/241031_lambdipole.ipynb new file mode 100644 index 0000000..4aed997 --- /dev/null +++ b/scripts/241031_lambdipole.ipynb @@ -0,0 +1,586 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from scipy.special import jv\n", + "\n", + "# 定义网格\n", + "x = np.linspace(-4, 4, 200)\n", + "y = np.linspace(-2, 2, 100)\n", + "X, Y = np.meshgrid(x, y)\n", + "r = np.sqrt(X**2 + Y**2)\n", + "theta = np.arctan2(Y, X)\n", + "\n", + "# 定义流动参数\n", + "kappa = 1.0 # 强度参数\n", + "a = 1.0 # 距离参数\n", + "b = 3.831705970207512 # 第一个零点\n", + "n = b / a # 零点比例\n", + "u0 = 1\n", + "rho = 1\n", + "\n", + "# 定义分段流函数\n", + "phi = np.zeros_like(r)\n", + "psi = np.zeros_like(r)\n", + "omega = np.zeros_like(r)\n", + "\n", + "inside = r <= a\n", + "outside = r > a\n", + "\n", + "phi[inside] = 2 * u0 / n / jv(0, b) * jv(1, n * r[inside]) * np.sin(theta[inside])\n", + "phi[outside] = u0 * (r[outside] - a**2 / r[outside]) * np.sin(theta[outside])\n", + "\n", + "psi[inside] = (2 * u0 / n / jv(0, b) * jv(1, n * r[inside]) - u0 * r[inside]) * np.sin(theta[inside])\n", + "psi[outside] = -u0 * a**2 / r[outside] * np.sin(theta[outside])\n", + "\n", + "# 计算速度场\n", + "u = np.gradient(phi, axis=0)\n", + "v = -np.gradient(phi, axis=1)\n", + "\n", + "speed = np.sqrt(u**2 + v**2)\n", + "\n", + "# 计算涡量\n", + "vorticity = np.gradient(v, axis=1) - np.gradient(u, axis=0)\n", + "\n", + "omega[inside] = 2 * n * u0 / jv(0, b) * jv(1, n * r[inside]) * np.sin(theta[inside])\n", + "omega[outside] = 0\n", + "\n", + "p = rho * (-2 * vorticity * psi - (u**2 + v**2) / 2)\n", + "\n", + "# 绘制速度场和流线\n", + "plt.figure(figsize=(13, 10))\n", + "plt.streamplot(X, Y, u, v, density=2, linewidth=1, arrowsize=1)\n", + "plt.contour(X, Y, phi, levels=20, colors='black')\n", + "plt.contourf(X, Y, speed, levels=10, cmap='jet')\n", + "plt.colorbar(label='Vorticity')\n", + "plt.title('Lamb Dipole')\n", + "plt.xlabel('X')\n", + "plt.ylabel('Y')\n", + "plt.axis('equal')\n", + "plt.show()\n", + "\n", + "# 绘制涡量图\n", + "plt.figure(figsize=(13, 10))\n", + "plt.contourf(X, Y, p, levels=10, cmap='jet')\n", + "plt.colorbar(label='Pressure')\n", + "plt.title('Pressure of Lamb Dipole')\n", + "plt.xlabel('X')\n", + "plt.ylabel('Y')\n", + "plt.axis('equal')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from scipy.special import expi\n", + "\n", + "# 定义网格\n", + "x = np.linspace(-100, 100, 200)\n", + "y = np.linspace(-100, 100, 200)\n", + "X, Y = np.meshgrid(x, y)\n", + "r = np.sqrt(X**2 + Y**2)\n", + "theta = np.arctan2(Y, X)\n", + "\n", + "# 定义流动参数\n", + "strength = 0.01 # 强度参数\n", + "radius = 10 # 涡量核半径\n", + "u0 = 1\n", + "nu = 0.004\n", + "rho = 1\n", + "\n", + "# 定义分段流函数\n", + "omega = np.zeros_like(r)\n", + "\n", + "# 计算速度场\n", + "kappa = 2 * np.pi * radius **2 * strength\n", + "v_theta = kappa / (2 * np.pi * r) * (1 - np.exp(-4 * r**2 / radius**2))\n", + "\n", + "# M = strength * np.pi * radius**4 / 8 / nu\n", + "# v_theta = M * r * 4 * nu / radius**4 * np.exp(-r**2 / radius**2)\n", + "\n", + "u = -v_theta * np.sin(theta)\n", + "v = v_theta * np.cos(theta)\n", + "\n", + "speed = np.sqrt(u**2 + v**2)\n", + "\n", + "# 计算涡量\n", + "omega = np.gradient(v, axis=1) - np.gradient(u, axis=0)\n", + "\n", + "zeta = 4 * r**2 / radius**2\n", + "p = -rho * kappa**2 / 8 / np.pi**2 / r**2 * (-2*zeta*(expi(-zeta)-expi(-2*zeta)) + (1-np.exp(-zeta))**2)\n", + "# zeta = r**2 / radius**2\n", + "# p = -4 * M**2 * nu**2 * (np.exp(-2 * zeta)) / np.pi**2 / radius**6\n", + "\n", + "# 绘制速度场和流线\n", + "plt.figure(figsize=(6, 5))\n", + "plt.streamplot(X, Y, u, v, density=2, linewidth=1, arrowsize=1)\n", + "plt.contourf(X, Y, speed, levels=10, cmap='jet')\n", + "plt.colorbar(label='Vorticity')\n", + "plt.title('Lamb Dipole')\n", + "plt.xlabel('X')\n", + "plt.ylabel('Y')\n", + "plt.axis('equal')\n", + "plt.show()\n", + "\n", + "# 绘制涡量图\n", + "plt.figure(figsize=(6, 5))\n", + "plt.contourf(X, Y, p, levels=10, cmap='jet')\n", + "plt.colorbar(label='Pressure')\n", + "plt.title('Pressure of Lamb Dipole')\n", + "plt.xlabel('X')\n", + "plt.ylabel('Y')\n", + "plt.axis('equal')\n", + "plt.show()\n", + "plt.figure(figsize=(6, 5))\n", + "plt.contourf(X, Y, omega, levels=10, cmap='jet')\n", + "plt.colorbar(label='Vorticity')\n", + "plt.title('Vorticity of Lamb Dipole')\n", + "plt.xlabel('X')\n", + "plt.ylabel('Y')\n", + "plt.axis('equal')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "from collections import deque\n", + "from typing import Tuple\n", + "import sys\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "\n", + "os.environ[\"OMP_NUM_THREADS\"] = \"16\"\n", + "os.environ[\"MKL_NUM_THREADS\"] = \"16\"\n", + "\n", + "current_dir = os.path.dirname(os.path.abspath(\"__file__\"))\n", + "parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir))\n", + "sys.path.append(parent_dir)\n", + "from CelerisLab import FlowField\n", + "from CelerisLab import utils\n", + "\n", + "config_cuda = utils.load_cuda_config(\n", + " os.path.join(parent_dir, \"configs\", \"config_cuda.json\")\n", + ")\n", + "config_field = utils.load_flow_field_config(\n", + " os.path.join(parent_dir, \"configs\", \"config_flowfield.json\")\n", + ")\n", + "\n", + "U0 = config_field.velocity\n", + "T0 = 1000\n", + "SAMPLE_INTERVAL = 800\n", + "DATA_TYPE = np.float32\n", + "L0 = 20\n", + "\n", + "flow_field = FlowField(config_field, config_cuda, 3)\n", + "NX = flow_field.FIELD_SHAPE[0]\n", + "NY = flow_field.FIELD_SHAPE[1]\n", + "flow_field.save_ddf()\n", + "center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 - 3 * L0, 0)\n", + "flow_field.add_sensor(center, L0 / 4)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "flow_field.get_ddf()\n", + "ddf_plot = flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0)\n", + "ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0\n", + "uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0\n", + "pre = np.sum(ddf_plot, axis=2) / 3\n", + "speed = np.sqrt(ux**2 + uy**2)\n", + "vorticity = np.gradient(uy, axis=0) - np.gradient(ux, axis=1)\n", + "plt.figure(figsize=(10, 15))\n", + "plt.subplot(3, 1, 1)\n", + "plt.streamplot(np.arange(NX), np.arange(NY), ux.T, uy.T, density=2, linewidth=1, arrowsize=1)\n", + "plt.imshow(speed.T, origin='lower', cmap='jet', extent=[0, NX, 0, NY])\n", + "plt.colorbar(label='Speed')\n", + "plt.subplot(3, 1, 2)\n", + "plt.imshow(vorticity.T, origin='lower', cmap='jet', extent=[0, NX, 0, NY])\n", + "plt.colorbar(label='Vorticity')\n", + "plt.subplot(3, 1, 3)\n", + "plt.imshow(pre.T, origin='lower', cmap='jet', extent=[0, NX, 0, NY])\n", + "plt.colorbar(label='Pressure')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# center: Tuple[float, float, float] = (50 * L0, (NY - 1) / 2, 0)\n", + "# flow_field.add_vortex(center, L0 * 2, 2*U0, 0, \"lamb\")\n", + "# center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0)\n", + "# flow_field.add_vortex(center, L0 * 2, 0.05*U0, 0, \"oseen\")\n", + "center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0)\n", + "flow_field.add_vortex(center, L0 * 2, 0.1*U0, 0, \"taylor\")\n", + "# flow_field.get_ddf()\n", + "# flow_field.save_ddf()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "flow_field.restore_ddf()\n", + "flow_field.apply_ddf()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "flow_field.run(int(0.2*NX/U0), np.zeros(1, dtype=DATA_TYPE))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import Tuple, Union\n", + "from collections import deque\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from stable_baselines3 import PPO\n", + "import pandas as pd\n", + "import pickle\n", + "import sys\n", + "import os\n", + "\n", + "current_dir = os.path.dirname(os.path.abspath(\"__file__\"))\n", + "parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir))\n", + "sys.path.append(parent_dir)\n", + "\n", + "from gym_env_vortex import CustomEnv\n", + "\n", + "vec_env = CustomEnv(device_id=2)\n", + "model = PPO.load(os.path.join(parent_dir, \"models\", \"vortex_lamb.zip\"), env=vec_env, device=\"cuda:2\")\n", + "model_env = model.get_env()\n", + "\n", + "L0 = 20\n", + "U0 = 0.01\n", + "NY = 512" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "best_seed = 0\n", + "max_reward = 0\n", + "for seed in range(40):\n", + " model.set_random_seed(seed=seed)\n", + " model_env = model.get_env()\n", + " obs = model_env.reset()\n", + " reward_list = []\n", + " for _ in range(200):\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + " reward_list.append(rewards)\n", + " if np.mean(reward_list) > max_reward:\n", + " max_reward = np.mean(np.array(reward_list))\n", + " best_seed = seed\n", + "print(\"Best seed: \", best_seed)" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0)\n", + "# model_env.envs[0].flow_field.add_vortex(center, L0 * 2, 0.02*U0, 0, \"taylor\")\n", + "model_env.envs[0].flow_field.add_vortex(center, L0 * 2, 0.4*U0, 0, \"lamb\")\n", + "model_env.envs[0].render()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "model.set_random_seed(seed=16)\n", + "states_list = []\n", + "reward_list = []\n", + "action_list = []\n", + "obs_list = []\n", + "r_cl_list, r_cd_list, r_sim_list = [], [], []\n", + "obs = model_env.reset()\n", + "for i in range(200):\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " obs, rewards, dones, info = model_env.step(action)\n", + " states = model_env.envs[0].flow_field.obs.copy()\n", + "\n", + " # if i % 2 == 0:\n", + " # file_index = i // 2 + 1\n", + " # file_name = f\"lamb.dat.{file_index:02d}\"\n", + " # model_env.envs[0].save_field(os.path.join(parent_dir, \"output\", \"241103\", file_name))\n", + " \n", + " reward_list.append(rewards)\n", + " action_list.append(action[0,:])\n", + " states_list.append(np.array(states))\n", + " obs_list.append(obs[0,:])\n", + " r_cl_list.append(model_env.envs[0].reward_cl.copy())\n", + " r_cd_list.append(model_env.envs[0].reward_cd.copy())\n", + " r_sim_list.append(model_env.envs[0].reward_sim.copy())" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model_env = model.get_env()\n", + "model_env.envs[0].render()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Target States')" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "offset = np.array([0, -4, +4], dtype=np.float32)\n", + "action_offset = [action*8+offset for action in action_list]\n", + "# target_states = model_env.envs[0].target_states.copy()\n", + "sense_list = np.array(obs_list)[:, 6:12]\n", + "for i in range(6):\n", + " norm_factor = model_env.envs[0].sens_norm_fact[i]\n", + " diviation = model_env.envs[0].sens_deviation[i]\n", + " # target_states[:, i] = (target_states[:, i] * norm_factor + diviation) / 78 / U0\n", + " sense_list[:, i] = (sense_list[:, i] * norm_factor + diviation) / 78 / U0\n", + "force_list = np.array(obs_list)[:, 0:6] * model_env.envs[0].force_norm_fact / (L0*U0*U0)\n", + "force_list = np.array(force_list)\n", + "drag = force_list[:, 0] + force_list[:, 2] + force_list[:, 4]\n", + "lift = force_list[:, 1] + force_list[:, 3] + force_list[:, 5]\n", + "plt.figure(figsize=(15, 12))\n", + "plt.subplot(2, 3, 1)\n", + "plt.plot(np.array(sense_list))\n", + "# plt.plot(np.array(model_env.envs[0].target_states))\n", + "# plt.plot(np.array(obs_list)[:, 6:12])\n", + "plt.title(\"Sensors\")\n", + "plt.subplot(2, 3, 2)\n", + "plt.plot(drag, label=\"Drag\")\n", + "plt.plot(lift, label=\"Lift\")\n", + "plt.title(\"Forces\")\n", + "plt.subplot(2, 3, 3)\n", + "plt.plot(np.array(action_offset))\n", + "plt.title(\"Actions\")\n", + "plt.subplot(2, 3, 4)\n", + "plt.plot(reward_list)\n", + "plt.title(\"Rewards\")\n", + "plt.subplot(2, 3, 5)\n", + "plt.plot(np.array(r_sim_list))\n", + "plt.title(\"Similarity\")\n", + "plt.subplot(2, 3, 6)\n", + "plt.plot(np.array(model_env.envs[0].target_states))\n", + "plt.title(\"Target States\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.7092430114746093" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "test_state = np.array(model_env.envs[0].fifo_states.copy())[:, 0:6]\n", + "test_target = np.array(model_env.envs[0].target_states.copy())\n", + "\n", + "def calc_sim(target, state):\n", + "\n", + " n = len(target)\n", + " m = len(state)\n", + " \n", + " dtw_matrix = np.full((n + 1, m + 1), np.inf)\n", + " dtw_matrix[0, 0] = 0\n", + " \n", + " for i in range(1, n + 1):\n", + " for j in range(1, m + 1):\n", + " cost = abs(target[i - 1] - state[j - 1])\n", + " last_min = min(dtw_matrix[i - 1, j],\n", + " dtw_matrix[i, j - 1],\n", + " dtw_matrix[i - 1, j - 1])\n", + " dtw_matrix[i, j] = cost + last_min\n", + "\n", + " return 1 - (dtw_matrix[n, m] / len(target))\n", + "\n", + "id_sens = 0\n", + "CONV_LEN = 40\n", + "len_start = 100\n", + "calc_sim(test_target[len_start:len_start+CONV_LEN, id_sens], test_state[len_start:len_start+CONV_LEN, id_sens])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycuda_3_10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/Paraview_test.ipynb b/scripts/Paraview_test.ipynb new file mode 100644 index 0000000..480c46f --- /dev/null +++ b/scripts/Paraview_test.ipynb @@ -0,0 +1,209 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import os\n", + "\n", + "current_dir = os.path.dirname(os.path.abspath(\"__file__\"))\n", + "parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir))\n", + "paraview_dir = os.path.join(parent_dir, \"ParaView\")\n", + "\n", + "os.environ['PYTHONPATH'] = f\"{paraview_dir}/lib:{paraview_dir}/lib/python3.9/site-packages\"\n", + "os.environ['LD_LIBRARY_PATH'] = os.path.join(paraview_dir, \"bin\")\n", + "\n", + "sys.path.append(parent_dir)\n", + "sys.path.append(os.path.join(paraview_dir, \"lib\"))\n", + "sys.path.append(os.path.join(paraview_dir, \"bin\"))\n", + "sys.path.append(os.path.join(paraview_dir, \"lib/python3.9/site-packages\"))\n", + "\n", + "# from paraview.simple import *\n", + "import paraview.simple as pv\n", + "from CelerisLab import FlowField\n", + "from CelerisLab import utils\n", + "\n", + "from collections import deque\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from gym_env import CustomEnv\n", + "from stable_baselines3 import PPO\n", + "import pycuda.driver as cuda\n", + "import pickle\n", + "\n", + "FIFO_LEN = 120\n", + "SAMPLE_INTERVAL = 800\n", + "DATA_TYPE = np.float32\n", + "CONV_LEN = 60\n", + "SAMP_RATE = 60" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "renderView1 = pv.GetActiveViewOrCreate('RenderView')\n", + "renderView1.ViewSize = [1200, 480]\n", + "renderView1.InteractionMode = '2D'\n", + "renderView1.OrientationAxesVisibility = 0\n", + "renderView1.CameraPosition = [0.0, 0.0, 3.0]\n", + "renderView1.UseLight = 0\n", + "name_files = []\n", + "for i in range(1, 30):\n", + " name_files.append(os.path.join(parent_dir, f\"output/d1a0/field.dat.{i:02}\"))\n", + "dat = pv.TecplotReader(registrationName='field.dat*', FileNames=name_files)\n", + "dat.DataArrayStatus = ['flag', 'U', 'V']\n", + "calculator1 = pv.Calculator(registrationName='Calculator1', Input=dat)\n", + "calculator1.ResultArrayName = 'W'\n", + "calculator1.Function = '0'\n", + "mergeVectorComponents1 = pv.MergeVectorComponents(registrationName='MergeVectorComponents1', Input=calculator1)\n", + "mergeVectorComponents1.XArray = 'U'\n", + "mergeVectorComponents1.YArray = 'V'\n", + "mergeVectorComponents1.ZArray = 'W'\n", + "gradient1 = pv.Gradient(registrationName='Gradient1', Input=mergeVectorComponents1)\n", + "gradient1.ScalarArray = ['POINTS', 'Vector']\n", + "gradient1.ComputeGradient = 0\n", + "gradient1.ComputeVorticity = 1\n", + "calculator1 = pv.Calculator(registrationName='Calculator1', Input=dat)\n", + "calculator1.ResultArrayName = 'Sensor'\n", + "calculator1.Function = '1/(flag-17)'\n", + "calculator1.ReplacementValue = 1000.0\n", + "calculator2 = pv.Calculator(registrationName='Calculator2', Input=dat)\n", + "calculator2.ResultArrayName = 'Solid'\n", + "calculator2.Function = '1/(flag-2)/(flag-9)'\n", + "calculator2.ReplacementValue = 1000.0\n", + "\n", + "vorticityTF2D = pv.GetTransferFunction2D('Vorticity')\n", + "vorticityTF2D.ScalarRangeInitialized = 1\n", + "vorticityTF2D.Range = [-0.1, 0.1, 0.0, 1.0]\n", + "vorticityLUT = pv.GetColorTransferFunction('Vorticity')\n", + "vorticityLUT.AutomaticRescaleRangeMode = 'Never'\n", + "vorticityLUT.TransferFunction2D = vorticityTF2D\n", + "vorticityLUT.RGBPoints = [-0.1, 0.23137254902, 0.298039215686, 0.752941176471, -0.0125, 1.0, 1.0, 1.0, 0.0125, 1.0, 1.0, 1.0, 0.1, 0.705882352941, 0.0156862745098, 0.149019607843]\n", + "vorticityLUT.NumberOfTableValues = 16\n", + "vorticityLUT.ScalarRangeInitialized = 1.0\n", + "vorticityLUT.VectorComponent = 2\n", + "vorticityLUT.VectorMode = 'Component'\n", + "vorticityPWF = pv.GetOpacityTransferFunction('Vorticity')\n", + "vorticityPWF.Points = [-0.1, 0.0, 0.5, 0.0, 0.1, 1.0, 0.5, 0.0]\n", + "vorticityPWF.ScalarRangeInitialized = 1\n", + "\n", + "sensorTF2D = pv.GetTransferFunction2D('Sensor')\n", + "sensorLUT = pv.GetColorTransferFunction('Sensor')\n", + "sensorLUT.EnableOpacityMapping = 1\n", + "sensorLUT.TransferFunction2D = sensorTF2D\n", + "sensorLUT.RGBPoints = [-0.14285714285714285, 1.0, 1.0, 1.0, 1000.0, 0.4, 0.8, 0.4]\n", + "sensorLUT.ColorSpace = 'RGB'\n", + "sensorLUT.NanColor = [1.0, 0.0, 0.0]\n", + "sensorLUT.NumberOfTableValues = 10\n", + "sensorLUT.ScalarRangeInitialized = 1.0\n", + "sensorPWF = pv.GetOpacityTransferFunction('Sensor')\n", + "sensorPWF.Points = [-0.14285714285714285, 0.0, 0.5, 0.0, 499.87855928449983, 0.0, 0.5, 0.0, 1000.0, 1.0, 0.5, 0.0]\n", + "sensorPWF.ScalarRangeInitialized = 1\n", + "\n", + "solidTF2D = pv.GetTransferFunction2D('Solid')\n", + "solidLUT = pv.GetColorTransferFunction('Solid')\n", + "solidLUT.EnableOpacityMapping = 1\n", + "solidLUT.TransferFunction2D = solidTF2D\n", + "solidLUT.RGBPoints = [-0.14285714285714285, 1.0, 1.0, 1.0, 1000.0, 0.0, 0.0, 0.0]\n", + "solidLUT.ColorSpace = 'RGB'\n", + "solidLUT.NanColor = [1.0, 0.0, 0.0]\n", + "solidLUT.NumberOfTableValues = 10\n", + "solidLUT.ScalarRangeInitialized = 1.0\n", + "solidPWF = pv.GetOpacityTransferFunction('Solid')\n", + "solidPWF.Points = [-0.14285714285714285, 0.0, 0.5, 0.0, 500.0, 0.0, 0.5, 0.0, 1000.0, 1.0, 0.5, 0.0]\n", + "solidPWF.ScalarRangeInitialized = 1\n", + "\n", + "Display = pv.Show(gradient1, renderView1)\n", + "Display.ColorArrayName = ['POINTS', 'Vorticity']\n", + "Display.LookupTable = vorticityLUT\n", + "Display.ScalarOpacityFunction = vorticityPWF\n", + "calculator1Display = pv.Show(calculator1, renderView1, 'StructuredGridRepresentation')\n", + "calculator1Display.ColorArrayName = ['POINTS', 'Sensor']\n", + "calculator1Display.LookupTable = sensorLUT\n", + "calculator1Display.ScalarOpacityFunction = sensorPWF\n", + "calculator2Display = pv.Show(calculator2, renderView1, 'StructuredGridRepresentation')\n", + "calculator2Display.ColorArrayName = ['POINTS', 'Solid']\n", + "calculator2Display.LookupTable = solidLUT\n", + "calculator2Display.ScalarOpacityFunction = solidPWF\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pv.Render()\n", + "renderView1.CameraParallelScale = 240\n", + "pv.SaveScreenshot(os.path.join(parent_dir, \"output\", \"test.png\"), view=renderView1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pv.SaveAnimation(filename=os.path.join(parent_dir, \"output\", \"d1a0\", \"anim\", \"anim.png\"), viewOrLayout=renderView1, SuffixFormat='.%02d', FrameWindow=[0, 29], FrameStride=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# help(dat)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycuda_3_10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/__pycache__/env_manifold.cpython-310.pyc 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CustomEnv +from gym_env_uniflow import CustomEnv from stable_baselines3 import PPO from stable_baselines3.common.vec_env import SubprocVecEnv from stable_baselines3.common.vec_env import DummyVecEnv @@ -26,7 +26,7 @@ class Sin(Module): if __name__ == '__main__': vec_env = CustomEnv(device_id=1) - name = "d0a3o12_b0" + name = "d0a3o12_c0" # model = PPO.load(os.path.join(parent_dir, "models", "d1a3o12_a0"), env=vec_env, device=torch.device("cuda:1")) @@ -35,13 +35,15 @@ if __name__ == '__main__': policy_kwargs=dict(activation_fn=Sin), env=vec_env, device=torch.device("cuda:1"), + n_steps=2400, + batch_size=240, verbose=0) writer = SummaryWriter(log_dir=os.path.join(parent_dir, "tensorboard", name)) max_reward = 0 - for i in range(240): - model.learn(total_timesteps=240) + for i in range(100): + model.learn(total_timesteps=2400) test_env = model.get_env() test_obs = test_env.reset() list_reward = [] diff --git a/scripts/d0a3o12_lamb.py b/scripts/d0a3o12_lamb.py new file mode 100644 index 0000000..23631c9 --- /dev/null +++ b/scripts/d0a3o12_lamb.py @@ -0,0 +1,72 @@ +import os +os.environ['MKL_THREADING_LAYER'] = 'GNU' +os.environ["OMP_NUM_THREADS"] = "16" +os.environ["MKL_NUM_THREADS"] = "16" +import torch +import numpy as np +from torch.nn import Module +import gymnasium as gym +from gym_env_vortex import CustomEnv +from stable_baselines3 import PPO +from stable_baselines3.common.vec_env import SubprocVecEnv +from stable_baselines3.common.vec_env import DummyVecEnv +from sb3_contrib import RecurrentPPO +from torch.utils.tensorboard import SummaryWriter +import pickle + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) + +class Sin(Module): + def __init__(self): + super().__init__() + + def forward(self, x): + return torch.sin(x) + +if __name__ == '__main__': + + vec_env = CustomEnv(device_id=3) + name = "vortex_lamb" + + model = PPO.load(os.path.join(parent_dir, "models", "d1a3o12_re100"), env=vec_env, device=torch.device("cuda:3")) + + # model = PPO( + # "MlpPolicy", + # policy_kwargs=dict(activation_fn=Sin), + # env=vec_env, + # device=torch.device("cuda:3"), + # n_steps=3600, + # batch_size=360, + # verbose=0) + + writer = SummaryWriter(log_dir=os.path.join(parent_dir, "tensorboard", name)) + max_reward = 0 + + history_data = [] + + for i in range(100): + model.learn(total_timesteps=2000) + test_env = model.get_env() + test_obs = test_env.reset() + list_reward = [] + # episolde_data = {'actions': [], 'observations': [], 'rewards': []} + + for step in range(200): + test_action, _states = model.predict(observation=test_obs) + test_obs, test_rewards, test_dones, info = test_env.step(test_action) + list_reward.append(test_rewards) + # episolde_data['actions'].append(test_action[0, :]) + # episolde_data['observations'].append(np.array(test_obs)) + # episolde_data['rewards'].append(test_rewards) + + # history_data.append(episolde_data) + + avg_reward = np.mean(list_reward[-180:]) + writer.add_scalar('Reward', np.mean(avg_reward), i) + if avg_reward > max_reward: + max_reward = avg_reward + model.save(os.path.join(parent_dir, "models", name + ".zip")) + + # with open(os.path.join(parent_dir, "output", name + ".pkl"), 'wb') as f: + # pickle.dump(history_data, f) \ No newline at end of file diff --git a/scripts/d1a3o12.py b/scripts/d1a3o12.py index 49b2321..a4b1678 100644 --- a/scripts/d1a3o12.py +++ b/scripts/d1a3o12.py @@ -36,6 +36,8 @@ if __name__ == '__main__': policy_kwargs=dict(activation_fn=Sin), env=vec_env, device=torch.device("cuda:3"), + n_steps=3600, + batch_size=360, verbose=0) writer = SummaryWriter(log_dir=os.path.join(parent_dir, "tensorboard", name)) @@ -43,8 +45,8 @@ if __name__ == '__main__': history_data = [] - for i in range(400): - model.learn(total_timesteps=360) + for i in range(100): + model.learn(total_timesteps=3600) test_env = model.get_env() test_obs = test_env.reset() list_reward = [] diff --git a/scripts/d1a3o12_erase.py b/scripts/d1a3o12_erase.py index 1b474c6..f6f14ef 100644 --- a/scripts/d1a3o12_erase.py +++ b/scripts/d1a3o12_erase.py @@ -27,7 +27,7 @@ class Sin(Module): if __name__ == '__main__': vec_env = CustomEnv(device_id=1) - name = "d1a3o12_re100_erase_c0" + name = "d1a3o12_re100_erase_d0" # model = PPO.load(os.path.join(parent_dir, "models", "d1a3o12_re100_erase_b0"), env=vec_env, device=torch.device("cuda:1")) diff --git a/scripts/d1a3o12_sensonly.py b/scripts/d1a3o12_sensonly.py new file mode 100644 index 0000000..7698a10 --- /dev/null +++ b/scripts/d1a3o12_sensonly.py @@ -0,0 +1,72 @@ +import os +os.environ['MKL_THREADING_LAYER'] = 'GNU' +os.environ["OMP_NUM_THREADS"] = "8" +os.environ["MKL_NUM_THREADS"] = "8" +import torch +import numpy as np +from torch.nn import Module +import gymnasium as gym +from gym_env_sensonly import CustomEnv +from stable_baselines3 import PPO +from stable_baselines3.common.vec_env import SubprocVecEnv +from stable_baselines3.common.vec_env import DummyVecEnv +from sb3_contrib import RecurrentPPO +from torch.utils.tensorboard import SummaryWriter +import pickle + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) + +class Sin(Module): + def __init__(self): + super().__init__() + + def forward(self, x): + return torch.sin(x) + +if __name__ == '__main__': + + vec_env = CustomEnv(device_id=3) + name = "d1a3o12_sensonly_b0" + + # model = PPO.load(os.path.join(parent_dir, "models", "d1a3o12_sensonly_a0"), env=vec_env, device=torch.device("cuda:1")) + + model = PPO( + "MlpPolicy", + policy_kwargs=dict(activation_fn=Sin), + env=vec_env, + device=torch.device("cuda:3"), + n_steps=7200, + batch_size=720, + verbose=0) + + writer = SummaryWriter(log_dir=os.path.join(parent_dir, "tensorboard", name)) + max_reward = 0 + + history_data = [] + + for i in range(100): + model.learn(total_timesteps=7200) + test_env = model.get_env() + test_obs = test_env.reset() + list_reward = [] + episolde_data = {'actions': [], 'observations': [], 'rewards': []} + + for step in range(360): + test_action, _states = model.predict(observation=test_obs) + test_obs, test_rewards, test_dones, info = test_env.step(test_action) + list_reward.append(test_rewards) + episolde_data['actions'].append(test_action[0, :]) + episolde_data['observations'].append(np.array(test_obs)) + episolde_data['rewards'].append(test_rewards) + + history_data.append(episolde_data) + + avg_reward = np.mean(list_reward[-180:]) + writer.add_scalar('Reward', np.mean(avg_reward), i) + if avg_reward > max_reward: + max_reward = avg_reward + model.save(os.path.join(parent_dir, "models", name + ".zip")) + + with open(os.path.join(parent_dir, "output", name + ".pkl"), 'wb') as f: + pickle.dump(history_data, f) \ No newline at end of file diff --git a/scripts/data.csv b/scripts/data.csv new file mode 100644 index 0000000..9821c2a --- /dev/null +++ b/scripts/data.csv @@ -0,0 +1,61 @@ +,div,amp,sin,pha,lin,rad,target +0,1.4045084971874737,2.2022542485937366,1.8044569186997115,2.4045084971874733,2.000008520514539,3.205367751045167,2.4045084971874737 +1,1.9007606340087433,2.4503803170043716,2.332087743170836,2.0743362624719874,2.000003626756254,0.8461854338136477,2.9007606340087433 +2,1.9901746746922298,2.495087337346115,2.8003643744408384,1.4850331349799533,2.000002768705942,2.1318252162776163,2.9901746746922298 +3,1.7828033402113457,2.391401670105673,3.125591517469359,0.8679592634873357,2.000009725903628,0.8826745225681839,2.7828033402113457 +4,1.5235721267084505,2.2617860633542253,3.2496411772354152,0.5412664647004362,2.000003167213289,2.69235119966044,2.5235721267084505 +5,1.4065386972205927,2.2032693486102963,3.1503419016944787,0.7110698414412506,2.0000017363419866,1.5229136911774184,2.4065386972205927 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os +import matplotlib.pyplot as plt +import queue + +os.environ["OMP_NUM_THREADS"] = "1" +os.environ["MKL_NUM_THREADS"] = "1" + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) +sys.path.append(parent_dir) +from CelerisLab import FlowField +from CelerisLab import utils + +config_cuda = utils.load_cuda_config( + os.path.join(parent_dir, "configs", "config_cuda.json") +) +config_field = utils.load_flow_field_config( + os.path.join(parent_dir, "configs", "config_flowfield.json") +) + +S_DIM, A_DIM = 12, 3 +U0 = config_field.velocity +T0 = 1000 +SAMPLE_INTERVAL = 800 +FIFO_LEN = 360 +MAX_STEPS = 500 +if config_field.data_type == "FP32": + DATA_TYPE = np.float32 +else: + raise ValueError(f"Unsupported data type {config_field.data_type}.") + + +class CustomEnv(gym.Env): + """Custom Environment that follows gym interface.""" + + metadata = {"render_modes": ["human"], "render_fps": T0 / SAMPLE_INTERVAL} + + def __init__(self, device_id=0): + super().__init__() + self.action_space = spaces.Box(low=-1, high=1, shape=(A_DIM,), dtype=DATA_TYPE) + self.observation_space = spaces.Box( + low=-5, high=5, shape=(S_DIM,), dtype=DATA_TYPE + ) + self.fifo_states = deque(maxlen=FIFO_LEN) + self.save_states = deque(maxlen=FIFO_LEN) + self.current_step = 0 + + self.flow_field = FlowField(config_field, config_cuda, device_id) + L0 = 20 + U0 = config_field.velocity + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + center: Tuple[float, float, float] = (20 * L0, (NY - 1) / 2, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (21.3 * L0, (NY - 1) / 2 + 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (21.3 * L0, (NY - 1) / 2 - 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 + 3 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 - 3 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + self.flow_field.run(int(4*NX/U0), np.zeros(6, dtype=DATA_TYPE)) + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(6, dtype=DATA_TYPE)) + self.fifo_states.append(self.flow_field.obs.copy()) + + self.save_states = self.fifo_states.copy() + self.flow_field.get_ddf() + self.flow_field.save_ddf() + + + def step(self, action): + assert self.action_space.contains(action), "%r (%s) invalid" % ( + action, + type(action), + ) + + def run_flow_field(action): + self.flow_field.context.push() + U0 = config_field.velocity + NX = self.flow_field.FIELD_SHAPE[0] + L0 = 20 + try: + temp = np.zeros(6, dtype=DATA_TYPE) + temp[0:3] = np.array((action*4+[0,-4,+4])*U0, dtype=DATA_TYPE) + if self.current_step == 0: + self.flow_field.run(int(2*NX/U0), temp) + self.flow_field.run(SAMPLE_INTERVAL, temp) + finally: + state = self.flow_field.obs.copy() + force = state[0:6] / (L0*U0*U0) + sens = state[6:12] / 78 / U0 + self.fifo_states.append([force, sens]) + self.flow_field.context.pop() + + run_flow_field(action) + + truncated = False + observation = 0.0 + terminated = self.current_step >= MAX_STEPS + self.current_step += 1 + return observation, 0.0, terminated, truncated, {} + + def reset(self, seed=None): + self.flow_field.apply_ddf() + self.current_step = 0 + self.fifo_states = self.save_states.copy() + return np.zeros(S_DIM, dtype=np.float32), {} + + def render(self, mode="human"): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + speed = np.sqrt(ux**2 + uy**2) + plt.figure(figsize=(10, 5)) + plt.imshow(speed.T, origin='lower', cmap='viridis', extent=[0, NX, 0, NY]) + plt.colorbar(label='Speed') + plt.title('Scalar Velocity Field') + plt.xlabel('X') + plt.ylabel('Y') + plt.tight_layout() + plt.show() + + def save_field(self, filename): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + flag_plot = self.flow_field.flag.copy().reshape((NY, NX)).transpose(1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + with open(os.path.join(parent_dir, "output", filename), "w") as f: + f.write("Title= \"LBM 2D\"\r\n") + f.write("VARIABLES= \"X\",\"Y\",\"flag\",\"U\",\"V\",\r\n") + f.write(f"ZONE T= \"BOX\",I= {NX},J= {NY},F=POINT\r\n") + for j in range(NY): + for i in range(NX): + f.write(f"{i},{j},{flag_plot[i, j]},{ux[i, j]},{uy[i, j]}\r\n") + + def close(self): + self.flow_field.__del__() \ No newline at end of file diff --git a/scripts/gym_env.py b/scripts/gym_env.py index 3f2cb8c..55f9250 100644 --- a/scripts/gym_env.py +++ b/scripts/gym_env.py @@ -31,7 +31,7 @@ T0 = 1000 SAMPLE_INTERVAL = 800 FIFO_LEN = 120 CONV_LEN = 60 -MAX_STEPS = 360 +MAX_STEPS = 500 if config_field.data_type == "FP32": DATA_TYPE = np.float32 else: @@ -54,6 +54,10 @@ class CustomEnv(gym.Env): self.force_norm_fact = 1.0 self.sens_norm_fact = np.ones(6, dtype=DATA_TYPE) self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) + self.reward_cd = 0.0 + self.reward_cl = 0.0 + self.reward_sim = 0.0 + self.current_step = 0 self.flow_field = FlowField(config_field, config_cuda, device_id) L0 = 20 @@ -89,6 +93,9 @@ class CustomEnv(gym.Env): self.flow_field.run(SAMPLE_INTERVAL, np.zeros(7, dtype=DATA_TYPE)) self.fifo_states.append(self.flow_field.obs.copy()[2:14]) + self.save_states = self.fifo_states.copy() + self.flow_field.get_ddf() + temp_states = np.array(self.fifo_states) self.force_norm_fact = 6 * np.max(np.abs(temp_states[:, 6:12])) for i in range(6): @@ -144,35 +151,58 @@ class CustomEnv(gym.Env): aligned_state = np.roll(state, lag) if lag >= 0: - seq_target = target[-CONV_LEN:]-target_mean - seq_state = aligned_state[-CONV_LEN:]-state_mean + # seq_target = target[-CONV_LEN:]-target_mean + # seq_state = aligned_state[-CONV_LEN:]-state_mean + seq_target = target[-CONV_LEN:] + seq_state = aligned_state[-CONV_LEN:] else: - seq_target = target[:CONV_LEN]-target_mean - seq_state = aligned_state[:CONV_LEN]-state_mean + # seq_target = target[:CONV_LEN]-target_mean + # seq_state = aligned_state[:CONV_LEN]-state_mean + seq_target = target[:CONV_LEN] + seq_state = aligned_state[:CONV_LEN] - seq_diff = seq_target - seq_state - sim_cor = 10*(np.corrcoef(seq_target, seq_state)[0, 1] - 1) - sim_div = -np.abs((target_mean - state_mean) / target_std * 0.75) - sim_amp = -np.abs(np.std(seq_diff) / target_std * 2) + def dtw(target, state): + n = len(target) + m = len(state) + + dtw_matrix = np.full((n + 1, m + 1), np.inf) + dtw_matrix[0, 0] = 0 + + for i in range(1, n + 1): + for j in range(1, m + 1): + cost = abs(target[i - 1] - state[j - 1]) + last_min = min(dtw_matrix[i - 1, j], + dtw_matrix[i, j - 1], + dtw_matrix[i - 1, j - 1]) + dtw_matrix[i, j] = cost + last_min - return np.exp((sim_cor + sim_div + sim_amp) / 3) + return 1 - (dtw_matrix[n, m] / len(target)) + + # seq_diff = seq_target - seq_state + # sim_cor = 10*(np.corrcoef(seq_target, seq_state)[0, 1] - 1) + # sim_div = -np.abs((target_mean - state_mean) / target_std * 0.75) + # sim_amp = -np.abs(np.std(seq_diff) / target_std * 2) + + # return np.exp((sim_cor + sim_div + sim_amp) / 3) + return dtw(seq_target, seq_state) id_sens = 0 target_seq = self.target_states[:, id_sens] state_seq = (states[:, id_sens] - self.sens_deviation[id_sens]) / self.sens_norm_fact[id_sens] lag = calc_lag(target_seq, state_seq) - similarities += calc_sim(target_seq, state_seq, lag) / 6 + # similarities += calc_sim(target_seq, state_seq, lag) / 6 + similarities += calc_sim(target_seq*self.sens_norm_fact[id_sens]+self.sens_deviation[id_sens], state_seq*self.sens_norm_fact[id_sens]+self.sens_deviation[id_sens], lag) / 6 for i in range(1, 6): target_seq = self.target_states[:, i] state_seq = (states[:, i] - self.sens_deviation[i]) / self.sens_norm_fact[i] - similarities += calc_sim(target_seq, state_seq, lag) / 6 + # similarities += calc_sim(target_seq, state_seq, lag) / 6 + similarities += calc_sim(target_seq*self.sens_norm_fact[id_sens]+self.sens_deviation[id_sens], state_seq*self.sens_norm_fact[id_sens]+self.sens_deviation[id_sens], lag) / 6 - reward_cd = np.exp(-np.abs(cd * 20)) - reward_cl = np.exp(-np.abs(cl * 80)) - # reward_sim = np.exp(2 * (similarities - 1)) - reward_sim = similarities - reward = np.minimum(0.3 * reward_cd + 0.3 * reward_cl + 0.4 * reward_sim, 1.0) + self.reward_cd = np.exp(-np.abs(cd * 20)) + self.reward_cl = np.exp(-np.abs(cl * 80)) + self.reward_sim = similarities + reward = np.minimum(0.3 * self.reward_cd + 0.4 * self.reward_cl + 0.5 * self.reward_sim, 1.0) # barrier.wait() result_queue.put((np.hstack([forces, sens]), reward)) @@ -182,11 +212,14 @@ class CustomEnv(gym.Env): truncated = bool(np.any(observation > 1) or np.any(observation < -1)) observation = np.clip(observation, -1, 1) - # truncated = False - return observation, float(reward), False, truncated, {} + self.current_step += 1 + done = self.current_step >= MAX_STEPS + return observation, float(reward), done, truncated, {} def reset(self, seed=None): self.flow_field.apply_ddf() + self.fifo_states = self.save_states.copy() + self.current_step = 0 return np.zeros(S_DIM, dtype=np.float32), {} def render(self, mode="human"): diff --git a/scripts/gym_env_d1a0.py b/scripts/gym_env_d1a0.py new file mode 100644 index 0000000..b6e11ab --- /dev/null +++ b/scripts/gym_env_d1a0.py @@ -0,0 +1,139 @@ +import gymnasium as gym +import numpy as np +from gymnasium import spaces +import ctypes +from collections import deque +from typing import Tuple +import sys +import os +import matplotlib.pyplot as plt +import queue + +os.environ["OMP_NUM_THREADS"] = "1" +os.environ["MKL_NUM_THREADS"] = "1" + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) +sys.path.append(parent_dir) +from CelerisLab import FlowField +from CelerisLab import utils + +config_cuda = utils.load_cuda_config( + os.path.join(parent_dir, "configs", "config_cuda.json") +) +config_field = utils.load_flow_field_config( + os.path.join(parent_dir, "configs", "config_flowfield.json") +) + +S_DIM, A_DIM = 12, 3 +U0 = config_field.velocity +T0 = 1000 +SAMPLE_INTERVAL = 800 +FIFO_LEN = 120 +CONV_LEN = 60 +MAX_STEPS = 500 +if config_field.data_type == "FP32": + DATA_TYPE = np.float32 +else: + raise ValueError(f"Unsupported data type {config_field.data_type}.") + + +class CustomEnv(gym.Env): + """Custom Environment that follows gym interface.""" + + metadata = {"render_modes": ["human"], "render_fps": T0 / SAMPLE_INTERVAL} + + def __init__(self, device_id=0): + super().__init__() + self.action_space = spaces.Box(low=-1, high=1, shape=(A_DIM,), dtype=DATA_TYPE) + self.observation_space = spaces.Box( + low=-1, high=1, shape=(S_DIM,), dtype=DATA_TYPE + ) + self.fifo_states = deque(maxlen=FIFO_LEN) + self.target_states = np.empty((0, 6), dtype=DATA_TYPE) + self.force_norm_fact = 1.0 + self.sens_norm_fact = np.ones(6, dtype=DATA_TYPE) + self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) + self.reward_cd = 0.0 + self.reward_cl = 0.0 + self.reward_sim = 0.0 + self.current_step = 0 + + self.flow_field = FlowField(config_field, config_cuda, device_id) + L0 = 20 + U0 = config_field.velocity + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0) + self.flow_field.add_cylinder(center, L0) + self.flow_field.run(int(4*NX/U0), np.zeros(1, dtype=DATA_TYPE)) + self.flow_field.get_ddf() + + + def step(self, action): + assert self.action_space.contains(action), "%r (%s) invalid" % ( + action, + type(action), + ) + + # barrier = threading.Barrier(2) + result_queue = queue.Queue() + + def run_flow_field(action): + self.flow_field.context.push() + U0 = config_field.velocity + try: + temp = np.zeros(1, dtype=DATA_TYPE) + self.flow_field.run(SAMPLE_INTERVAL, temp) + finally: + self.flow_field.context.pop() + # barrier.wait() + + run_flow_field(action) + + truncated = False + observation = np.zeros(12, dtype=DATA_TYPE) + self.current_step += 1 + done = self.current_step >= MAX_STEPS + return observation, float(1), done, truncated, {} + + def reset(self, seed=None): + self.flow_field.apply_ddf() + self.current_step = 0 + return np.zeros(S_DIM, dtype=np.float32), {} + + def render(self, mode="human"): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + speed = np.sqrt(ux**2 + uy**2) + plt.figure(figsize=(10, 5)) + plt.imshow(speed.T, origin='lower', cmap='viridis', extent=[0, NX, 0, NY]) + plt.colorbar(label='Speed') + plt.title('Scalar Velocity Field') + plt.xlabel('X') + plt.ylabel('Y') + plt.tight_layout() + plt.show() + + def save_field(self, filename): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + flag_plot = self.flow_field.flag.copy().reshape((NY, NX)).transpose(1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + with open(os.path.join(parent_dir, "output", filename), "w") as f: + f.write("Title= \"LBM 2D\"\r\n") + f.write("VARIABLES= \"X\",\"Y\",\"flag\",\"U\",\"V\",\r\n") + f.write(f"ZONE T= \"BOX\",I= {NX},J= {NY},F=POINT\r\n") + for j in range(NY): + for i in range(NX): + f.write(f"{i},{j},{flag_plot[i, j]},{ux[i, j]},{uy[i, j]}\r\n") + + def close(self): + self.flow_field.__del__() \ No newline at end of file diff --git a/scripts/gym_env_erase.py b/scripts/gym_env_erase.py index 39e3277..ed577a1 100644 --- a/scripts/gym_env_erase.py +++ b/scripts/gym_env_erase.py @@ -57,7 +57,7 @@ class CustomEnv(gym.Env): self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) self.flow_field = FlowField(config_field, config_cuda, device_id) - L0 = 30 + L0 = 20 U0 = config_field.velocity NX = self.flow_field.FIELD_SHAPE[0] NY = self.flow_field.FIELD_SHAPE[1] @@ -80,11 +80,11 @@ class CustomEnv(gym.Env): center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0) self.flow_field.add_cylinder(center, L0) center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2, 0) - self.flow_field.add_cylinder(center, L0 / 2) - center: Tuple[float, float, float] = ((30+1.3) * L0, (NY - 1) / 2 + 0.75 * L0, 0) - self.flow_field.add_cylinder(center, L0 / 2) - center: Tuple[float, float, float] = ((30+1.3) * L0, (NY - 1) / 2 - 0.75 * L0, 0) - self.flow_field.add_cylinder(center, L0 / 2) + self.flow_field.add_cylinder(center, L0 /2*1.5) + center: Tuple[float, float, float] = ((30+1.3*1.5) * L0, (NY - 1) / 2 + 0.75*1.5 * L0, 0) + self.flow_field.add_cylinder(center, L0 /2*1.5) + center: Tuple[float, float, float] = ((30+1.3*1.5) * L0, (NY - 1) / 2 - 0.75*1.5 * L0, 0) + self.flow_field.add_cylinder(center, L0 /2*1.5) self.flow_field.run(int(4*NX/U0), np.zeros(7, dtype=DATA_TYPE)) self.flow_field.get_ddf() diff --git a/scripts/gym_env_sensonly.py b/scripts/gym_env_sensonly.py new file mode 100644 index 0000000..2af4078 --- /dev/null +++ b/scripts/gym_env_sensonly.py @@ -0,0 +1,248 @@ +import gymnasium as gym +import numpy as np +from gymnasium import spaces +import ctypes +from collections import deque +from typing import Tuple +import sys +import os +import matplotlib.pyplot as plt +import queue + +os.environ["OMP_NUM_THREADS"] = "1" +os.environ["MKL_NUM_THREADS"] = "1" + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) +sys.path.append(parent_dir) +from CelerisLab import FlowField +from CelerisLab import utils + +config_cuda = utils.load_cuda_config( + os.path.join(parent_dir, "configs", "config_cuda.json") +) +config_field = utils.load_flow_field_config( + os.path.join(parent_dir, "configs", "config_flowfield.json") +) + +S_DIM, A_DIM = 12, 3 +U0 = config_field.velocity +T0 = 1000 +SAMPLE_INTERVAL = 800 +FIFO_LEN = 120 +CONV_LEN = 60 +MAX_STEPS = 720 +if config_field.data_type == "FP32": + DATA_TYPE = np.float32 +else: + raise ValueError(f"Unsupported data type {config_field.data_type}.") + + +class CustomEnv(gym.Env): + """Custom Environment that follows gym interface.""" + + metadata = {"render_modes": ["human"], "render_fps": T0 / SAMPLE_INTERVAL} + + def __init__(self, device_id=0): + super().__init__() + self.action_space = spaces.Box(low=-1, high=1, shape=(A_DIM,), dtype=DATA_TYPE) + self.observation_space = spaces.Box( + low=-1, high=1, shape=(S_DIM,), dtype=DATA_TYPE + ) + self.fifo_states = deque(maxlen=FIFO_LEN) + self.fifo_target = deque(maxlen=FIFO_LEN) + self.fifo_forces = deque(maxlen=FIFO_LEN) + self.force_norm_fact = 1.0 + self.sens_norm_fact = np.ones(6, dtype=DATA_TYPE) + self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) + self.reward_sim_now = 0.0 + self.reward_yaw = 0.0 + self.reward_sim = 0.0 + self.current_step = 0 + + self.flow_field = FlowField(config_field, config_cuda, device_id) + L0 = 20 + U0 = config_field.velocity + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0) + self.flow_field.add_cylinder(center, L0) + center: Tuple[float, float, float] = (25 * L0, (NY - 1) / 2 + 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (25 * L0, (NY - 1) / 2, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (25 * L0, (NY - 1) / 2 - 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (40 * L0, (NY - 1) / 2 + 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (40 * L0, (NY - 1) / 2, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (40 * L0, (NY - 1) / 2 - 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + self.flow_field.run(int(4*NX/U0), np.zeros(7, dtype=DATA_TYPE)) + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(7, dtype=DATA_TYPE)) + self.fifo_target.append(self.flow_field.obs.copy()[2:8]) + self.fifo_states.append(self.flow_field.obs.copy()[8:14]) + + # target = np.array(self.fifo_target)[:, 0] + # state = np.array(self.fifo_states)[:, 0] + # target_mean = np.mean(target) + # state_mean = np.mean(state) + # correlation = np.correlate(target - target_mean, state - state_mean, "full") + # lags = np.arange(-len(target) + 1, len(target)) + # self.LAG = lags[np.argmax(correlation)] + self.LAG = -9 + + self.flow_field.apply_ddf() + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (31.3 * L0, (NY - 1) / 2 + 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (31.3 * L0, (NY - 1) / 2 - 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + self.flow_field.run(int(4*NX/U0), np.zeros(10, dtype=DATA_TYPE)) + self.flow_field.get_ddf() + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(10, dtype=DATA_TYPE)) + self.fifo_target.append(self.flow_field.obs.copy()[2:8]) + self.fifo_states.append(self.flow_field.obs.copy()[8:14]) + self.fifo_forces.append(self.flow_field.obs.copy()[14:20]) + + self.save_target = self.fifo_target.copy() + self.save_states = self.fifo_states.copy() + self.save_forces = self.fifo_forces.copy() + self.flow_field.get_ddf() + + temp_states = np.array(self.fifo_states) + self.force_norm_fact = 6 * np.max(np.abs(np.array(self.fifo_forces))) + for i in range(6): + self.sens_deviation[i] = np.mean(temp_states[:, i]) + self.sens_norm_fact[i] = 5 * np.max(np.abs(temp_states[:, i] - self.sens_deviation[i])) + + + def step(self, action): + assert self.action_space.contains(action), "%r (%s) invalid" % ( + action, + type(action), + ) + + # barrier = threading.Barrier(2) + result_queue = queue.Queue() + + def run_flow_field(action): + self.flow_field.context.push() + U0 = config_field.velocity + try: + temp = np.zeros(10, dtype=DATA_TYPE) + temp[7:10] = np.array((action*8+[0,-4,4])*U0, dtype=DATA_TYPE) + self.flow_field.run(SAMPLE_INTERVAL, temp) + finally: + self.flow_field.context.pop() + # barrier.wait() + self.fifo_target.append(self.flow_field.obs.copy()[2:8]) + self.fifo_states.append(self.flow_field.obs.copy()[8:14]) + self.fifo_forces.append(self.flow_field.obs.copy()[14:20]) + + def proc_data(): + target = np.array(self.fifo_target) + states = np.array(self.fifo_states) + forces = np.array(self.fifo_forces)[-1, :] / self.force_norm_fact + cd = (forces[0] + forces[2] + forces[4]) / 3 + cl = (forces[1] + forces[3] + forces[5]) / 3 + ave_v = np.mean(states[:, 1] + states[:, 3] + states[:, 5]) / 3 + targ = (target[-1, :] - self.sens_deviation) / self.sens_norm_fact + sens = (states[-1, :] - self.sens_deviation) / self.sens_norm_fact + + similarities = 0.0 + sim_now = 0.0 + + def calc_sim(target, state, lag): + target_mean = np.mean(target) + state_mean = np.mean(state) + target_std = np.std(target) + + aligned_state = np.roll(state, lag) + + if lag >= 0: + seq_target = target[-CONV_LEN:]-target_mean + seq_state = aligned_state[-CONV_LEN:]-state_mean + else: + seq_target = target[:CONV_LEN]-target_mean + seq_state = aligned_state[:CONV_LEN]-state_mean + + seq_diff = seq_target - seq_state + sim_cor = 10*(np.corrcoef(seq_target, seq_state)[0, 1] - 1) + sim_div = -np.abs((target_mean - state_mean) / target_std * 0.75) + sim_amp = -np.abs(np.std(seq_diff) / target_std * 2) + + return np.exp((sim_cor + sim_div + sim_amp) / 3) + + for i in range(0, 6): + target_seq = (target[:, i] - self.sens_deviation[i]) / self.sens_norm_fact[i] + state_seq = (states[:, i] - self.sens_deviation[i]) / self.sens_norm_fact[i] + similarities += calc_sim(target_seq, state_seq, -self.LAG) / 6 + sim_now += np.abs(target_seq[self.LAG-1] - state_seq[-1]) / 6 + + self.reward_sim_now = np.exp(-sim_now*10) + self.reward_yaw = 1 - np.exp(-np.abs(ave_v * 10)) + self.reward_sim = similarities + reward = np.clip(0.5 * self.reward_sim_now - 0.3 * self.reward_yaw + 0.8 * self.reward_sim, 0, 1) + # barrier.wait() + result_queue.put((np.hstack([targ, sens]), reward)) + + run_flow_field(action) + proc_data() + observation, reward = result_queue.get() + + truncated = bool(np.any(observation > 1) or np.any(observation < -1)) + observation = np.clip(observation, -1, 1) + self.current_step += 1 + done = self.current_step >= MAX_STEPS + return observation, float(reward), done, truncated, {} + + def reset(self, seed=None): + self.flow_field.apply_ddf() + self.fifo_target = self.save_target.copy() + self.fifo_states = self.save_states.copy() + self.fifo_forces = self.save_forces.copy() + self.current_step = 0 + return np.zeros(S_DIM, dtype=np.float32), {} + + def render(self, mode="human"): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + speed = np.sqrt(ux**2 + uy**2) + plt.figure(figsize=(10, 5)) + plt.imshow(speed.T, origin='lower', cmap='viridis', extent=[0, NX, 0, NY]) + plt.colorbar(label='Speed') + plt.title('Scalar Velocity Field') + plt.xlabel('X') + plt.ylabel('Y') + plt.tight_layout() + plt.show() + + def save_field(self, filename): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + flag_plot = self.flow_field.flag.copy().reshape((NY, NX)).transpose(1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + with open(os.path.join(parent_dir, "output", filename), "w") as f: + f.write("Title= \"LBM 2D\"\r\n") + f.write("VARIABLES= \"X\",\"Y\",\"flag\",\"U\",\"V\",\r\n") + f.write(f"ZONE T= \"BOX\",I= {NX},J= {NY},F=POINT\r\n") + for j in range(NY): + for i in range(NX): + f.write(f"{i},{j},{flag_plot[i, j]},{ux[i, j]},{uy[i, j]}\r\n") + + def close(self): + self.flow_field.__del__() \ No newline at end of file diff --git a/scripts/gym_env_1.py b/scripts/gym_env_uniflow.py similarity index 81% rename from scripts/gym_env_1.py rename to scripts/gym_env_uniflow.py index 0684ec5..344ac33 100644 --- a/scripts/gym_env_1.py +++ b/scripts/gym_env_uniflow.py @@ -30,7 +30,7 @@ T0 = 1000 SAMPLE_INTERVAL = 800 FIFO_LEN = 120 CONV_LEN = 60 -MAX_STEPS = 240 +MAX_STEPS = 500 if config_field.data_type == "FP32": DATA_TYPE = np.float32 else: @@ -46,12 +46,16 @@ class CustomEnv(gym.Env): super().__init__() self.action_space = spaces.Box(low=-1, high=1, shape=(A_DIM,), dtype=DATA_TYPE) self.observation_space = spaces.Box( - low=-1, high=1, shape=(S_DIM,), dtype=DATA_TYPE + low=-7, high=7, shape=(S_DIM,), dtype=DATA_TYPE ) self.fifo_states = deque(maxlen=FIFO_LEN) + self.save_states = deque(maxlen=FIFO_LEN) self.force_norm_fact = 1.0 self.sens_norm_fact = 1.0 self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) + self.reward_cd = 0.0 + self.reward_cl = 0.0 + self.reward_sim = 0.0 self.current_step = 0 self.flow_field = FlowField(config_field, config_cuda, device_id) @@ -59,32 +63,27 @@ class CustomEnv(gym.Env): U0 = config_field.velocity NX = self.flow_field.FIELD_SHAPE[0] NY = self.flow_field.FIELD_SHAPE[1] - center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 + 2 * L0, 0) - self.flow_field.add_sensor(center, L0 / 4) - center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2, 0) - self.flow_field.add_sensor(center, L0 / 4) - center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 - 2 * L0, 0) - self.flow_field.add_sensor(center, L0 / 4) center: Tuple[float, float, float] = (20 * L0, (NY - 1) / 2, 0) self.flow_field.add_cylinder(center, L0 / 2) center: Tuple[float, float, float] = (21.3 * L0, (NY - 1) / 2 + 0.75 * L0, 0) self.flow_field.add_cylinder(center, L0 / 2) center: Tuple[float, float, float] = (21.3 * L0, (NY - 1) / 2 - 0.75 * L0, 0) self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 + 3 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (30 * L0, (NY - 1) / 2 - 3 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) self.flow_field.run(int(4*NX/U0), np.zeros(6, dtype=DATA_TYPE)) + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(6, dtype=DATA_TYPE)) + self.fifo_states.append(self.flow_field.obs.copy()) + + self.save_states = self.fifo_states.copy() self.flow_field.get_ddf() self.flow_field.save_ddf() - - # for i in range(FIFO_LEN): - # self.flow_field.run(SAMPLE_INTERVAL, np.zeros(6, dtype=DATA_TYPE)) - # self.fifo_states.append(self.flow_field.obs.copy()) - - # temp_states = np.array(self.fifo_states) - # self.force_norm_fact = 3 * np.max(np.abs(temp_states[:, 6:12])) - # for i in range(3): - # self.sens_deviation[2*i] = np.mean(temp_states[:, 2*i]) - # # self.sens_deviation[2*i] = 0.0 - # self.sens_norm_fact = 6 * np.max(np.abs(temp_states[:, 1])) def step(self, action): @@ -100,18 +99,21 @@ class CustomEnv(gym.Env): U0 = config_field.velocity try: temp = np.zeros(6, dtype=DATA_TYPE) - temp[3:6] = np.array((action*8)*U0, dtype=DATA_TYPE) + temp[0:3] = np.array((action*5+[0,-2.5,2.5])*U0, dtype=DATA_TYPE) self.flow_field.run(SAMPLE_INTERVAL, temp) finally: self.fifo_states.append(self.flow_field.obs.copy()) self.flow_field.context.pop() def proc_data(): + U0 = config_field.velocity + NY = self.flow_field.FIELD_SHAPE[1] + L0 = 20 states = np.array(self.fifo_states) - forces = states[-1, 6:12] * 50 - cd = (forces[0] + forces[2] + forces[4]) / 3 - cl = (forces[1] + forces[3] + forces[5]) / 3 - sens = states[-1, 0:6] / 2 + forces = states[-1, 0:6] / (L0*U0*U0) + cd = (forces[0] + forces[2] + forces[4]) + cl = (forces[1] + forces[3] + forces[5]) + sens = states[-1, 6:12] / 78 / U0 def theo_velo(y): NY = self.flow_field.FIELD_SHAPE[1] @@ -121,18 +123,17 @@ class CustomEnv(gym.Env): return u similarities = 0.0 - NY = self.flow_field.FIELD_SHAPE[1] - L0 = 20 sens_pos = np.array([(NY - 1) / 2 + 2 * L0, (NY - 1) / 2, (NY - 1) / 2 - 2 * L0]) for i in range(3): - u = theo_velo(sens_pos[i]) - similarities += np.exp(-4*np.abs(states[-1, 2*i] - u))/6 + np.exp(-8*np.abs(states[-1, 2*i+1] - 0))/6 + u = theo_velo(sens_pos[i])*78 + similarities += np.exp(-4*np.abs(states[-1, 2*i+6] - u))/6 + np.exp(-8*np.abs(states[-1, 2*i+7] - 0))/6 - reward_cd = np.exp(-np.abs(cd * 10)) - reward_cl = np.exp(-np.abs(cl * 10)) + self.reward_cd = np.exp(-np.abs(cd)) + self.reward_cl = np.exp(-np.abs(cl)) + # self.reward_cl = cd * 10.0 # reward_sim = np.exp(2 * (similarities - 1)) - reward_sim = similarities - reward = np.minimum(0.4 * reward_cd + 0.6 * reward_cl + 0.0 * reward_sim, 1.0) + self.reward_sim = similarities + reward = np.clip(0.6 * self.reward_cd + 0.4 * self.reward_cl + 0.0 * self.reward_sim, 0, 1.0) # barrier.wait() result_queue.put((np.hstack([forces, sens]), reward)) @@ -140,8 +141,8 @@ class CustomEnv(gym.Env): proc_data() observation, reward = result_queue.get() - truncated = bool(np.any(observation > 1) or np.any(observation < -1)) - observation = np.clip(observation, -1, 1) + truncated = bool(np.any(observation > 7) or np.any(observation < -7)) + observation = np.clip(observation, -7, 7) terminated = self.current_step >= MAX_STEPS self.current_step += 1 return observation, float(reward), terminated, truncated, {} @@ -149,6 +150,7 @@ class CustomEnv(gym.Env): def reset(self, seed=None): self.flow_field.apply_ddf() self.current_step = 0 + self.fifo_states = self.save_states.copy() return np.zeros(S_DIM, dtype=np.float32), {} def render(self, mode="human"): diff --git a/scripts/gym_env_vortex.py b/scripts/gym_env_vortex.py new file mode 100644 index 0000000..0fecb75 --- /dev/null +++ b/scripts/gym_env_vortex.py @@ -0,0 +1,222 @@ +import gymnasium as gym +import numpy as np +from gymnasium import spaces +import ctypes +from collections import deque +from typing import Tuple +import sys +import os +import matplotlib.pyplot as plt +import queue + +os.environ["OMP_NUM_THREADS"] = "1" +os.environ["MKL_NUM_THREADS"] = "1" + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) +sys.path.append(parent_dir) +from CelerisLab import FlowField +from CelerisLab import utils + +config_cuda = utils.load_cuda_config( + os.path.join(parent_dir, "configs", "config_cuda.json") +) +config_field = utils.load_flow_field_config( + os.path.join(parent_dir, "configs", "config_flowfield.json") +) + +S_DIM, A_DIM = 12, 3 +U0 = config_field.velocity +T0 = 1000 +SAMPLE_INTERVAL = 800 +FIFO_LEN = 200 +CONV_LEN = 40 +MAX_STEPS = 200 +if config_field.data_type == "FP32": + DATA_TYPE = np.float32 +else: + raise ValueError(f"Unsupported data type {config_field.data_type}.") + + +class CustomEnv(gym.Env): + """Custom Environment that follows gym interface.""" + + metadata = {"render_modes": ["human"], "render_fps": T0 / SAMPLE_INTERVAL} + + def __init__(self, device_id=0): + super().__init__() + self.action_space = spaces.Box(low=-1, high=1, shape=(A_DIM,), dtype=DATA_TYPE) + self.observation_space = spaces.Box( + low=-1, high=1, shape=(S_DIM,), dtype=DATA_TYPE + ) + self.fifo_states = deque(maxlen=FIFO_LEN) + self.target_states = np.empty((0, 6), dtype=DATA_TYPE) + self.force_norm_fact = 1.0 + self.sens_norm_fact = np.ones(6, dtype=DATA_TYPE) + self.sens_deviation = np.zeros(6, dtype=DATA_TYPE) + self.reward_cd = 0.0 + self.reward_cl = 0.0 + self.reward_sim = 0.0 + self.current_step = 0 + + self.flow_field = FlowField(config_field, config_cuda, device_id) + L0 = 20 + U0 = config_field.velocity + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + center: Tuple[float, float, float] = (50 * L0, (NY - 1) / 2 + 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (50 * L0, (NY - 1) / 2, 0) + self.flow_field.add_sensor(center, L0 / 4) + center: Tuple[float, float, float] = (50 * L0, (NY - 1) / 2 - 2 * L0, 0) + self.flow_field.add_sensor(center, L0 / 4) + self.flow_field.run(int(1*NX/U0), np.zeros(3, dtype=DATA_TYPE)) + self.flow_field.get_ddf() + self.flow_field.save_ddf() + center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0) + self.flow_field.add_vortex(center, L0 * 2, 0.4*U0, 0, "lamb") + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(3, dtype=DATA_TYPE)) + new_state = self.flow_field.obs.copy() + self.target_states = np.vstack((self.target_states, new_state)) + + self.flow_field.restore_ddf() + self.flow_field.apply_ddf() + center: Tuple[float, float, float] = (40 * L0, (NY - 1) / 2, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (41.3 * L0, (NY - 1) / 2 + 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + center: Tuple[float, float, float] = (41.3 * L0, (NY - 1) / 2 - 0.75 * L0, 0) + self.flow_field.add_cylinder(center, L0 / 2) + self.flow_field.run(int(4*NX/U0), np.zeros(6, dtype=DATA_TYPE)) + center: Tuple[float, float, float] = (10 * L0, (NY - 1) / 2, 0) + self.flow_field.add_vortex(center, L0 * 2, 0.4*U0, 0, "lamb") + self.flow_field.save_ddf() + + for i in range(FIFO_LEN): + self.flow_field.run(SAMPLE_INTERVAL, np.zeros(6, dtype=DATA_TYPE)) + self.fifo_states.append(self.flow_field.obs.copy()) + + self.save_states = self.fifo_states.copy() + self.flow_field.apply_ddf() + + temp_states = np.array(self.fifo_states) + self.force_norm_fact = 6 * np.max(np.abs(temp_states[:, 6:12])) + for i in range(6): + self.sens_deviation[i] = np.mean(temp_states[:, i]) + self.sens_norm_fact[i] = 5 * np.max(np.abs(temp_states[:, i] - self.sens_deviation[i])) + + + def step(self, action): + assert self.action_space.contains(action), "%r (%s) invalid" % ( + action, + type(action), + ) + + # barrier = threading.Barrier(2) + result_queue = queue.Queue() + + def run_flow_field(action): + self.flow_field.context.push() + U0 = config_field.velocity + try: + temp = np.zeros(6, dtype=DATA_TYPE) + temp[3:6] = np.array((action*8+[0,-4,4])*U0, dtype=DATA_TYPE) + self.flow_field.run(SAMPLE_INTERVAL, temp) + finally: + self.flow_field.context.pop() + # barrier.wait() + self.fifo_states.append(self.flow_field.obs.copy()) + + def proc_data(): + states = np.array(self.fifo_states) + forces = states[-1, 6:12] / self.force_norm_fact + cd = (forces[0] + forces[2] + forces[4]) / 3 + cl = (forces[1] + forces[3] + forces[5]) / 3 + sens = (states[-1, 0:6] - self.sens_deviation) / self.sens_norm_fact + + similarities = 0.0 + + def calc_sim(target, state): + + n = len(target) + m = len(state) + + dtw_matrix = np.full((n + 1, m + 1), np.inf) + dtw_matrix[0, 0] = 0 + + for i in range(1, n + 1): + for j in range(1, m + 1): + cost = abs(target[i - 1] - state[j - 1]) + last_min = min(dtw_matrix[i - 1, j], + dtw_matrix[i, j - 1], + dtw_matrix[i - 1, j - 1]) + dtw_matrix[i, j] = cost + last_min + + return 1 - (dtw_matrix[n, m] / len(target)) + + for i in range(0, 6): + target_seq = np.roll(self.target_states[-CONV_LEN:, i], -self.current_step-1) + state_seq = states[-CONV_LEN:, i] + similarities += calc_sim(target_seq, state_seq) / 6 + + self.reward_cd = np.exp(-np.abs(cd * 20)) + self.reward_cl = np.exp(-np.abs(cl * 80)) + self.reward_sim = np.exp(-10*np.abs(similarities - 1)) + reward = np.minimum(0.3 * self.reward_cd + 0.4 * self.reward_cl + 0.5 * self.reward_sim, 1.0) + # barrier.wait() + result_queue.put((np.hstack([forces, sens]), reward)) + + run_flow_field(action) + proc_data() + observation, reward = result_queue.get() + + truncated = bool(np.any(observation > 1) or np.any(observation < -1)) + observation = np.clip(observation, -1, 1) + self.current_step += 1 + done = self.current_step >= MAX_STEPS + return observation, float(reward), done, truncated, {} + + def reset(self, seed=None): + self.flow_field.restore_ddf() + self.flow_field.apply_ddf() + self.fifo_states = self.save_states.copy() + self.current_step = 0 + return np.zeros(S_DIM, dtype=np.float32), {} + + def render(self, mode="human"): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + speed = np.sqrt(ux**2 + uy**2) + plt.figure(figsize=(10, 5)) + plt.imshow(speed.T, origin='lower', cmap='viridis', extent=[0, NX, 0, NY]) + plt.colorbar(label='Speed') + plt.title('Scalar Velocity Field') + plt.xlabel('X') + plt.ylabel('Y') + plt.tight_layout() + plt.show() + + def save_field(self, filename): + NX = self.flow_field.FIELD_SHAPE[0] + NY = self.flow_field.FIELD_SHAPE[1] + self.flow_field.get_ddf() + ddf_plot = self.flow_field.ddf.copy().reshape((9, NY, NX)).transpose(2, 1, 0) + flag_plot = self.flow_field.flag.copy().reshape((NY, NX)).transpose(1, 0) + ux = (ddf_plot[:, :, 1] + ddf_plot[:, :, 5] + ddf_plot[:, :, 8] - ddf_plot[:, :, 3] - ddf_plot[:, :, 6] - ddf_plot[:, :, 7]) / U0 + uy = (ddf_plot[:, :, 2] + ddf_plot[:, :, 5] + ddf_plot[:, :, 6] - ddf_plot[:, :, 4] - ddf_plot[:, :, 7] - ddf_plot[:, :, 8]) / U0 + with open(os.path.join(parent_dir, "output", filename), "w") as f: + f.write("Title= \"LBM 2D\"\r\n") + f.write("VARIABLES= \"X\",\"Y\",\"flag\",\"U\",\"V\",\r\n") + f.write(f"ZONE T= \"BOX\",I= {NX},J= {NY},F=POINT\r\n") + for j in range(NY): + for i in range(NX): + f.write(f"{i},{j},{flag_plot[i, j]},{ux[i, j]},{uy[i, j]}\r\n") + + def close(self): + self.flow_field.__del__() \ No newline at end of file diff --git a/scripts/manifold.ipynb b/scripts/manifold.ipynb new file mode 100644 index 0000000..8e0d28a --- /dev/null +++ b/scripts/manifold.ipynb @@ -0,0 +1,163 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pickle\n", + "import pycuda.driver as cuda\n", + "import sys\n", + "import os\n", + "from datetime import datetime\n", + "\n", + "current_dir = os.path.dirname(os.path.abspath(\"__file__\"))\n", + "parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir))\n", + "output_dir = os.path.join(parent_dir, \"output\")\n", + "os.makedirs(output_dir, exist_ok=True)\n", + "sys.path.append(parent_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "cuda.init()\n", + "\n", + "context = cuda.Device(3).make_context()\n", + "\n", + "DATA_TYPE = np.float32\n", + "\n", + "from env_manifold import CustomEnv\n", + "context.push()\n", + "env = CustomEnv(device_id=3)\n", + "context.pop()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "size = [2, 2, 2]\n", + "\n", + "def generate_random_group(size, low, high):\n", + " intervals = np.linspace(low, high, size + 1)\n", + " group = np.concatenate([np.random.uniform(intervals[i], intervals[i+1], 1) for i in range(size)])\n", + " return np.sort(group)\n", + "\n", + "group1 = generate_random_group(size[0], -1, 1)\n", + "group2 = generate_random_group(size[1], -1, 1)\n", + "group3 = generate_random_group(size[2], -1, 1)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2024-10-29 11:23:57 - (0, 0, 0)\n", + "2024-10-29 11:24:39 - (0, 0, 1)\n", + "2024-10-29 11:25:21 - (0, 1, 0)\n", + "2024-10-29 11:26:03 - (0, 1, 1)\n", + "2024-10-29 11:26:45 - (1, 0, 0)\n", + "2024-10-29 11:27:27 - (1, 0, 1)\n", + "2024-10-29 11:28:09 - (1, 1, 0)\n", + "2024-10-29 11:28:51 - (1, 1, 1)\n" + ] + } + ], + "source": [ + "data = np.empty(size, dtype=object)\n", + "for i, a1 in enumerate(sorted(group1)):\n", + " for j, a2 in enumerate(sorted(group2)):\n", + " for k, a3 in enumerate(sorted(group3)):\n", + " context.push()\n", + " action = np.array([a1, a2, a3], dtype=np.float32)\n", + " env.reset()\n", + " for _ in range(400):\n", + " _, _, _, _, _ = env.step(action)\n", + " context.pop()\n", + " fifo = np.array(env.fifo_states.copy())\n", + " data[i, j, k] = {'action': action, 'fifo': fifo}\n", + " current_time = datetime.now().strftime(\"%Y-%m-%d %H:%M:%S\")\n", + " print(f\"{current_time} - ({i}, {j}, {k})\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "with open(os.path.join(output_dir, \"manifold_test.pkl\"), 'wb') as f:\n", + " pickle.dump(data, f)\n", + "\n", + "# with open(os.path.join(output_dir, \"manifold_test.pkl\"), 'rb') as f:\n", + "# data = pickle.load(f)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0.44718933 0.01895384 0.4848376 ]\n", + "[ 2.3110747 -1.8382945 1.3480661 1.072888 -3.6636636 -4.1307545]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_data = data[0,1,1]['fifo'][:,0]\n", + "import matplotlib.pyplot as plt\n", + "plt.plot(plot_data)\n", + "print(data[1,1,1]['action'])\n", + "print(np.mean(plot_data, axis=0))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycuda_3_10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/manifold.py b/scripts/manifold.py new file mode 100644 index 0000000..adc87a1 --- /dev/null +++ b/scripts/manifold.py @@ -0,0 +1,53 @@ +import numpy as np +import pickle +import pycuda.driver as cuda +import sys +import os +from datetime import datetime + +current_dir = os.path.dirname(os.path.abspath("__file__")) +parent_dir = os.path.abspath(os.path.join(current_dir, os.pardir)) +output_dir = os.path.join(parent_dir, "output") +os.makedirs(output_dir, exist_ok=True) +sys.path.append(parent_dir) + +cuda.init() + +context = cuda.Device(3).make_context() + +DATA_TYPE = np.float32 + +from env_manifold import CustomEnv + +context.push() +env = CustomEnv(device_id=3) +context.pop() + +size = [10, 10, 10] + +def generate_random_group(size, low, high): + intervals = np.linspace(low, high, size + 1) + group = np.concatenate([np.random.uniform(intervals[i], intervals[i+1], 1) for i in range(size)]) + return np.sort(group) + +group1 = generate_random_group(size[0], -1, 1) +group2 = generate_random_group(size[1], -1, 1) +group3 = generate_random_group(size[2], -1, 1) + +data = np.empty(size, dtype=object) +for i, a1 in enumerate(sorted(group1)): + for j, a2 in enumerate(sorted(group2)): + for k, a3 in enumerate(sorted(group3)): + context.push() + action = np.array([a1, a2, a3], dtype=np.float32) + env.reset() + for _ in range(400): + _, _, _, _, _ = env.step(action) + context.pop() + fifo = np.array(env.fifo_states.copy()) + data[i, j, k] = {'action': action, 'fifo': fifo} + current_time = datetime.now().strftime("%Y-%m-%d %H:%M:%S") + print(f"{current_time} - ({i}, {j}, {k})") + +with open(os.path.join(output_dir, "manifold_1k.pkl"), 'wb') as f: + pickle.dump(data, f) \ No newline at end of file diff --git a/scripts/nohup1.out b/scripts/nohup1.out index b08fc53..e69de29 100644 --- a/scripts/nohup1.out +++ b/scripts/nohup1.out @@ -1,16 +0,0 @@ -Traceback (most recent call last): - File "/home/frank14f/Frank_LBM/scripts/d1a3o12_imit.py", line 55, in - test_obs, test_rewards, test_dones, info = test_env.step(test_action) - File "/home/frank14f/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/stable_baselines3/common/vec_env/base_vec_env.py", line 206, in step - return self.step_wait() - File "/home/frank14f/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/stable_baselines3/common/vec_env/dummy_vec_env.py", line 58, in step_wait - obs, self.buf_rews[env_idx], terminated, truncated, self.buf_infos[env_idx] = self.envs[env_idx].step( - File "/home/frank14f/anaconda3/envs/pycuda_3_10/lib/python3.10/site-packages/stable_baselines3/common/monitor.py", line 94, in step - observation, reward, terminated, truncated, info = self.env.step(action) - File "/home/frank14f/Frank_LBM/scripts/gym_env_imit.py", line 190, in step - run_flow_field(action) - File "/home/frank14f/Frank_LBM/scripts/gym_env_imit.py", line 117, in run_flow_field - self.flow_field.run(SAMPLE_INTERVAL, temp) - File "/home/frank14f/Frank_LBM/CelerisLab/driver.py", line 254, in run - cuda.memcpy_htod_async(self.action_gpu, action_pinned, stream) -KeyboardInterrupt diff --git a/scripts/sim_test.ipynb b/scripts/sim_test.ipynb new file mode 100644 index 0000000..47badfd --- /dev/null +++ b/scripts/sim_test.ipynb @@ -0,0 +1,214 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 266, + "metadata": {}, + "outputs": [], + "source": [ + "import gymnasium as gym\n", + "import numpy as np\n", + "from gymnasium import spaces\n", + "import ctypes\n", + "from collections import deque\n", + "from typing import Tuple\n", + "import sys\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "import queue\n", + "import pandas as pd\n", + "FIFO_LEN = 60\n", + "CONV_LEN = 60" + ] + }, + { + "cell_type": "code", + "execution_count": 341, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# target = 1.25 * np.sin(np.linspace(0.5 * np.pi, 8.5*np.pi, FIFO_LEN))\n", + "target = np.sin(np.linspace(0, 8*np.pi, FIFO_LEN)) + 0.5 * np.sin(np.linspace(0.3 * np.pi, 16.3*np.pi, FIFO_LEN)) + 2\n", + "s_div = np.sin(np.linspace(0, 8*np.pi, FIFO_LEN)) + 0.5 * np.sin(np.linspace(0.3 * np.pi, 16.3*np.pi, FIFO_LEN)) + 1\n", + "s_amp = 0.5*np.sin(np.linspace(0, 8*np.pi, FIFO_LEN)) + 0.25 * np.sin(np.linspace(0.3 * np.pi, 16.3*np.pi, FIFO_LEN)) + 2\n", + "s_sin = 1.25 * np.sin(np.linspace(-0.05 * np.pi, 7.95*np.pi, FIFO_LEN)) + 2\n", + "s_pha = np.sin(np.linspace(1*np.pi, 9*np.pi, FIFO_LEN)) + 0.5 * np.sin(np.linspace(2.3 * np.pi, 18.3*np.pi, FIFO_LEN)) + 2\n", + "s_lin = np.ones(FIFO_LEN) * 2 + 1e-5 * np.random.rand(FIFO_LEN)\n", + "s_rad = np.random.rand(FIFO_LEN) * 3 + 0.5\n", + "\n", + "plt.plot(np.array([target, s_div, s_amp, s_sin, s_pha, s_lin, s_rad]).T)\n", + "data = {}\n", + "data[\"div\"] = s_div\n", + "data[\"amp\"] = s_amp\n", + "data[\"sin\"] = s_sin\n", + "data[\"pha\"] = s_pha\n", + "data[\"lin\"] = s_lin\n", + "data[\"rad\"] = s_rad\n", + "data[\"target\"] = target\n", + "df = pd.DataFrame(data)\n", + "df.to_csv(\"data.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 438, + "metadata": {}, + "outputs": [], + "source": [ + "state = s_rad" + ] + }, + { + "cell_type": "code", + "execution_count": 439, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.1601700742597777" + ] + }, + "execution_count": 439, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "correlation = np.correlate(target - np.mean(target), state - np.mean(state), \"full\")\n", + "np.max(correlation) / FIFO_LEN / np.std(target) / np.std(state)" + ] + }, + { + "cell_type": "code", + "execution_count": 440, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.12411271771033355" + ] + }, + "execution_count": 440, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.abs(np.corrcoef(target, state)[0, 1])" + ] + }, + { + "cell_type": "code", + "execution_count": 441, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.9588048719244383" + ] + }, + "execution_count": 441, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.exp(-np.abs((np.mean(target) - np.mean(state)) / np.std(target) * 0.5))" + ] + }, + { + "cell_type": "code", + "execution_count": 442, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.8732182363783481" + ] + }, + "execution_count": 442, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.exp(-np.abs((np.std(target-np.mean(target)) - np.std(state-np.mean(state))) / np.std(target) * 1.25))" + ] + }, + { + "cell_type": "code", + "execution_count": 443, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.3686030949663357" + ] + }, + "execution_count": 443, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def dynamic_time_warping(target, state):\n", + " n = len(target)\n", + " m = len(state)\n", + " \n", + " # 创建一个 (n+1) x (m+1) 的矩阵，初始化为无穷大\n", + " dtw_matrix = np.full((n + 1, m + 1), np.inf)\n", + " dtw_matrix[0, 0] = 0\n", + " \n", + " # 填充 DTW 矩阵\n", + " for i in range(1, n + 1):\n", + " for j in range(1, m + 1):\n", + " cost = abs(target[i - 1] - state[j - 1])\n", + " last_min = min(dtw_matrix[i - 1, j], # 插入\n", + " dtw_matrix[i, j - 1], # 删除\n", + " dtw_matrix[i - 1, j - 1]) # 匹配\n", + " dtw_matrix[i, j] = cost + last_min\n", + " \n", + " # 返回 DTW 距离\n", + " return dtw_matrix[n, m]\n", + "1 - (dynamic_time_warping(target, state) / FIFO_LEN)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycuda_3_10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/test copy.ipynb b/scripts/test copy.ipynb index 582b04d..8bc0a2e 100644 --- a/scripts/test copy.ipynb +++ b/scripts/test copy.ipynb @@ -10,7 +10,7 @@ "from collections import deque\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "from gym_env_erase import CustomEnv\n", + "from gym_env import CustomEnv\n", "from stable_baselines3 import PPO\n", "import pycuda.driver as cuda\n", "from scipy.optimize import curve_fit\n", @@ -115,34 +115,34 @@ "context2.push()\n", "vec_env = CustomEnv(device_id=2)\n", "context2.pop()\n", - "model = PPO.load(os.path.join(parent_dir, \"models\", \"d1a3o12_re100_imit_re50.zip\"), env=vec_env, device=\"cuda:2\")" + "model = PPO.load(os.path.join(parent_dir, \"models\", \"d1a3o12_re100_new_reward.zip\"), env=vec_env, device=\"cuda:2\")" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "max_reward = 0\n", "best_seed = 0\n", - "for seed in range(1, 11):\n", - " model.set_random_seed(seed=seed)\n", - " context2.push()\n", - " model_env = model.get_env()\n", - " obs = model_env.reset()\n", - " context2.pop()\n", - " reward_list = deque(maxlen=FIFO_LEN)\n", - " for _ in range(240):\n", - " context2.push()\n", - " action, _states = model.predict(observation=obs, deterministic=True)\n", - " obs, rewards, dones, info = model_env.step(action)\n", - " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", - " context2.pop()\n", - " reward_list.append(rewards)\n", - " if np.mean(reward_list) > max_reward:\n", - " max_reward = np.mean(np.array(reward_list)[-FIFO_LEN:])\n", - " best_seed = seed" + "# for seed in range(1, 11):\n", + "# model.set_random_seed(seed=seed)\n", + "# context2.push()\n", + "# model_env = model.get_env()\n", + "# obs = model_env.reset()\n", + "# context2.pop()\n", + "# reward_list = deque(maxlen=FIFO_LEN)\n", + "# for _ in range(240):\n", + "# context2.push()\n", + "# action, _states = model.predict(observation=obs, deterministic=True)\n", + "# obs, rewards, dones, info = model_env.step(action)\n", + "# states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", + "# context2.pop()\n", + "# reward_list.append(rewards)\n", + "# if np.mean(reward_list) > max_reward:\n", + "# max_reward = np.mean(np.array(reward_list)[-FIFO_LEN:])\n", + "# best_seed = seed" ] }, { @@ -154,7 +154,7 @@ "model.set_random_seed(seed=best_seed)\n", "states_list = []\n", "reward_list = []\n", - "cl_list, cd_list, diff_list = [], [], []\n", + "cl_list, cd_list, sim_list = [], [], []\n", "action_list = deque(maxlen=FIFO_LEN)\n", "fifo_states = deque(maxlen=FIFO_LEN)\n", "\n", @@ -165,8 +165,8 @@ "\n", "for _ in range(240):\n", " context2.push()\n", - " # action, _states = model.predict(observation=obs, deterministic=True)\n", - " action = np.array([0.0, 0.5, -0.5], dtype=np.float32)[np.newaxis, :]\n", + " action, _states = model.predict(observation=obs, deterministic=True)\n", + " # action = np.array([0.0, 0.5, -0.5], dtype=np.float32)[np.newaxis, :]\n", " obs, rewards, dones, info = model_env.step(action)\n", " states = model_env.envs[0].flow_field.obs.copy()[2:14]\n", " context2.pop()\n", @@ -175,9 +175,9 @@ " reward_list.append(rewards)\n", " action_list.append(action[0,:])\n", " states_list.append(np.array(states))\n", - " cd_list.append(obs[0, 3])\n", - " cl_list.append(obs[0, 4])\n", - " diff_list.append(obs[0, 5])\n", + " cd_list.append(model_env.envs[0].flow_field.reward_cd.copy())\n", + " cl_list.append(model_env.envs[0].flow_field.reward_cl.copy())\n", + " sim_list.append(model_env.envs[0].flow_field.reward_sim.copy())\n", "\n", "ave_reward = np.mean(np.array(reward_list)[-CONV_LEN:])\n" ] diff --git a/tensorboard/d0a3o12_c0/events.out.tfevents.1728398077.frank14f-Horsea.3043771.0 b/tensorboard/d0a3o12_c0/events.out.tfevents.1728398077.frank14f-Horsea.3043771.0 new file mode 100644 index 0000000..d9e92f7 Binary files /dev/null and b/tensorboard/d0a3o12_c0/events.out.tfevents.1728398077.frank14f-Horsea.3043771.0 differ diff --git a/tensorboard/d1a3o12_re100_erase_d0/events.out.tfevents.1727161319.frank14f-Horsea.1693266.0 b/tensorboard/d1a3o12_re100_erase_d0/events.out.tfevents.1727161319.frank14f-Horsea.1693266.0 new file mode 100644 index 0000000..fb881a6 Binary files /dev/null and b/tensorboard/d1a3o12_re100_erase_d0/events.out.tfevents.1727161319.frank14f-Horsea.1693266.0 differ diff --git a/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1726234694.frank14f-Horsea.3002494.0 b/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1726234694.frank14f-Horsea.3002494.0 deleted file mode 100644 index 05c59fe..0000000 Binary files a/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1726234694.frank14f-Horsea.3002494.0 and /dev/null differ diff --git a/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1728396781.frank14f-Horsea.3040211.0 b/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1728396781.frank14f-Horsea.3040211.0 new file mode 100644 index 0000000..c9106c6 Binary files /dev/null and b/tensorboard/d1a3o12_re100_new_reward/events.out.tfevents.1728396781.frank14f-Horsea.3040211.0 differ diff --git a/tensorboard/d1a3o12_sensonly_a0/events.out.tfevents.1727941718.frank14f-Horsea.2414374.0 b/tensorboard/d1a3o12_sensonly_a0/events.out.tfevents.1727941718.frank14f-Horsea.2414374.0 new file mode 100644 index 0000000..4eee5f1 Binary files /dev/null and b/tensorboard/d1a3o12_sensonly_a0/events.out.tfevents.1727941718.frank14f-Horsea.2414374.0 differ diff --git a/tensorboard/d1a3o12_sensonly_a1/events.out.tfevents.1727965353.frank14f-Horsea.2430624.0 b/tensorboard/d1a3o12_sensonly_a1/events.out.tfevents.1727965353.frank14f-Horsea.2430624.0 new file mode 100644 index 0000000..e34f817 Binary files /dev/null and b/tensorboard/d1a3o12_sensonly_a1/events.out.tfevents.1727965353.frank14f-Horsea.2430624.0 differ diff --git a/tensorboard/d1a3o12_sensonly_b0/events.out.tfevents.1728007058.frank14f-Horsea.2458068.0 b/tensorboard/d1a3o12_sensonly_b0/events.out.tfevents.1728007058.frank14f-Horsea.2458068.0 new file mode 100644 index 0000000..7cbab2b Binary files /dev/null and b/tensorboard/d1a3o12_sensonly_b0/events.out.tfevents.1728007058.frank14f-Horsea.2458068.0 differ diff --git a/tensorboard/vortex_lamb/events.out.tfevents.1730690117.frank14f-Horsea.23127.0 b/tensorboard/vortex_lamb/events.out.tfevents.1730690117.frank14f-Horsea.23127.0 new file mode 100644 index 0000000..d74c6b3 Binary files /dev/null and b/tensorboard/vortex_lamb/events.out.tfevents.1730690117.frank14f-Horsea.23127.0 differ