Add bounded paired Karman pinball VIV research driver
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# Re_D = 50 Kármán inflow: paired pinball VIV / frozen PPO demo
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Development experiment, frozen before results, 2026-10-31. No new production
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method, structural damping, force filter, policy training, or main merge.
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[Force-spike research index](research/moving_boundary_force_spikes.md).
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## Plant and structure
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Base `e9213dd2cc9cfed0e8487a3cf4ebdd94d23dc64d`; fixed-policy contract from
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`580397eaf83c85b233495791ecc51662a374a247`. Reuse `steady_pinball` config,
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coordinate map and exact held-force oscillator. D40, U=.005, nu=.004, MRT,
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2559 x 1022, FP32 unshifted double buffers. Regularized parabolic inlet,
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NEQ extrapolation outlet, bounce-back y walls (.5,1020.5); no BC changes.
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D20 coordinates map x'=2x, y'=.5+2(y-.5).
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Upstream cylinder (400,510.5), radius40, is static. Pinballs radius20 at
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(1200,510.5), (1252,540.5), (1252,480.5) share only transverse translation.
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Lab probes radius10 at (1600,590.5), (1600,510.5), (1600,430.5) stay fixed.
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One shared `Translation`, travel ±D, max wall speed .025, existing clearance
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and per-step move guards unchanged. M2: m*=2 based on all three disks,
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M=7539.8223686, fn=.000025, K=.000186037660, C=zeta=0; release y=v=0.
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Each native step uses previous-step sum(CME_y+Wen_y), then exact oscillator
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update with held force. Wall speed is interval displacement y[n+1]-y[n].
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Cover/uncover impulses are logged, never added to the selected RHS. This
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estimator remains provisional; existing spike/convergence limitations remain.
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## Same release state, two clocks
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A static precursor retains the accepted Kármán sequence: upstream+probes,
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2,048,000-step warmup, 150 x 3,200-step no-pinball target samples, add static
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pinballs/sync, second 2,048,000-step warmup. Save both DDF buffers, flags,
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clock and last instantaneous force. Construct each moving arm fresh at the
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same zero-offset geometry, check flags, copy both buffers and clock, verify
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exact copy hashes. This one-time research initialization is not a moving
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checkpoint or FSI rollback. Initial policy observation and spin are zero.
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Frozen model SHA256 `148240c1dcb8b11d8e5a0a9e991f6874c4e799c9744707bf0fb32a8efeb0468d`;
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normalizer `534fda818c030a56960e95d0f3ac1e350d887d03db7f80f1d6453195a502b7f0`.
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Only these explicit supplied assets are accepted. Policy is CPU deterministic.
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Native policy signals: packed CME (same `read_force` path), lab area-mean
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velocity, each averaged over SI3200. Convert to original D20 training units:
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forces x2, area-mean velocity x2 x78, then frozen force-first normalization
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and clipping. Fine-grid probe pixel footprint is not exactly identical;
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using the original78 cells avoids a hidden area-count normalization change.
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The moving plant, motion-induced force, lab-frame wake displacement and D40
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resolution remain out of training distribution. No transfer guarantee.
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A=(8a+(0,-4,4))*.005; EMA alpha=.9^(1/4), reset0 each SI; omega=+A_eff/20.
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This preserves historical physical actuator timescale under dt/4.
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The zero arm substitutes a=(0,.5,-.5), so all spins are identically zero.
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Policy interval averaging does **not** average the native structural RHS.
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## Bound, output, and interpretation
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One serial pair, zero then controlled: 400SI=1,280,000 native steps=160D/U
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=32Tn per arm. No retuning/automatic extension. Stop on nonfinite state,
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no_donor, travel/speed/move rejection, or four-hour whole-pair wall cap.
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A failure stops the remaining run; retain valid rows and completed intervals.
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NaN trailing rows are unexecuted, not zero-valued observations.
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Report first/last80D/U windows, mean offset separately from centered RMS,
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half-range, peak, frequency and drift; native versus SI-averaged force,
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CME/Wen/node/crossing terms and action/observation clipping. Last80D/U is
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the principal descriptive window, not an asserted settled window. If zero
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arm half-range <.1D there, classify weak response and do not claim vibration
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suppression. Report continuous ratios regardless. Cloaking uses retained
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canonical last30 lagged sensor DTW against this precursor's no-pinball target,
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with fixed-body D20 results contextual only. These are development criteria,
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not paper uncertainty, grid convergence, or proof of validated FSI.
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Save native18-column rows (~184MB/arm), small SI signals, target, config,
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release two buffers (~188MiB), hashes and terminal reports outside checkout.
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No per-step field output. Expected new data <650MB, check actual resources.
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```
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CUDA_VISIBLE_DEVICES=0 PYTHONPATH=src python research/karman_viv/run.py \
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--model /tmp/celeris-karman-viv-assets/model.zip \
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--norm /tmp/celeris-karman-viv-assets/norm.json --out /tmp/NEW_OUTPUT
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```
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First `--smoke`: same D40 geometry, warmup32/target2x8/warmup32,
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4x8 response steps each arm; strictly plumbing only. CPU source checks and
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independent exact-tip review precede GPU. Preserve original DynamisLab files.
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@@ -0,0 +1,99 @@
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# Moving-boundary force spikes: evidence and source index
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Updated 2026-10-31.
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This note indexes supplied audited observations and primary-source extractions.
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It does not report a newly measured cure or implement an alternative method.
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Paper details below were supplied by the parent investigation; no new source
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retrieval or independent paper verification was performed for this note.
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## Current implementation and interpretation
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- Celeris M1 reconstructs a fresh node as `feq(rho_bar, u_wall) + donor NEQ`.
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- In exact arithmetic, the donor non-equilibrium component has zero mass and
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momentum when formed against the donor's own equilibrium moments.
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- Re-projecting that same reconstruction onto the same wall velocity therefore
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does not, by itself, change its mass or momentum or supply a cure for spikes.
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- Floating-point residuals should be measured separately from this algebraic fact.
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- Peng's alternative differs upstream: extrapolate PDFs from three donors, then
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replace selected moments. It is not simply another projection of current M1.
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- PPO interval-force observations and native per-step FSI right-hand-side forces
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are distinct signals; comparisons must identify which signal is being used.
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## Audited run observations supplied to this note
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- D40 revision: `e9213dd2cc9cfed0e8487a3cf4ebdd94d23dc64d`.
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- Window: first `97.303 D/U` of physical time.
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- Maximum displacement: `max |y|/D = 0.304893`.
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- Maximum native force-coefficient increment: `max |ΔCy| = 0.66688`.
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- D20 over the same physical-time window: `max |ΔCy| = 1.80735`.
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- The largest D40 event involved 30 nodes.
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- These are supplied audited observations, not measurements made for this note.
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- Time steps and trajectories differ between runs. This comparison establishes
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neither spatial convergence nor a unique cause for the force spikes.
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Evidence locations supplied by the investigation:
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- Horsea: `/tmp/celeris-results-pinball-resolution`.
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- Mac: `validation-evidence/pinball-force-diagnosis`.
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These locations index run evidence, not local copies of the cited papers.
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## Tao, Hu, and Guo (2016): time-step decoupling
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Computers & Fluids **133**, 1–14. DOI:
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[10.1016/j.compfluid.2016.04.009](https://doi.org/10.1016/j.compfluid.2016.04.009).
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[Publisher abstract](https://www.sciencedirect.com/science/article/pii/S0045793016301116).
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- Abstract-level support only: non-equilibrium refill reduces oscillations.
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- With local iteration, the compared refill methods give similar oscillation magnitudes.
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- Time-step decoupling reduces oscillations further in the reported sedimentation,
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Couette, and Poiseuille examples.
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- The exact decoupling schedule and time-step ratios have not been verified.
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- This abstract does not establish equivalence to an arbitrary force filter.
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- Do not implement a claimed reproduction until the actual methods are available.
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## Marson et al. (2021): local iterations
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Physical Review E **103**, 053308. DOI:
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[10.1103/PhysRevE.103.053308](https://doi.org/10.1103/PhysRevE.103.053308).
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[Open repository record](https://archive-ouverte.unige.ch/unige:151868).
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- §VI, p. 18 discusses pressure waves associated with fresh nodes.
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- Appendix E.3, p. 25 and Fig. 18, p. 24 describe the local procedure.
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- Copy a local sublattice, perform local collision and streaming, write the fresh
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nodes, and repeat before the global collision and streaming operation.
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- One to three iterations performed best in the reported tests; this is not a
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universal iteration-count recommendation.
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- The reported smoothed torque-noise assessment is qualitative here.
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- Its thin-shell setting differs from the current moving-body configuration.
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## Peng (2016): extrapolation and moment replacement
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Computers & Mathematics with Applications **72**, 349–374. DOI:
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[10.1016/j.camwa.2015.08.027](https://doi.org/10.1016/j.camwa.2015.08.027).
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- §5.1.2, Eq. (50), p. 368: extrapolate PDFs along an outward normal direction:
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`f_new(x) = 3 f(x + e) - 3 f(x + 2e) + f(x + 3e)`.
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- §5.1.3, Eq. (51): wall equilibrium plus donor non-equilibrium is the family
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containing the current M1 reconstruction.
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- §5.1.4, Eqs. (52)–(54): in MRT space, replace momentum with `j = rho0 u_wall`,
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preserve the other moments, then apply the inverse transform.
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- A compressible Celeris adaptation must choose the appropriate density;
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copying the paper's `rho0` blindly is not justified.
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- Three valid donors require new eligibility checks and fallback behavior beyond
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the current one-link shared-body clearance rule.
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- §§5.2–5.3 retain nonzero fluctuations in specific configurations; these results
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do not promise elimination of force spikes in the present problem.
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## Bounded next investigation
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1. Retain current M1 as the baseline and compare matched prescribed trajectories
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over matched physical-time windows.
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2. Record raw force RHS, node crossings, donor moments, mass and momentum changes,
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impulse, spectra, and trajectory response together.
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3. Evaluate local iterations, Peng-style reconstruction, and force filtering as
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separate interventions, with explicit definitions and diagnostics.
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4. Obtain the actual time-step-decoupling methods before implementing that method.
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The current task indexes evidence only; it makes no alternative-method change.
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