research: Dütsch error budget — settling at one fifth of comparison bands, conservative drift

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
This commit is contained in:
Claude
2026-10-30 11:04:25 +00:00
co-authored by Claude Opus 5.5
parent 9cfcd8bb96
commit c1c282b79c
3 changed files with 34 additions and 8 deletions
+12 -5
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@@ -134,12 +134,19 @@ ledger; verdict PASS or FAIL-CLOSED.
Scales: `F_ref = 0.5 rho U_max² D`, `U_ref = U_max`; never a near-zero mean
force as denominator.
- Settling metrics, cycle k−1 → k, phase-aligned by step within the cycle:
- waveform `RMS(dFx) / F_ref ≤ .02`;
- `|d mean|`, `|d RMS|`, `|d peak|` of Fx, each `/ F_ref ≤ .01`;
- scored profiles (fluid-only) `|du| / U_max`, `|dv| / U_max ≤ .03` at the
- Settling metrics, cycle k−1 → k, phase-aligned by step within the cycle
(error budget: one fifth of the tightest comparison band of the same
observable, so residual drift cannot obscure a domain or resolution pass):
- waveform `RMS(dFx) / F_ref ≤ .002`;
- `|d mean|`, `|d RMS|`, `|d peak|` of Fx, each `/ F_ref ≤ .002`;
- scored profiles (fluid-only) `|du| / U_max`, `|dv| / U_max ≤ .004` at the
three phases × four stations;
- Morison `|dc_d| ≤ .02`, `|dc_i| ≤ .02`.
- Morison `|dc_d| ≤ .004`, `|dc_i| ≤ .004`.
- Conservative comparison: every domain and cross-resolution criterion is
applied to `|difference| + drift_a + drift_b`, where drift is the largest
pair metric of that case inside the scored window.
- These constants (protocol.py SETTLE, DOMAIN, CROSS) are frozen before any
physical result; no post-result loosening.
- Rule: all metrics for N = 3 consecutive whole paper cycles → settled.
Cycle indexing (worked example, binding). Paper cycle k spans
+16 -1
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@@ -117,7 +117,9 @@ def main(argv):
entry.update(duration_T=case["steps"] / case["T"], K_case=k_case, pairs=pairs,
coverage={k: coverage(case, k) for k in sorted(cycle_slices(case)) if k > p.DISCARD},
no_donor=float(case["diag"][:, 13].sum()), eq_only=float(case["diag"][:, 12].sum()))
if window:
if window: # residual drift inside the scored window (pairs K..K+2)
entry["window_drift"] = {key: max(pairs[k][key] for k in window)
for key in ("wave", "profile", "morison")}
entry["morison_obs"] = cycle_morison(case, window)
entry["morison"] = {name: cycle_morison(case, window, fx)
for name, fx in candidates(case).items()}
@@ -146,6 +148,19 @@ def main(argv):
d = max(max(abs(prof[key][0] - fine_p[key][0]), abs(prof[key][1] - fine_p[key][1]))
for key in keys) / case["u_max"]
entry.setdefault("profile_max_vs_finest", {})[k] = float(d)
ref_entry = report["cases"][cases.index(fine)]
for entry in report["cases"]: # conservative: difference + both drifts
if entry is ref_entry:
continue
drift = {key: entry["window_drift"][key] + ref_entry["window_drift"][key]
for key in ("wave", "profile", "morison")}
dm = max(abs(entry["morison"]["cme"][0] - ref_entry["morison"]["cme"][0]),
abs(entry["morison"]["cme"][1] - ref_entry["morison"]["cme"][1]))
entry["conservative"] = dict(
wave=entry["wave_rms_vs_finest"] + drift["wave"],
profile=max(entry.get("profile_max_vs_finest", {}).values(), default=math.inf)
+ drift["profile"],
morison_cme=dm + drift["morison"])
print(json.dumps(report, indent=1, default=float))
+6 -2
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@@ -16,8 +16,12 @@ STATIONS = (-0.6, 0.0, 0.6, 1.2) # lab-fixed x/D from the mean position
PHASES = (180.0, 210.0, 330.0) # degrees; bins [p, p + 1)
X2 = tuple(np.round(np.arange(-1.5, 1.5001, 0.05), 10)) # declared x2/D points
DISCARD, LAST_SCORED, N_PAIRS = 2, 11, 3 # cycles 0..2 discarded, cap 12 T
SETTLE = dict(wave=.02, scalar=.01, profile=.03, morison=.02)
DOMAIN = dict(wave=.01, morison=.02, profile=.02) # a-priori, vs the 60 D reference
# A-priori bands. Settling is one fifth of the tightest comparison band of the
# same observable, and comparisons add both cases' residual window drift
# (conservative: |difference| + drift_a + drift_b <= band).
DOMAIN = dict(wave=.01, morison=.02, profile=.02) # vs the 60 D reference at D = 40
CROSS = dict(wave=.02, profile=.02) # D40 vs D80
SETTLE = dict(wave=.002, scalar=.002, profile=.004, morison=.004)
def amplitude(D):