One-sided SiN atom-hole temporal-to-pole optimizer#
Worker: not active · stage: pole_q_volume_constrained ·
status: paused_resumable_q1767_atom_volume_constrained · checkpoint age: 4307.9 min
This paused campaign launches the fundamental TM-like mode of one positive-x waveguide into an 8 µm × 8 µm, 300 nm-thick SiN design. A centered z-oriented atom occupies an immutable one-micron through-slab air hole. The first 150 or more raw Adam updates minimize the absolute vector temporal error; a trustworthy Q≥100 then activates frequency-free, adaptive-trust L-BFGS-B on the fitted pole lifetime. Its Q directions are projected against the atom-mode volume gradient, and every accepted geometry must remain below the frozen pre-Q volume ceiling. No filter, material projection, or binarization is active.
quantity |
current |
|---|---|
temporal Adam updates |
150 / at least 150 |
pole accepted updates / trials |
211 / 348 |
Q |
1767.37 |
best trusted Q |
1767.37 |
field / energy Q |
1768.15 / 1767.37 |
Q-estimator ratio |
1.00044 |
pole wavelength |
773.456 nm |
source-center wavelength |
773.502 nm |
field-monitor wavelength |
773.502 nm |
design-region slab thickness |
0.3 µm |
Stage-B thickness coordinate / range |
False / 0.300–0.300 µm |
physical mode volume |
1.94042 µm³ |
normalized mode volume |
4.19363 (λ_pole/n_air)³ |
Q / normalized atom volume |
— |
Purcell from Q/V |
— |
fitted atom-pole amplitude at source clear |
— |
absolute atom-trace peak / handoff |
— |
source spectral power at pole / actual carrier |
— |
reciprocal guided-Purcell proxy |
— |
guided-Purcell proxy / handoff |
— |
Stage-B volume treatment |
2.0675 µm³ |
three-window V span |
0.000125812 |
active Q/V run time / window |
— / — ps |
gradient backend / storage |
|
structural backend decision |
|
exact reversible PML tape size |
— GB |
frozen measured value+gradient speedup |
—x |
Q/V fit start / nominal lifetime per window |
— ps / — τ_amplitude |
precision-triggered tape growths |
0 |
final ringdown field-power / energy fraction |
— / — |
finite-step adjoint direction verified |
False |
ideal temporal fidelity |
0.553248 |
active objective / value |
log Q / normalized atom volume / 7.47747 |
stage plateau / reason |
False / |
plateau samples / evidence window |
0 / 0 |
objective slope / detectable slope |
— / — |
trust-floor restarts since progress |
0 / 2 |
practical fixed-beta Q/V gain over one memory |
—% / 1% limit |
practical plateau samples / required |
0 / 11 |
practical trust radius still expanding |
False |
healthy / cumulatively pruned curvature pairs |
0 / 0 |
L-BFGS / current-gradient predicted-ascent ratio |
— |
replay-triggered curvature recoveries |
0 |
maximum last density motion |
0.00029999 |
trust radius |
0.00045 |
binarity score (1 is binary) |
— |
trainable gray fraction (0.05<rho<0.95) |
—% |
archived tangent-stage Q/V floor |
— |
projection beta / eta |
— / 0.5 |
fixed-beta accepted Q/V updates / transition |
0 / objective plateau |
material parameterization |
|
hard atom access |
1.000 µm minimum air hole, immutable |
pixel / grid |
50 nm / [202, 95, 25] |
non-PML z span / material-stack-to-PML air gap |
1.50 / 0.60 µm |
z PML |
0.50 µm per side |
z-padding convergence audit |
|
1.50→3.40 µm replay: residual / field-Q / energy-Q change |
7.5144e-05% / -0.004968% / -0.7036% |
binarization / material projection / filter |
False / False / off |
physical waveguide escape eta |
not part of the active objective |
Q, V, objective, and optimizer history#

The Q axis is linear. A pole is not trusted until the centered Ez and total energy decay estimates agree. Mode volume uses the geometric mean of their three same-pole windows and the same fitted pole wavelength; the local permittivity is exactly air by the hard geometry constraint. The rejected Q-only branch reached Q=3,619 while normalized V deteriorated to 17.85; it is archived and is not part of this curve.
Ideal and measured atom response#

The target has fixed amplitude and phase for Q=10,000, beta one, V=0.1 µm³, and perfect Ez-polarized overlap. It is not rescaled to fit the simulation.
Geometry and fields#

