RealNucleus β-decay — phase-triggered, deterministic

A deterministic decay model wired to RealNucleus domain energies. Each domain carries a complex phase θ_k(t)=−E_kt/ℏ from its computed energy; the “extra” electron is released the first instant its phase-beats against the other domains all fall in an angular escape window. The only randomness is the unknown initial phases. Output: does it give exponential decay (a half-life) and an electron-energy spread?

1 · The nucleus (tritium H23 = 3p + 2e) → per-domain energies E_k

computing per-domain Coulomb energies from the converged geometry…

2 · Escape window (the one free parameter) and internal clocks

escape half-window Δ (deg): 22° ensemble N: 20000 spectrum modulation: 0.45

RealNucleus β-decay — phase-triggered, deterministic

1 · The nucleus (tritium H23 = 3p + 2e) → per-domain energies E_k

2 · Escape window (the one free parameter) and internal clocks

3 · Survival S(t) — is it exponential?

4 · Released-electron energy spectrum

5 · What is wired to the solver, and what is not

RealNucleus β-decay — phase-triggered, deterministic

1 · The nucleus (tritium H23 = 3p + 2e) → per-domain energies Ek

2 · Escape window (the one free parameter) and internal clocks

3 · Survival S(t) — is it exponential?

4 · Released-electron energy spectrum

5 · What is wired to the solver, and what is not

1 · The nucleus (tritium H23 = 3p + 2e) → per-domain energies E_k