Nelson's stochastic mechanics yields tunneling time statistics in double wells, with τ_QM = (π/2) τ_bar in the high-barrier limit, and reproduces ammonia's 24 GHz inversion frequency.
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From a single protocol the paper derives inequivalent TF and QS time distributions that behave differently in tunneling and give an operational account of the Hartman effect via flow through the exit and occupation inside the barrier.
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Tunneling in double-well potentials within Nelson's stochastic mechanics: Application to ammonia inversion
Nelson's stochastic mechanics yields tunneling time statistics in double wells, with τ_QM = (π/2) τ_bar in the high-barrier limit, and reproduces ammonia's 24 GHz inversion frequency.
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Complementary Quantum Time Distributions from a Single Operational Protocol
From a single protocol the paper derives inequivalent TF and QS time distributions that behave differently in tunneling and give an operational account of the Hartman effect via flow through the exit and occupation inside the barrier.