Quantum Tunneling Probability Simulation under Anti-Time Dynamics

This simulation models the quantum tunneling probability between virtual and anti-time domains using the expression Ptunnel(E)=e−2γdP_{\text{tunnel}}(E) = e^{-2\gamma d}Ptunnel​(E)=e−2γd, where γ\gammaγ is the phase decay constant and ddd is the barrier width. A 2D heatmap is generated by sweeping a range of values for γ\gammaγ and ddd, revealing how tunneling efficiency responds to changes in quantum coherence and spatial constraints. The results demonstrate that tunneling becomes significantly suppressed at higher values of γ\gammaγ and ddd, confirming the model’s prediction that anti-time transitions are phase- and distance-sensitive.