Studies trajectories in the continuum between Nelson-like stochastic and Bohmian deterministic limits inside the Entropic Dynamics framework using double-slit and Stern-Gerlach examples.
Numerical Simulation of the Double Slit Interference with Ultracold Atoms
2 Pith papers cite this work. Polarity classification is still indexing.
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abstract
We present a numerical simulation of the double slit interference experiment realized by F. Shimizu, K. Shimizu and H. Takuma with ultracold atoms. We show how the Feynman path integral method enables the calculation of the time-dependent wave function. Because the evolution of the probability density of the wave packet just after it exits the slits raises the issue of the interpreting the wave/particle dualism, we also simulate trajectories in the de Broglie-Bohm interpretation.
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UNVERDICTED 2representative citing papers
Proposes using Rydberg atoms in a double-slit setup with a narrow-slit grid to distinguish hypotheses about wave-particle interaction via numerical simulations grounded in de Broglie's double solution theory.
citing papers explorer
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Quantum Trajectories in Entropic Dynamics
Studies trajectories in the continuum between Nelson-like stochastic and Bohmian deterministic limits inside the Entropic Dynamics framework using double-slit and Stern-Gerlach examples.
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An experiment to improve understanding wave-particle duality
Proposes using Rydberg atoms in a double-slit setup with a narrow-slit grid to distinguish hypotheses about wave-particle interaction via numerical simulations grounded in de Broglie's double solution theory.