Gouy phase in non-classical paths in triple-slit interference experiment
arXiv:1510.04186 · doi:10.1103/PhysRevA.93.033621
Abstract
We propose a simple model to study the Gouy phase effect in the triple-slit experiment in which we consider a non-classical path. The Gouy phase differs for classical or non-classical paths as it depends on the propagation time. In this case the Gouy phase difference changes the Sorkin parameter used to estimate non-classical path contribution in a nontrivial way shedding some light in the implementation of experiments to detect non-classical path contributions.
7 pages, 6 figures
References in corpus (18)
- Quantum Mechanics as Quantum Measure Theory
- Duality of Quantum Coherence and Path Distinguishability
- Ruling Out Multi-Order Interference in Quantum Mechanics
- Observation of the Larmor and Gouy Rotations with Electron Vortex Beams
- Imaging the dynamics of free-electron Landau states
- Non-classical paths in interference experiments
- Testing Born's Rule in Quantum Mechanics for Three Mutually Exclusive Events
- Multi-order interference is generally nonzero
- On the superposition principle in interference experiments
- Three path interference using nuclear magnetic resonance: a test of the consistency of Born's rule
- Analysis of the loss of coherence in interferometry with macromolecules
- Experimental proposal for measuring the Gouy phase of matter waves
- Three-slit experiments and quantum nonlocality
- A Raman Waveplate for Spinor BECs
- How uncertainty enables non-classical dynamics
- Three-dimensional Quantum Slit Diffraction and Diffraction in Time
- Gouy Phase for Relativistic Quantum Particles
- Position-momentum correlations in matter waves double-slit experiment
Cited by in corpus (12)
- Timelessness strictly inside the Quantum Realm
- Gouy phase and quantum interference with cross-Wigner functions for matter-waves
- Poisson's spot and Gouy phase
- Quantum Path Computing: Computing Architecture with Propagation Paths in Multiple Plane Diffraction of Classical Sources of Fermion and Boson Particles
- Theory of Quantum Path Computing with Fourier Optics and Future Applications for Quantum Supremacy, Neural Networks and Nonlinear Schrödinger Equations
- Exotic looped trajectories via quantum marking
- Gouy phase of type-I SPDC-generated biphotons
- Experimental triple-slit interference in a strongly-driven V-type artificial atom
- Biphoton phase-space correlations from Gouy-phase measurements using double slits
- Significant nonclassical paths with atoms and cavities in the double-slit experiment
- Sorkin parameter for type-I spontaneous parametric down-conversion biphotons and matter waves
- Theory of Quantum Path Entanglement and Interference with Multiplane Diffraction of Classical Light Sources