Nonclassical Properties of the Superposition of Three-Mode Photon-Added Trio Coherent State

In this paper, a new state called superposition of three-mode photon-added trio coherent state is introduced and its nonclassical properties are studied. Based on the negative values of the Wigner function, we find that the nonclassical as well as non-Gaussian characteristics of the superposition of...

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Veröffentlicht in:International journal of theoretical physics 2020-10, Vol.59 (10), p.3206-3216
Hauptverfasser: Dat, Tran Quang, Duc, Truong Minh
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description In this paper, a new state called superposition of three-mode photon-added trio coherent state is introduced and its nonclassical properties are studied. Based on the negative values of the Wigner function, we find that the nonclassical as well as non-Gaussian characteristics of the superposition of three-mode photon-added trio coherent state are more obvious than that of the original trio coherent state. The superposition of three-mode photon-added trio coherent state always appears three-mode sum squeezing while the trio coherent state does not. It also shows that the superposition of three-mode photon-added trio coherent state is genuinely entangled. The entanglement degree of this state is more improved compared with the trio coherent state. It becomes bigger and bigger through nonlocally increasing the number of added photons.
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subjects Coherence
Elementary Particles
Entanglement
Mathematical and Computational Physics
Photons
Physics
Physics and Astronomy
Quantum Field Theory
Quantum Physics
Theoretical
title Nonclassical Properties of the Superposition of Three-Mode Photon-Added Trio Coherent State
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