Antibunching effect of eigenstates of the operator b K Q- in a Q-deformed non-harmonic oscillator
Jian‐Sheng Wang, J. Feng, TK Liu, Zhan Zhan
Abstract
Jian‐Sheng Wang, J. Feng, TK Liu, Zhan Zhan
Abstract
We introduce a quantum antibunching effect. The quantum antibunching effect of the K eigenstates of the K th powere ( K greater than or equal to 3) of the annihilation operator in the Q-deformed non-harmonic oscillator is investigated. The physical meaning of the K states are explored. The results show that there is the quantum antibunching effect in all of those states. All of them can be generated by a linear superposition of generalized coherent states produced by the time-dependent Q-deformation non-harmonic oscillator at different instants.
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We introduce a quantum antibunching effect. The quantum antibunching effect of the K eigenstates of the K th powere ( K greater than or equal to 3) of the annihilation operator in the Q-deformed non-harmonic oscillator is investigated. The physical meaning of the K states are explored. The results show that there is the quantum antibunching effect in all of those states. All of them can be generated by a linear superposition of generalized coherent states produced by the time-dependent Q-deformation non-harmonic oscillator at different instants.
Key concepts: Physics, Creation and annihilation operators, Harmonic oscillator, Eigenvalues and eigenvectors, Operator (biology), Quantum mechanics, Superposition principle, Quantum harmonic oscillator