Wigner distribution functions for a relativistic linear oscillator

被引：0
作者：
N. M. Atakishiyev
Sh. M. Nagiyev
K. B. Wolf
机构：
[1] Universidad Nacional Autónoma de México,Instituto de Matemáticas
[2] Azerbaijan Academy of Sciences,Institute for Physics
来源：
Theoretical and Mathematical Physics | 1998年 / 114卷
关键词：
Coherent State; Wigner Function; Nonrelativistic Limit; Nonrelativistic Case; Nonrelativistic Quantum Mechanic;
D O I：
暂无
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学科分类号：
摘要：
We construct the Wigner representation for a relativistic model of the linear harmonic oscillator governed by a finite-difference equation. We find Wigner functions for the stationary states, the thermodynamic equilibrium states, and the coherent states. We examine their nonrelativistic limits and the high and low temperature limits for the equilibrium states. We compute the mean values of the position and momentum coordinates for these Wigner functions.
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页码：322 / 334
页数：12
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