阻尼谐振子在非对易空间中的Wigner函数
Wigner Functions for Damped Harmonic Oscillator Systems on Noncommutative Space
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摘要: 利用Wigner函数的基本性质和空间变量的对易关系中包含的坐标-坐标的非对易性,用量子力学来处理阻尼系统,得到的阻尼谐振子在非对易空间中的Wigner函数与对易空间形式一致.Abstract: Based on the property of Wigner function, consider using quantum mechanics to deal with the damped system,the Wigner function of the damped harmonic oscillator in non-commutative space was obtained by considering the non-commutative of the coordinate-coordinate in the relation of space variable.