摘要
在能量表象和坐标表象中,分别计算了一维谐振子综的密度矩阵,并得到了在温度T时的平均密度分布,最后讨论了高温极限(T→∞)和低温极限(T→0).
In energy presentation and coordinate presentation, one-dimensional harmonic oscillator ensemble is calculated ,respectively, and obtained the distribution of mean density at the temperature T. At last, the limits of high temperature (T→∞) and low temperature (T→0) is discussed.
出处
《喀什师范学院学报》
2004年第6期21-23,共3页
Journal of Kashgar Teachers College
关键词
谐振子
系综
密度矩阵
Harmonic oscillator ensemble
Density matrix