摘要
:根据一维量子谐振子的湮灭算符和产生算符的实么正变换理论 ,并结合SU(1,1)Lie代数 ,对一维量子谐振子坐标和动量的量子统计涨落进行详细研讨。结果表明 ,在坐标表象中 ,振子动量的量子统计涨落及在动量表象中 。
Based on the theory of real unitary transformation and SU(1,1)Lie algebra,the quantum statistic fluctuation of coordinate and the quantum statistic fluctuation of momentum for one-dimension quantum harmonic oscillator was discussed.Thses quantum statistic fluctuations are of the time-dependent type.
出处
《中国粉体技术》
CAS
2000年第6期7-8,共2页
China Powder Science and Technology
