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广义数在量子统计学中的应用
THE GENERALIZED NUMBER SYSTEM AND ITS APPLICATION IN QUANTUM STATISTICAL MECHANICS
【摘要】 文献[1]中曾引入广义数系统,本文将广义数系统应用于量子统计中。首先澄清了吉卜斯以来关于热力学极限过渡这个“糊涂不清”的概念。并对波色—爱因期坦气体在临界点附近分子数密度的“无限大涨落”的计算结果进行了讨论,应用广义数处理,这个涨落不是宏观的无限大,而应是有限的,从而取得了与观察事实相符合的结果。
【Abstract】 A generalized number system is established in[1]. This paper test to apply the generalized number system to the quantum statis tical mechanics First of all, we have make sure a "muddy concept", touching the thermodynamics limit transition from the time of Gibbs. On the other hand, we have discussed the "infinity great fluctuation" of molecular’s number density for the Bose-Einstein gas we gain the result, coinciding with observation’s facts.
- 【文献出处】 西北大学学报(自然科学版) ,Journal of Northwest University(Natural Science Edition) , 编辑部邮箱 ,1983年01期
- 【被引频次】1
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