摘要
现行国内外经典教材中关于全同粒子系统微观状态数的推导方法基本有两种.利用高等数学组合数的概念及其运算规则,文章给出一种不同于国内外经典教材中关于全同粒子系统微观状态数的推导方法作为统计物理课程教学中相关内容的补充,以期拓展学生思考问题和解决问题的思路,培养学生的创新思维.
There are basically two kinds of derivation methods related to the number of identical particles system in the current classical textbooks at home and abroad.Using the concept of combination number and its operation rules in higher mathematics,this paper presents a new method which is different from the deduction of the number of identical particles system’microstates in the classical textbooks at home and abroad.As a supplement to the relevant contents in the teaching of statistical physics,it is expected to expand the students’thinking and solving problems ideas and cultivate their innovative thinking.
作者
郝爱民
卢天桦
HAO Ai-min;LU Tian-hua(College of Resources and Materials,Northeastern University at Qinhuangdao,Qinhuangdao 066004,China;College of of Mathematics and Statistics,Northeastern University at Qinhuangdao,Qinhuangdao 066004,China)
出处
《白城师范学院学报》
2023年第2期110-114,共5页
Journal of Baicheng Normal University
关键词
全同粒子
微观状态数
玻色系统
费米系统
玻耳兹曼系统
组合数
identical particles
number of microstates
Bose system
Fermi system
Boltzmann system
combination number