摘要
通过运用经典统计理论,结合能量量子化假设,采用麦克斯韦方程组为基础的电场和磁场的经典描述,求解了粒子数均匀分布情况下爱因斯坦A系数和B系数。通过这种方法求得的爱因斯坦A系数和B系数,与用高等量子力学在薛定谔、海森堡、相互作用3个表象中利用费米黄金规则得出的结果是一样的,并对此进行了验证。
Einstein's A Constant and B Constant are obtained when the particles are evenly distributed through the use of the Classical Statistical Theory, the Energy Quantum Hypothesis, and the classical description of electric field and magnetic field based on Maxwell's Equation. The constants obtained hereby are the same as those found in advanced quantum mechanics by Schiodingers & Heisenberg's Pictures and the Interaction Picture with the help of Femi Gold Regulation. Besides, demonstration is made to such a conclusion.
出处
《淮海工学院学报（自然科学版）》
CAS
2003年第2期4-6,共3页
Journal of Huaihai Institute of Technology:Natural Sciences Edition
