基于复变函数的量子化分析  

Complex Function Based on the Analysis of Quantum

作　　者：梁成升[1,2] 

机构地区：[1]电子科技大学软件学院,成都610054 [2]濮阳职业技术学院物理与机电工程系,河南濮阳457000

出　　处：《河南师范大学学报（自然科学版）》2009年第5期149-151,共3页Journal of Henan Normal University(Natural Science Edition)

基　　金：河南省自然科学基金（0511020301）

摘　　要：根据元素具有周期性的原理，在复变函数中构造了一个具有周期结构的幂函数和对数函数，给出了电子的主量子数n，角量子数l，磁量子数m和自旋量子数m，以及它们之间的关系．修正了旧量子论中的量子化规则，使结论与实验结果和量子力学相一致．在不引入磁荷的前提下，给出了磁通量子化规则，建立了磁通量子化与主量子数n、角量子数l、磁量子数m和自旋量子数m；的关系．This article in accordance with the principle law of elements, in complex variable function construction of periodic structure＇s power function and logarithmic function, has given Principle Quantum Number n, Angular Quantum Number 1, Magnetic Quantum Number m and Spin Quantum Number ms , as well as the relationships between them. Amendments to the old quantum theory of the quantum rules,make conclusions and experimental results and quantum mechanics consistent. Without the introduction of magnetic charges, the magnetic flux quantum rules are given, The establishment of magnetic flux quantum and the Principle Quantum Number n, Angular Quantum Number 1, Magnetic Quantum Number m and Spin Quantum Number ms relationship are the result.

关 键 词：量子力学 量子化规则 磁通量子化 复变函数 原子光谱 

分 类 号：O316[理学—一般力学与力学基础]