角动量量子化
角动量量子化-
在二维多连通空间弗曼路径积分同伦类的对称性及角动量量子化
Symmetry of Homotopy Classes of Feynman Paths in Two-Dimensional Multiply Connected Spaces and Quantization of Angular Momentum
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分别以角动量量子化条件的基本假设和对应原理准则导出里德伯常量，并将两种方法的结果与实验值相比较，其结果具有一致性。
Rydberg constant can be deduced from hypothesis based on the condition of angular momentum quantization and from correspondence principle . In comparison with the experimental value , the results of the two methods are compared and show that they agree with each other .
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波尔说能量通过角动量，被量子化。
Bohr says that the energy is quantized through its angular momentum .