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From Maupertuis to Schrodinger. Quantization of classical variational principles

机译:从Maupertuis到Schrodinger。古典变分原理的量化

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In his first paper on wave mechanics, Schrodinger presented a heuristic argument which led from the Hamilton-Jacobi equation through the quantum variational principle to his famous wave equation. In his second paper, Schrodinger withdrew this heuristic argument as "incomprehensible.'' We show by using a recently generalized form of Maupertuis' principle that Schrodinger's original heuristic argument can be made more logical. Aside from pedagogical interest, this path is useful as a method of quantization of general mechanical systems. (C) 1999 American Association of Physics Teachers. [References: 32]
机译:薛定inger在他的第一篇关于波浪力学的论文中提出了一种启发式论证,从汉密尔顿-雅各比方程式通过量子变分原理引出他著名的波动方程式。薛定inger在他的第二篇论文中将这种启发式论点撤回为“难以理解”。我们通过使用毛普瑞特斯原理的一种最近概括形式表明,薛定'最初的启发式论点可以变得更加合乎逻辑。通用机械系统的量化方法(C)1999年美国物理教师协会[参考文献:32]

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