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首页> 外文期刊>Physics of atomic nuclei >Simple numerical method of computing the probabilities of angular momentum J(v) occurring among possible vectors J resulting from n angular momentum j(mu) summation (mu=1-n)
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Simple numerical method of computing the probabilities of angular momentum J(v) occurring among possible vectors J resulting from n angular momentum j(mu) summation (mu=1-n)

机译:一种简单的数值方法,用于计算由n个角动量j(mu)加和(mu = 1-n)导致的可能矢量J中出现的角动量J(v)的概率

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摘要

A relatively simple numerical method of summing angular momentum vectors with maintaining space quantization rules of each summed angular momentum has been presented. The method enables the calculation of the values of probability p(J(nu)) of finding a definite angular momentum J(nu) among all vectors J being the results of quantum summation of n angular momentum vectors j(mu) (mu = 1-n). It may be used, e.g., in the calculations of angular momentum of many-particle states. The significance of the paper is connected with the possibility of taking into account, in a simple way, the angular momentum conservation principle for a system which consists of an arbitrary number of excitons. (C) 2004 MAIK "Nauka/Interperiodica".
机译:提出了一种相对简单的数值方法,用于在保持每个求和的角动量的空间量化规则的情况下求和角动量矢量。该方法使得能够计算在所有矢量J中找到确定的角动量J(nu)的概率p(J(nu))的值,该概率是n个角动量矢量j(mu)(mu = 1的量子求和的结果)。 -n)。它可以用于例如多粒子状态的角动量的计算中。本文的意义在于以简单的方式考虑由任意数量的激子组成的系统的角动量守恒原理的可能性。 (C)2004 MAIK“ Nauka / Interperiodica”。

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