独立物理力学量算符和的Heisenberg表示  

Heisenberg Matrix Expression for Summation of Physical Independent Operators

作　　者：郑仁蓉[1] 朱顺泉[1] 

机构地区：[1]上海师范大学数理信息学院,上海200234

出　　处：《上海师范大学学报（自然科学版）》2002年第3期97-100,共4页Journal of Shanghai Normal University(Natural Sciences)

基　　金：上海市教委高校科技发展基金 (D0 2 0 9)

摘　　要：从独立算符和的Heisenberg表示的本征值方程出发 ,利用其乘法规则 ,由简到繁 ,由公式到实例 ,给出了两个任意有限维独立算符和的Heisenberg矩阵表达式。它可作为相关问题研究直接可用的公式。Taking the eigen-value equation in Heisenberg picture of a physical system as a starting point, by using the regulation of the multiplication for matrices, from the simplest case to complicated one, from formula to example, we get a Heisenberg matrix expression for summation of Physical independent operators, which can be used directly in the related research or as a complementary of quantum mechanics textbook for under graduated student.

关 键 词：独立物理力学算符和 对应力学量 独立算符 和算符 Heisenberg表示 量子力学 本征值 

分 类 号：O413.1[理学—理论物理]