胁量概念的引进以及胁量的数学形式和性质(胁量力学初导Ⅱ)

An Introduction of the Tiedor Concept and Its Forms and Characters in the Mathematics (Introduction to the Tiedor Mechanics Ⅱ )

为解释电子的不变性质和粒子稳定性,联想到狄拉克大数假设给出的宇宙极大与极小两尺寸上的关联或物理约定。这种两极相约只能通过集体效应建立起来。有必要引进一种介于标量与矢量之间,只对共点和焦点有意义的数学量—胁量,其能恰当地表征集体效应。通过“等厚壳层模型”推导出系统胁量的量子化表达式。

For the sake of an explaining the ' electron invariable' and the ' particle stability', it is associated that Dirac large-number hypothesis means a physical relevance between two scales of extreme big and extreme small in the universe. The restraining each other between both extreme size is defined as ' two-poles restraint', abridged as ' TPR'. This ' two-poles restraint' (TPR) is formed only by the ' blocoeffect' (see preceding text). Therefore, it is necessary recommend a kind of quantity of mathematics and mechanics, which is ' tiedor' having only mean for a common point or a meeting point or focal point, which can suitable express the blocoeffect. By way of a ' isopachous shells model', this text has deduced a quantized formula standing for the tiedor of a system.