电磁场数值解的解释及其对接触构造发展的影响

Bogdan Kwiatkowski, Robert Pękala
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引用次数: 0

摘要

本文提出了真空室中由两个相同线圈和接触板组成的电触点的数学模型。针对数学模型的使用,建立了算法并在Matlab环境下实现。该模型是基于表示准平稳电磁场的非线性偏微分方程的组合而建立的。在接触系统的情况下,考虑整个接触的实际结构,在二维空间中考虑问题。进行试验的主要目的是提出一套触点结构,使电磁场衰减成为可能,从而提高触点的使用寿命。本文给出了有关电磁场衰减数学模式的部分检验。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The interpretation of numeric solutions to electromagnetic field and their influence on development of contact construction
In this article a mathematical model is proposed of the electric contact comprising two identical coils and contact plates located in a vacuum chamber. For the use of mathematical model an algorithm was created and implemented in Matlab environment. The model was developed, based on combination of nonlinear partial differential equations representing a quasistationary electromagnetic field. In the case of the contact system, the problem was considered in a two-dimensional space, with actual structure of the whole contact taken into account. The principle aim of conducting the examinations is the suggestion of the set of contacts construction that makes it possible to get the decay of electromagnetic field increasing the working life of the set of contacts. In this article it has been shown the part of the examinations concerning of the mathematical pattern of decay of electromagnetic field.
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