B-spline finite element solution for the current flow through thermistor

V. Dabral, S. Kapoor, L. M. Tiwari, S. Agrawal
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Abstract

In this manuscript an attempt has been taken to solve the thermistor problem by using B-Spline FEM numerical technique. Here two different basis function has been adopted for the solution. The thermistor is a thermally sensitive resistor whose electrical conductivity changes drastically by orders of magnitude as the temperature reaches a certain value. Basis of its working is an electrical conductivity that is highly nonlinear function of temperature. The current flowing through the device drives internal Joule heating. The objective is to introduce the fifth order B-Spline Basis function to solve. There is some techniques are already exists in literature few terminology are adopted directly. The solution is obtained for the cold phase and warm phase separately for both the Basis function then a comparison table is made for the obtained solution. The solution of a PTC problem. Numerical results are found to be in good agreement with the exact solution available. paper. The comparison is also made with existing result which is also have a great achievement of study.
热敏电阻电流的b样条有限元解
本文尝试用b样条有限元数值方法求解热敏电阻问题。这里采用了两种不同的基函数来求解。热敏电阻是一种热敏电阻,当温度达到一定值时,其电导率会发生数量级的急剧变化。其工作的基础是电导率,而电导率是温度的高度非线性函数。流过器件的电流驱动内部焦耳加热。目的是引入五阶b样条基函数来求解。有一些技术已经存在于文献中,少数术语直接采用。分别对两个基函数求得冷相和热相的解,并对得到的解作比较表。PTC问题的解决方案。数值结果与现有的精确解吻合较好。纸。并与已有的研究结果进行了比较,也有很大的研究成果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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