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Object oriented programming based MATLAB toolbox to solve transient quasi-harmonic equation using finite element methods

机译:基于对象的基于编程的MATLAB工具箱,可以使用有限元方法解决瞬态准谐波方程

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Many heat conduction problems encountered in engineering applications are time intensive they are dependent on unsteady state variables. In many situations, temperature varies with respect to time function, for which a solution needs to be found. In this research paper, a 2D transient Qausi-harmonic equation is solved using Finite element method. In engineering applications, many engineering problems are governed by this Qausi-harmonic equation. The main aim of this analysis is to determine the variation of the temperature as a function of time by finding element conductivity matrix using standard Gauss quadrature numerical integration method as it is both accurate and efficient. The obtained results of MATLAB coding are verified with ANSYS with examples. Toolbox is created in MATLAB using Object Oriented Programming language for this analysis. The template of this toolbox is also added in this paper.
机译:在工程应用中遇到的许多导热问题是时间密集,它们依赖于不稳定状态变量。在许多情况下,温度相对于时间函数变化,需要找到解决方案。在本研究论文中,使用有限元方法解决了2D瞬态QAUSI-谐波方程。在工程应用中,许多工程问题受到这种QAUSI - 谐波方程的管辖。该分析的主要目的是通过使用标准高斯正交数字集成方法查找元件电导矩阵来确定温度的变化,因为它既准确且有效地找到元素电导率矩阵。 MATLAB编码的结果用例子验证了与例子的ANSYS。工具箱在Matlab中使用面向对象的编程语言创建,用于此分析。本文还添加了此工具箱的模板。

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