Finite Element Analysis with MATLAB and ANSYS

所在平台: Udemy

课程主页: https://www.udemy.com/course/finite-element-analysis-with-matlab-and-ansys/

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课程简介

Finite Element Analysis with MATLAB and ANSYS 课程总结 本课程是一门面向实践的有限元分析(FEA)课程,通过丰富的实例讲解,涵盖了一维、二维、三维桁架结构,以及二维平面应力、二维平面应变和三维实体单元。 课程形式为示例导向,每个示例首先会**总结关键理论和公式**,为深入理解打下基础。随后,课程将**详细指导您编写FEM代码(MATLAB)和ANSYS脚本**,并对每一行代码进行清晰的解释,确保您能掌握实际操作。 在代码编写完成后,课程还将提供**详细的步骤,指导您从ANSYS和您自己编写的FEM代码中提取结果**,包括位移、应力(stress)和应变(strain)。更重要的是,课程会引导您**对这些结果进行全面、细致的比较**,以验证您编写代码的准确性以及对理论的理解深度。通过这种方式,您可以高效地证明和提升您的FEA知识和技能。 完成课程中的实践示例,您将能**熟练掌握MATLAB进行FEA的高级编程技巧,并获得ANSYS脚本的经验**。 **主要学习技能包括:** * **有限元分析(FEA)基本理论** * **针对一维、二维和三维结构的FEM代码编写能力** * **针对一维、二维和三维结构的ANSYS高级脚本编写能力** * **从ANSYS和自定义FEM代码中提取结果并进行综合比较的能力** * **MATLAB高级编程技能,用于FEA计算和生成高质量图表**

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课程详情

This course is in an example-based format for Finite Element Analysis, including various examples for 1D Truss, 2D Truss, 3D Truss, 2D plane stress, 2D plane strain, and 3D solid elements.In each example, first, key formulations are provided to summary the theories. Next, you will be clearly instructed to write your FEM codes, ANSYS scripts. Every line of code will be clearly explained. After that, detailed instructions to extract results (displacements, stress, strain) from ANSYS and your FEM codes are provided. From there, you will learn how to make comprehensive comparisons between your FEM results and ANSYS to verify your codes and your understanding. This will be the best way to prove your understanding and knowledge.Also, by practicing the examples, you can achieve very good or advanced coding skills in MATLAB and scripting in ANSYS.Specifically, you will learn following main skills in this course:Fundamental theories in Finite Element Analysis (FEA);How to write FEM codes for various interesting problems of 1D, 2D, and 3D structures;How to write advanced ANSYS scripts for various interesting problems of 1D, 2D, and 3D structures;How to extract results from ANSYS and your FEM codes to make a comprehensive comparison.Advanced MATLAB coding skills for FEA and plotting high-quality figures.

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