ite_Antenna_Arrays_and_FSS

这是MIT教授，有限元大神Bathe著作，有限元理论入门最佳读物

专题：使用有限元分析的计算固体力学课程的材料

GTM042 Linear Representations of Finite Groups, Springer 1977.pdf

读取bdf格式的有限元文件，对于有限元软件行业十分有用

There are some books that target the theory of the finite element, while others focus on the programming side of things. Introduction to Finite Element Analysis Using MATLAB® and Abaqus accomplishes both. This book teaches the first principles of the finite element method. It presents the theory of the finite element method while maintaining a balance between its mathematical formulation, programming implementation, and application using commercial software. The computer implementation is carried out using MATLAB, while the practical applications are carried out in both MATLAB and Abaqus. MATLAB is a high-level language specially designed for dealing with matrices, making it particularly suited for programming the finite element method, while Abaqus is a suite of commercial finite element software. Includes more than 100 tables, photographs, and figures Provides MATLAB codes to generate contour plots for sample results Introduction to Finite Element Analysis Using MATLAB and Abaqus introduces and explains theory in each chapter, and provides corresponding examples. It offers introductory notes and provides matrix structural analysis for trusses, beams, and frames. The book examines the theories of stress and strain and the relationships between them. The author then covers weighted residual methods and finite element approximation and numerical integration. He presents the finite element formulation for plane stress/strain problems, introduces axisymmetric problems, and highlights the theory of plates. The text supplies step-by-step procedures for solving problems with Abaqus interactive and keyword editions. The described procedures are implemented as MATLAB codes and Abaqus files can be found on the CRC Press website.

经典的有限元分析教材，尤其是非线性分析不可或缺

Finite Difference Methods for Ordinary and Partial Differential Equations

( The Dynamical Behaviour of Structures_G.B.Warburton.pdf )

用于周期结构分析的有限差分频域方法将导致大规模的非对称广义特征值问题，尤其是在分析开放周期结构时。本文由于大范围的稀疏矩阵而大大简化了该方法。必须通过一些现有的代码（例如，matlab代码）来实现该技术和必须用于显着减少存储器需求并提高仿真速度的移位和反转Arnoldi技术。 此外，该方法的差分方程比以前的方法简单得多，因为不必消除纵向场分量就可以将广义特征值问题近似转换为标准特征值问题。 结果，这里提出的方法对于泄漏波天线的分析是相当简单和有效的，因为泄漏波天线可以看作是从导波结构直接进行几何演化，从而允许沿其纵向泄漏能量。 。 （c）2012 Wiley Periodicals，Inc.微波Opt Technol Lett 54：28142817，2012； 可以在wileyonlinelibrary.com上在线查看此文章。 DOI 10.1002 / mop.27216