In the field of computational mechanics, the finite element method (FEM) refers to a class of numerical methods used in engineering and applied science to solve problems that are analytically intractable. Such problems typically require the solution of partial differential equations (PDEs). The finite element method approximates PDEs by simplifying them into discrete equations. Which can then be solved numerically on a computer. FEM allows the analysis of complex physical systems by modeling them as a collection of interconnected elements or subsystems.
Overview About “A First Course in the Finite Element Method 5th Edition”
The Fifth Edition of A First Course in Finite Elements with ANSYS® is ideal for undergraduate or graduate students. OR professionals seeking to gain a solid understanding of what finite elements are and how they can be used for engineering analysis. The book assumes that you have no prior experience with finite elements; thus, Part 1 reviews basic computational physics principles to ensure. That you are comfortable before proceeding on to finite element theory (Part 2). It also provides complete coverage of ANSYS software. Which is used throughout Parts 2 and 3 for solving problems presented at various levels of difficulty.
Reviews About “A First Course in the Finite Element Method 5th Edition”
The first course in finite element method is written for those who have a background equivalent to an undergraduate degree in engineering, physics, or mathematics. And They want to learn about problems that arise during analysis and solution of differential equations governing physical phenomena with a numerical approach called Finite Element Analysis (FEA). Each topic from basic principles is presented separately as though it were a complete book. It provides instructions on how to employ commercial software for solving problems for which FEA can be applied; discusses example solutions; illustrates points made by computer examples. And references books, journal articles, review papers, monographs, conference proceedings, and online resources contain more detailed information than given here. But not necessarily accessible at one time when such detail is needed.
About “Daryl L. Logan” the Author
Daryl L. Logan is Professor Emeritus of Mechanical Engineering at Case Western Reserve University and Adjunct Professor of Mathematics at Case Western Reserve University and University College Cork, Ireland. He received his Bachelor’s degree in 1967 from Union College, Schenectady, New York, and a Masters’s degree (1968) and Ph.D. (1970) from Columbia University, New York.
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