<span>This book is an attempt to develop a guide for the user who is interested in learning the method by doing.ย ย There is enough discussion of some of the basic theory so that the user can get a broad understanding of the process.ย ย And there are many examples with step-by-step instructions for the
An Introduction to Finite Element Analysis Using Matlab Tools
โ Scribed by Shuvra Das
- Publisher
- Springer
- Year
- 2023
- Tongue
- English
- Leaves
- 228
- Series
- Synthesis Lectures on Mechanical Engineering
- Category
- Library
No coin nor oath required. For personal study only.
โฆ Table of Contents
978-3-031-17540-4
1
Preface
Contents
About the Author
978-3-031-17540-4_1
1 Introduction
1.1 FEA Process
1.1.1 Problem Definition
1.1.2 Discretization
1.1.3 Boundary and Initial Conditions
1.1.4 Assembly
1.1.5 Solution
1.1.6 Post Processing
1.2 Some Relevant Matlab Information
1.2.1 Basic Matrix Operations Using MATLAB
1.2.2 PDE Toolbox
1.3 Summary
978-3-031-17540-4_2
2 Discrete Finite Elements
2.1 Static Problems
2.2 Dynamic Problems
2.3 2D Truss Problems
2.4 Summary
978-3-031-17540-4_3
3 Finite Elements for the Continuum, Heat Transfer Problems
3.1 The FEA Process
3.2 Finite Element Formulation for 2D Problems
3.3 Summary
978-3-031-17540-4_4
4 Stress Analysis Problems
4.1 Beams
4.2 Elastic Stress Analysis
4.3 Dynamic Loading
4.4 Summary
978-3-031-17540-4_5
5 Special Problems
5.1 Thermal Stresses in Quenching
5.2 Thermal Stresses in Welding
5.3 Flux Density in an Electric Motor
5.4 Summary
๐ SIMILAR VOLUMES
<span>This book is an attempt to develop a guide for the user who is interested in learning the method by doing.ย ย There is enough discussion of some of the basic theory so that the user can get a broad understanding of the process.ย ย And there are many examples with step-by-step instructions for the
This book is an attempt to develop a guide for the user who is interested in learning the method by doing. There is enough discussion of some of the basic theory so that the user can get a broad understanding of the process. And there are many examples with step-by-step instructions for the user to
THE FINITE ELEMENT METHOD IN ONE DIMENSIONSteady diffusion with linear elementsVariational formulation and weighted residuals Steady diffusion with quadratic elements Unsteady diffusion in one dimension One-dimensional convection One-dimensional convection-diffusion Beam bending Beam buckling HIGH-O