Meshfree methods : moving beyond the finite element method
著者
書誌事項
Meshfree methods : moving beyond the finite element method
CRC , Taylor & Francis [distributor], c2010
2nd ed
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注記
Includes bibliographical references and index
内容説明・目次
内容説明
Understand How to Use and Develop Meshfree Techniques
An Update of a Groundbreaking Work
Reflecting the significant advances made in the field since the publication of its predecessor, Meshfree Methods: Moving Beyond the Finite Element Method, Second Edition systematically covers the most widely used meshfree methods. With 70% new material, this edition addresses important new developments, especially on essential theoretical issues.
New to the Second Edition
Much more details on fundamental concepts and important theories for numerical methods
Discussions on special properties of meshfree methods, including stability, convergence, accurate, efficiency, and bound property
More detailed discussion on error estimation and adaptive analysis using meshfree methods
Developments on combined meshfree/finite element method (FEM) models
Comparison studies using meshfree and FEM
Drawing on the author's own research, this book provides a single-source guide to meshfree techniques and theories that can effectively handle a variety of complex engineering problems. It analyzes how the methods work, explains how to use and develop the methods, and explores the problems associated with meshfree methods.
To access MFree2D (copyright, G. R. Liu), which accompanies MESHFREE METHODS: MOVING BEYOND THE FINITE ELEMENT METHOD, Second Edition (978-1-4200-8209-8) by Dr. G. R. Liu, please go to the website: www.ase.uc.edu/~liugr
An access code is needed to use program - to receive it please email Dr. Liu directly at:
liugr@ucmail.uc.edu
Dr. Liu will reply to you directly with the code, and you can then proceed to use the software.
目次
Preliminaries. Meshfree Shape Function Construction. Function Spaces for Meshfree Methods. Strain Field Construction. Weak and Weakened Weak Formulations. Element Free Galerkin Method. Meshless Local Petrov-Galerkin Method. Point Interpolation Methods. Meshfree Methods for Fluid Dynamics Problem. Meshfree Methods for Beams. Meshfree Methods for Plates. Meshfree Methods for Shells. Boundary Meshfree Methods. Meshfree Methods Coupled with Other Methods. Meshfree Methods for Adaptive Analysis. MFree2D (c). Index.
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