CHF 180.00

Meshfree and Particle Methods
Fundamentals and Applications

Inglese · Copertina rigida

Spedizione di solito entro 1 a 3 settimane

Descrizione

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Meshfree methods is a 'hot' topic. Over the last five years, there has been considerable research activity in the field especially in the US and more recently in Europe. This title provides vital information about this developing field including:
An integrated treatment of the fundamental methods such as least square approximations, partition of unity methods and kernel methods
An overview of the major methodologies that have been developed for solid and linear mechanics
Implementations and solution techniques
A thorough examination of the advantages and disadvantages of various methods

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Ted Belytschko, the former Walter P. Murphy and McCormick Institute Professor of Northwestern University, was one of the world's most renowned researchers in computational mechanics and meshfree methods. He was the originator of the Element-Free Galerkin (EFG) Methods, and his paper Element-Free Galerkin Methods published in 1994 remains the most widely cited paper on the subject. J.S. Chen is Distinguished Professor and William Prager Chair Professor in the Department of Structural Engineering & Department of Mechanical and Aerospace Engineering at The University of California, San Diego. His research interests are in computational solid mechanics and multiscale materials modeling, with focus on meshfree methods and advanced finite element methods. Michael Hillman is a Principal Scientist at Karagozian and Case Inc., and the former L. Robert and Mary L. Kimball Professor and Associate Professor of Civil Engineering at The Pennsylvania State University. His research interests are in computational solid mechanics, fundamental advancement of meshfree methods, and enhanced and novel meshfree methods.


Riassunto

Meshfree and Particle Methods is the first comprehensive book on meshfree methods, providing an overview of the major methodologies that have been developed for solid and linear mechanics. It provides a through examination of the advantages and disadvantages of various methods, with implementations and solutions techniques.

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