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Zusatztext "This book is a collection of the most relevant numerical methods used in computational mechanics. It is a clear and rigorous presentation of algorithms corresponding to numerical methods for solving systems of linear and nonlinear algebraic equations! for finding eigenvalues and eigenvectors of matrices! and for integration of dynamic equations of motion. This hands-on presentation will certainly be welcomed by users of computational mechanics software interested in gaining a better understanding of the implemented algorithms as well as developers of software. In addition! the book could be used as a textbook for a graduate level course in computational mechanics." - Corina S. Drapaca! Pennsylvania State University! USA Informationen zum Autor Jamshid Ghaboussi is Professor Emeritus at University of Illinois at Urbana-Champaign. He has over 45 years of experience in teaching and research in Computational Mechanics, Computational Intelligence and Soft Computing in Engineering Applications. Dr. Xiping Wu is a Principal Engineer in Civil and Marine Engineering with Shell International Exploration & Production Inc. Klappentext This graduate text also suits software developers in computational mechanics. It explores the numerical algorithms underpinning finite element software, covering all the major numerical methods used in computational mechanics. It runs from the basics of linear algebra and matrix theory to advanced topics, illustrated with numerical examples. Zusammenfassung This graduate text also suits software developers in computational mechanics. It explores the numerical algorithms underpinning finite element software, covering all the major numerical methods used in computational mechanics. It runs from the basics of linear algebra and matrix theory to advanced topics, illustrated with numerical examples. Inhaltsverzeichnis Review of Matrix Analysis. Review of Methods of Analysis In Structural Mechanics. Solution of System of Linear Equations. Iterative Solution Methods for System of Linear Equations. Conjugate Gradient Methods. Solution Methods for System of Nonlinear Equations. Eigenvalue Solution Methods. Direct Integration of Dynamic Equation of Motion. The Generalized Difference Method. ...
