General

Authors

Search


Committee login



 
 

 


 

 

Forthcoming

Small thumbnail

Materials and Thermodynamics

Living and Economic Systems

Small thumbnail

Mechanics of Aeronautical Composite Materials

Small thumbnail

Finite Physical Dimensions Optimal Thermodynamics 1

Fundamentals

Small thumbnail

Co-design in Living Labs for Healthcare and Independent Living

Concepts, Methods and Tools

Small thumbnail

Metaheuristics for Intelligent Electrical Networks

Metaheuristics Set – Volume 10

Small thumbnail

RCS Synthesis for Chipless RFID

Theory and Design

Small thumbnail

Fundamentals of Electronics 1

Electronic Components and Elementary Functions

Small thumbnail

Swift Ion Beam Analysis in Nanosciences

Small thumbnail

Inside Anthropotechnology

User and Culture Centered Experience

Small thumbnail

Ethics in Social Networking and Business 1

Theory, Practice and Current Recommendations

Small thumbnail

Variational Methods for Engineers with Matlab®

Eduardo Souza de Cursi, National Institute for Applied Sciences, Rouen, France

ISBN: 9781848219144

Publication Date: October 2015   Hardback   430 pp.

150.00 USD


Add to cart

eBooks


Ebook Ebook

Description

Variational methods form the basis of all the modern numerical methods in engineering, namely finite elements, finite volumes and spectral methods.
This book introduces an original approach to variational formulations which starts from their application to linear algebraic equations. From these simple and comprehensive situations, the methods are then extended to their usual applications.
This text is a comprehensive guide for engineers and contains the complete presentation of numerical aspects with Matlab® programs to illustrate the implementation, making it suitable as a textbook and for self-study.
The authors provide a comprehensive and pedagogical presentation of the foundations of variational methods and of their use in numerical problems of engineering. Applications specific to linear and nonlinear systems of equations, differential equations, optimization and control are presented.
The exploration of the relationship between variational formulations and probabilities presented in this book opens new perspectives and provides a glimpse of exciting prospects for the future.

Contents

1. Integrals.
2. Variational Methods for Algebraic Equations.
3. Hilbert Spaces for Engineers.
4. Functional Spaces for Engineers.
5. Variational Methods for Differential Equations.
6. Dirac’s Delta.
7. Functionals and Calculus of Variations.

About the Authors

Eduardo Souza de Cursi is Professor at the National Institute for Applied Sciences in Rouen, France, where he is also Dean of International Affairs and Director of the Laboratory for the Optimization and Reliability in Structural Mechanics.

Downloads

DownloadTable of Contents - PDF File - 205 Kb

Related Titles



































0.01982 s.