Distribution theory : with applications in engineering and physics
 Responsibility
 Petre P. Teodorescu, Wilhelm W. Kecs, and Antonela Toma.
 Language
 English.
 Edition
 First edition.
 Publication
 Weinheim, Germany : WileyVCH Verlag GmbH & Co. KGaA, [2013]
 Copyright notice
 ©2013
 Physical description
 xii, 381 pages : illustrations ; 25 cm
Access
Available online
Math & Statistics Library
Stacks
Call number  Status 

QA324 .T46 2013  Unknown 
More options
Creators/Contributors
 Author/Creator
 Teodorescu, P. P., author.
 Contributor
 Kecs, Wilhelm, author.
 Toma, Antonela, author.
Contents/Summary
 Bibliography
 Includes bibliographical references (pages 377378) and index.
 Contents

 Preface XI 1 Introduction to the Distribution Theory 1 2 Integral Transforms of Distributions 113 3 Variational Calculus and Differential Equations in Distributions 151 4 Representation in Distributions of Mechanical and Physical Quantities 201 5 Applications of the Distribution Theory in Mechanics 241 6 Applications of the Distribution Theory to the Mechanics of the Linear Elastic Bodies 253 7 Applications of the Distribution Theory of Linear Viscoelastic Bodies 273 8 Applications of the Distribution Theory in Electrical Engineering 285 9 Applications of the Distribution Theory in the Study of Elastic Bars 301 10 Applications of the Distribution Theory in the Study of Viscoelastic Bars 343 11 Applications of the Distribution Theory in Physics 365 References 377 Index 379.
 (source: Nielsen Book Data)9783527410835 20160611
 Publisher's Summary
 In this comprehensive monograph, the authors apply modern mathematical methods to the study of mechanical and physical phenomena or techniques in acoustics, optics, and electrostatics, where classical mathematical tools fail. They present a general method of approaching problems, pointing out different aspects and difficulties that may occur. With respect to the theory of distributions, only the results and the principle theorems are given as well as some mathematical results. They also systematically deal with a large number of applications to problems of general Newtonian mechanics, as well as to problems pertaining to the mechanics of deformable solids. Special attention is placed upon the introduction of corresponding mathematical models. Addressed to a wide circle of readers who use mathematical methods in their work: applied mathematicians, engineers in various branches, as well as physicists, while also benefiting students in various fields.
(source: Nielsen Book Data)9783527410835 20160611
Subjects
Bibliographic information
 Publication date
 2013
 Copyright date
 2013
 ISBN
 9783527410835 (hardback)
 352741083X (hardback)
 9783527653645 (ePDF)
 9783527653638 (ePub)
 9783527653621 (mobi)
 9783527653614 (oBook)