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Download Plates, Laminates and Shells: Asymptotic Analysis and Homogenization (Advances in Mathematics for Applied Sciences) fb2, epub

by Jozef Joachim Telega,Tomasz Lewinski

Download Plates, Laminates and Shells: Asymptotic Analysis and Homogenization (Advances in Mathematics for Applied Sciences) fb2, epub

ISBN: 9810232063
Author: Jozef Joachim Telega,Tomasz Lewinski
Language: English
Publisher: World Scientific Publishing Company (March 27, 2000)
Pages: 768
Category: Engineering
Subcategory: Engineering
Rating: 4.6
Votes: 399
Size Fb2: 1885 kb
Size ePub: 1364 kb
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This book gives a systematic and comprehensive presentation of the results concerning effective behavior of elastic and plastic plates with periodic or quasiperiodic structure. A unified approach to the problems studied is based on modern variational and asymptotic methods, including the methods of variational inequalities as well as homogenization techniques. Duality arguments are also exploited

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Электронная книга "Plates, Laminates And Shells: Asymptotic Analysis And Homogenization", Lewinski Tomasz, Telega Jozef Joachim

Электронная книга "Plates, Laminates And Shells: Asymptotic Analysis And Homogenization", Lewinski Tomasz, Telega Jozef Joachim. Эту книгу можно прочитать в Google Play Книгах на компьютере, а также на устройствах Android и iOS. Выделяйте текст, добавляйте закладки и делайте заметки, скачав книгу "Plates, Laminates And Shells: Asymptotic Analysis And Homogenization" для чтения в офлайн-режиме.

Lewiński, . Telega, . This book gives a systematic and comprehensive presentation of the results concerning effective behavior of elastic and plastic plates with periodic or quasiperiodic structure. A unified approach to the problems studied is based on modern variational and asymptotic methods, including the methods of variational inequalities, as well as homogenization techniques. Duality arguments are also exploited.

Plates, Laminates and Shells book. Tomasz Lewinski, Jozef Joachim Telega. Details (if other): Cancel. Thanks for telling us about the problem. Plates, Laminates and Shells: Asymptotic Analysis and Homogenization. by.

Plates, laminates and shells. Asymptotic analysis and homogenization. Comptes Rendus de l' Academie des Sciences Serie IIb: Mecanique. The new method is based on asymptotic analysis and a careful treatment of the boundary corrector term. This kind of equation has applications in areas such as the study of flow through porous media and composite materials.

home textbooks mathematics applied plates, laminates and shells asymptotic analysis and .

Plates, Laminates and Shells: Asymptotic Analysis and Homogenization. An asymptotic description for a thin plate with a large number of small holes

Plates, Laminates and Shells: Asymptotic Analysis and Homogenization. River Edge, NJ: World Scientific. An asymptotic description for a thin plate with a large number of small holes. Ukrainian Academy of Science Reports Series A 10: 5–8. (in Russian). On the vibration of an elastic body with a large number of small holes. Ukrainian Academy of Science Reports Series A 2: 3–5.

T. Lewinski, J. Telega, Plates, Laminates and Shells. Asymptotic Analysis and Homogenization, Series on Advances in Mathematics for Applied Sciences, vol. 52, World Scientific, River Edge, NJ, 2000. MR 1758600 Zbl 0965. L. Modica, Stochastic Homogenization and Ergodic Theory, in: Conti, De Giorgi, Gianessi (Ed., Proceedings ERICE 1984, Lecture Notes in Mathematics, vol. 1190, Springer-Verlag, 1986, Chapter 15. MR 858358 Zbl 0597. H. Owhadi, Approximation of effective conductivity of ergodic media by periodization, Probab.

This book gives a systematic and comprehensive presentation of the results concerning effective behavior of elastic and plastic plates with periodic or quasiperiodic structure. One of the chapters covers the hitherto available results concerning the averaging problems in the linear and nonlinear shell models.A unified approach to the problems studied is based on modern variational and asymptotic methods, including the methods of variational inequalities as well as homogenization techniques. Duality arguments are also exploited. A significant part of the book deals with problems important for engineering practice, such as: statical analysis of highly nonhomogeneous plates and shells for which common discretization techniques fail to be efficient, assessing stiffness reduction of cracked [00n/900m]s laminates, and assessing ultimate loads for perfectly plastic plates and shells composed of repeated segments. When possible, the homogenization formulas are cast in closed form expressions. The formulas presented in this manner are then used in constructing regularized formulations of the fundamental optimization problems for plates and shells, since the regularization concepts are based on introducing the composite regions for which microstructural properties play the role of new design variables.

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