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The stochastic perturbation method f...

Kamiński, M. M. (1969-)

The stochastic perturbation method for computational mechanics

紀錄類型:	書目-語言資料,印刷品 : 單行本
作者:	KamińskiM. M., 1969-
出版地:	Hoboken
出版者:	John Wiley & Sons;
出版年:	2013
面頁冊數:	xviii, 330 p.ill. : 26 cm.;
標題:	Engineering - Statistical methods -
標題:	Perturbation (Mathematics) -
電子資源:	http://catalogimages.wiley.com/images/db/jimages/9780470770825.jpg
附註:	Includes bibliographical references and index
摘要註:	"Offers a complete overveiew of the stochastic perturbation technique, which is still a new area for a wide spectrum of researchers"--Provided by publisher
ISBN:	978-0-470-77082-5

The stochastic perturbation method for computational mechanics
Kamiński, M. M.

The stochastic perturbation method for computational mechanics / Marcin Kamiński - Hoboken : John Wiley & Sons, 2013. - xviii, 330 p. ; ill. ; 26 cm..
Includes bibliographical references and index.
ISBN 978-0-470-77082-5ISBN 978-1-118-48181-3ISBN 978-1-118-48182-0ISBN 978-1-118-48183-7ISBN 0-470-77082-1ISBN 1-118-48181-XISBN 1-118-48182-8ISBN 1-118-48183-6
EngineeringPerturbation (Mathematics) -- Statistical methods

The stochastic perturbation method for computational mechanics
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215 1 $a xviii, 330 p. $c ill. $d 26 cm.
300 $a Includes bibliographical references and index
330 $a "Offers a complete overveiew of the stochastic perturbation technique, which is still a new area for a wide spectrum of researchers"--Provided by publisher
330 $a "Probabilistic analysis is increasing in popularity and importance within engineering and the applied sciences. However, the stochastic perturbation technique is a fairly recent development and therefore remains as yet unknown to many students, researchers and engineers. Fields in which the methodology can be applied are widespread, including various branches of engineering, heat transfer and statistical mechanics, reliability assessment and also financial investments or economical prognosis in analytical and computational contexts.Stochastic Perturbation Method in Applied Sciences and Engineering is devoted to the theoretical aspects and computational implementation of the generalized stochastic perturbation technique. It is based on any order Taylor expansions of random variables and enables for determination of up to fourth order probabilistic moments and characteristics of the physical system response.Key features: Provides a grounding in the basic elements of statistics and probability and reliability engineering Describes the Stochastic Finite, Boundary Element and Finite Difference Methods, formulated according to the perturbation method Demonstrates dual computational implementation of the perturbation method with the use of Direct Differentiation Method and the Response Function Method Accompanied by a website (www.wiley.com/go/kaminski) with supporting stochastic numerical software Covers the computational implementation of the homogenization method for periodic composites with random and stochastic material properties Features case studies, numerical examples and practical applications Stochastic Perturbation Method in Applied Sciences and Engineering is a comprehensive reference for researchers and engineers, and is an ideal introduction to the subject for postgraduate and graduate students"--Provided by publisher
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