02866nam 2200421 450 991079599270332120230919202833.09789815079067(electronic bk.)9789815079074(MiAaPQ)EBC29972815(Au-PeEL)EBL29972815(CKB)24819557100041(NjHacI)9924819557100041(EXLCZ)992481955710004120230919d2022 uy 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierUncertain analysis in finite elements models /Wenhui Mo1st ed.Singapore :Bentham Science Publishers Pte. Ltd.,[2022]©20221 online resource (178 pages)Print version: Mo, Wenhui Uncertain Analysis in Finite Elements Models : Bentham Science Publishers,c2022 9789815079074 Cover -- Title -- Copyright -- End User License Agreement -- Contents -- Preface -- Nonlinear Stochastic Finite Element Method -- Reliability Calculation of Stochastic Finite Element -- Fuzzy Reliability Calculation Based on StochasticFinite Element -- Static Analysis of Interval Finite Element -- Interval Finite Element for Linear Vibration -- Nonlinear Interval Finite Element -- Nonlinear Vibration Analysis of Interval FiniteElement -- Random Field, Interval Field, Fuzzy Field andMixed Field -- Mixed Finite Element -- Subject Index -- Back Cover.This book explains uncertainty analysis for finite elements and general nonlinear problems. It starts with the fundamentals of the topic and progresses to complex methods through 9 chapters. Each chapter focuses on a specific, relevant topic and provides information in a structured reading format for advanced learners. The author explains different models relevant to the topic where applicable, in an effort to cover the diverse aspects of mathematical analysis. Topics covered in the book include: - Nonlinear stochastic finite element methods - Reliability calculations - Static analysis of interval finite element - Linear and nonlinear vibration analysis - Stochastic, random, fuzzy and mixed fields - Mixed finite element analysis Uncertainty Analysis in Finite Elements Models is an ideal reference for advanced courses in mathematical analysis and engineering that require students to understand the basics of uncertainty analysis and basic reliability calculations.Boundary value problemsNumerical solutionsBoundary value problemsNumerical solutions.515.35Mo Wenhui1519913MiAaPQMiAaPQMiAaPQ9910795992703321Uncertain analysis in finite elements models3845428UNINA