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    1. Naturvetenskap och teknik
    2. Teknik och industri
    3. Byggnadsteknik

    Plates and Shells for Smart Structures

    Classical and Advanced Theories for Modeling and Analysis

    AvErasmo Carrera,Salvatore Brischetto

    Inbunden, Engelska, 2011

    1 377 kr

    Beställningsvara. Skickas inom 5-8 vardagar. Fri frakt över 249 kr.

    Beskrivning

    Smart structures that contain embedded piezoelectric patches are loaded by both mechanical and electrical fields. Traditional plate and shell theories were developed to analyze structures subject to mechanical loads. However, these often fail when tasked with the evaluation of both electrical and mechanical fields and loads. In recent years more advanced models have been developed that overcome these limitations. Plates and Shells for Smart Structures offers a complete guide and reference to smart structures under both mechanical and electrical loads, starting with the basic principles and working right up to the most advanced models. It provides an overview of classical plate and shell theories for piezoelectric elasticity and demonstrates their limitations in static and dynamic analysis with a number of example problems. This book also provides both analytical and finite element solutions, thus enabling the reader to compare strong and weak solutions to the problems.Key features: compares a large variety of classical and modern approaches to plates and shells, such as Kirchhoff-Love , Reissner-Mindlin assumptions   and higher order, layer-wise and mixed theoriesintroduces theories able to consider electromechanical couplings as well as those that provide appropriate interface continuity conditions for both electrical and mechanical variablesconsiders both static and dynamic analysisaccompanied by a companion website hosting dedicated software MUL2 that is used to obtain the numerical solutions in the book, allowing the reader to reproduce the examples given as well as solve problems of their ownThe models currently used have a wide range of applications in civil, automotive, marine and aerospace engineering. Researchers of smart structures, and structural analysts in industry, will find all they need to know in this concise reference. Graduate and postgraduate students of mechanical, civil and aerospace engineering can also use this book in their studies.www.mul2.com

    Produktinformation

    • Utgivningsdatum:2011-09-30
    • Mått:156 x 236 x 20 mm
    • Vikt:590 g
    • Format:Inbunden
    • Språk:Engelska
    • Antal sidor:336
    • Förlag:John Wiley & Sons Inc
    • ISBN:9780470971208

    Utforska kategorier

    • Byggnadsteknik inom Naturvetenskap och teknik

    Mer om författaren

    Erasmo Carrera, Politecnico di Torino, Italy Erasmo Carrera is Professor of Aerospace Structures and Computational Aeroelasticity and Deputy Director of Department of Aerospace Engineering at the Politecnico di Torino, Torino, Italy. He has authored circa 200 journal and conference papers. His research has concentrated on composite materials, buckling and postbuckling of multilayered structures, non-linear analysis and stability, FEM; nonlinear analysis by FEM; development of efficient and reliable FE formulations for layered structures, contact mechanics, smart structures, nonlinear dynamics and flutter, and classical and mixed methods for multilayered plates and shells.Salvatore Brischetto, Politecnico di Torino, ItalyDr Salavatore Brischetto is a research assistant in the Aeronautics and Space Engineering Department, Politecnico di Torino.Petro Nali, Politecnico di Torino, ItalyMarco Petrolo is a research scientist in the Department of Aeronautics and Space Engineering at the Politecnico di Torino.

    Recensioner i media

    “The book is well written and would make an excellent textbook.”  (Zentralblatt MATH, 1 December 2012)

    Innehållsförteckning

    • About the Authors ix Preface xi1 Introduction 11.1 Direct and inverse piezoelectric effects 21.2 Some known applications of smart structures 3References 62 Basics of piezoelectricity and related principles 92.1 Piezoelectric materials 92.2 Constitutive equations for piezoelectric problems 142.3 Geometrical relations for piezoelectric problems 182.4 Principle of virtual displacements 202.4.1 PVD for the pure mechanical case 232.5 Reissner mixed variational theorem 232.5.1 RMVT(u, , σn) 242.5.2 RMVT(u, , Dn) 262.5.3 RMVT(u, , σn, Dn) 28References 303 Classical plate/shell theories 333.1 Plate/shell theories 333.1.1 Three-dimensional problems 343.1.2 Two-dimensional approaches 343.2 Complicating effects of layered structures 373.2.1 In-plane anisotropy 383.2.2 Transverse anisotropy, zigzag effects, and interlaminar continuity 383.3 Classical theories 413.3.1 Classical lamination theory 413.3.2 First-order shear deformation theory 423.3.3 Vlasov–Reddy theory 453.4 Classical plate theories extended to smart structures 453.4.1 CLT plate theory extended to smart structures 453.4.2 FSDT plate theory extended to smart structures 563.5 Classical shell theories extended to smart structures 583.5.1 CLT and FSDT shell theories extended to smart structures 59References 604 Finite element applications 634.1 Preliminaries 634.2 Finite element discretization 644.3 FSDT finite element plate theory extended to smart structures 68References 875 Numerical evaluation of classical theories and their limitations 895.1 Static analysis of piezoelectric plates 905.2 Static analysis of piezoelectric shells 925.3 Vibration analysis of piezoelectric plates 985.4 Vibration analysis of piezoelectric shells 101References 1046 Refined and advanced theories for plates 1056.1 Unified formulation: refined models 1056.1.1 ESL theories 1066.1.2 Murakami zigzag function 1086.1.3 LW theories 1106.1.4 Refined models for the electromechanical case 1136.2 Unified formulation: advanced mixed models 1136.2.1 Transverse shear/normal stress modeling 1136.2.2 Advanced mixed models for the electromechanical case 1156.3 PVD(u, ) for the electromechanical plate case 1176.4 RMVT(u, , σn) for the electromechanical plate case 1226.5 RMVT(u, , Dn) for the electromechanical plate case 1306.6 RMVT(u, , σn, Dn) for the electromechanical plate case 1376.7 Assembly procedure for fundamental nuclei 1486.8 Acronyms for refined and advanced models 1506.9 Pure mechanical problems as particular cases, PVD(u) and RMVT(u, σn) 1516.10 Classical plate theories as particular cases of unified formulation 153References 1547 Refined and advanced theories for shells 1577.1 Unified formulation: refined models 1577.1.1 ESL theories 1587.1.2 Murakami zigzag function 1607.1.3 LW theories 1627.1.4 Refined models for the electromechanical case 1657.2 Unified formulation: advanced mixed models 1657.2.1 Transverse shear/normal stress modeling 1667.2.2 Advanced mixed models for the electromechanical case 1687.3 PVD(u, ) for the electromechanical shell case 1697.4 RMVT(u, , σn) for the electromechanical shell case 1757.5 RMVT(u, , Dn) for the electromechanical shell case 1817.6 RMVT(u, , σn, Dn) for the electromechanical shell case 1887.7 Assembly procedure for fundamental nuclei 1977.8 Acronyms for refined and advanced models 2007.9 Pure mechanical problems as particular cases, PVD(u) and RMVT(u, σn) 2007.10 Classical shell theories as particular cases of unified formulation 2027.11 Geometry of shells 2027.11.1 First quadratic form 2047.11.2 Second quadratic form 2047.11.3 Strain–displacement equations 2057.12 Plate models as particular cases of shell models 208References 2108 Refined and advanced finite elements for plates 2138.1 Unified formulation: refined models 2138.1.1 ESL theories 2158.1.2 Murakami zigzag function 2178.1.3 LW theories 2198.1.4 Refined models for the electromechanical case 2228.2 Unified formulation: advanced mixed models 2228.2.1 Transverse shear/normal stress modeling 2238.2.2 Advanced mixed models for the electromechanical case 2258.3 PVD(u,) for the electromechanical plate case 2268.4 RMVT(u,, σn) for the electromechanical plate case 2318.5 RMVT(u,,Dn) for the electromechanical plate case 2388.6 RMVT(u,, σn,Dn) for the electromechanical plate case 2448.7 FE assembly procedure and concluding remarks 252References 2529 Numerical evaluation and assessment of classical and advanced theories using MUL2 software 2559.1 The MUL2 software for plates and shells: analytical closed-form solutions 2569.1.1 Classical plate/shell theories as particular cases in the MUL2 software 2649.2 The MUL2 software for plates: FE solutions 2699.3 Analytical closed-form solution for the electromechanical analysis of plates 2769.4 Analytical closed-form solution for the electromechanical analysis of shells 2839.5 FE solution for electromechanical analysis of beams 2909.6 FE solution for electromechanical analysis of plates 296References 302Index 303