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Spectral Element Method in Structural Dynamics - Lee, Usik
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Preface. Part One Introduction to the Spectral Element Method and Spectral Analysis of Signals. 1 Introduction. 1.1 Theoretical Background. 1.2 Historical Background. 2 Spectral Analysis of Signals. 2.1 Fourier Series. 2.2 Discrete Fourier Transform and the FFT. 2.3 Aliasing. 2.4 Leakage. 2.5 Picket-Fence Effect. 2.6 Zero Padding. 2.7 Gibbs Phenomenon. 2.8 General Procedure of DFT Processing. 2.9 DFTs of Typical Functions. Part Two Theory of Spectral Element Method. 3 Methods of Spectral Element Formulation. 3.1 Force-Displacement Relation Method. 3.2 Variational Method. 3.3 State-Vector Equation Method. 3.4 Reduction from the Finite Models. 4 Spectral Element Analysis Method. 4.1 Formulation of Spectral Element Equation. 4.2 Assembly and the Imposition of Boundary Conditions. 4.3 Eigenvalue Problem and Eigensolutions. 4.4 Dynamic Responses with Null Initial Conditions. 4.5 Dynamic Responses with Arbitrary Initial Conditions. 4.6 Dynamic Responses of Nonlinear Systems. Part Three Applications of Spectral Element Method. 5 Dynamics of Beams and Plates. 5.1 Beams. 5.2 Levy-Type Plates. 6 Flow-Induced Vibrations of Pipelines. 6.1 Theory of Pipe Dynamics. 6.2 Pipelines Conveying Internal Steady Fluid. 6.3 Pipelines Conveying Internal Unsteady Fluid. Appendix 6.A: Finite Element Matrices: Steady Fluid. Appendix 6.B: Finite Element Matrices: Unsteady Fluid. 7 Dynamics of Axially Moving Structures. 7.1 Axially Moving String. 7.2 Axially Moving Bernoulli–Euler Beam. 7.3 Axially Moving Timoshenko Beam. 7.4 Axially Moving Thin Plates. Appendix 7.A: Finite Element Matrices for Axially Moving String. Appendix 7.B: Finite Element Matrices for Axially Moving Bernoulli–Euler Beam. Appendix 7.C: Finite Element Matrices for Axially Moving Timoshenko Beam. Appendix 7.D: Finite Element Matrices for Axially Moving Plate. 8 Dynamics of Rotor Systems. 8.1 Governing Equations. 8.2 Spectral Element Modeling. 8.3 Finite Element Model. 8.4 Numerical Examples. Appendix 8.A: Finite Element Matrices for the Transverse Bending Vibration. 9 Dynamics of Multi-Layered Structures. 9.1 Elastic–Elastic Two-Layer Beams. 9.2 Elastic–Viscoelastic–elastic–Three-Layer (PCLD) Beams. Appendix 9.A: Finite Element Matrices for the Elastic–Elastic Two-Layer Beam. Appendix 9.B: Finite Element Matrices for the Elastic–VEM–Elastic Three-Layer Beam. 10 Dynamics of Smart Structures. 10.1 Elastic–Piezoelectric Two-Layer Beams. 10.2 Elastic–Viscoelastic–Piezoelctric Three-Layer (ACLD) Beams. 11 Dynamics of Composite Laminated Structures. 11.1 Theory of Composite Mechanics. 11.2 Equations of Motion for Composite Laminated Beams. 11.3 Dynamics of Axial–Bending–Shear Coupled Composite Beams. 11.4 Dynamics of Bending–Torsion–Shear Coupled Compos Technology Technology eBook, Wiley

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Spectral Element Method in Structural Dynamics - Lee, Usik
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[ED: Hardcover], [PU: JOHN WILEY & SONS INC], Spectral Element Method in Structural Dynamics is a conciseand timely introduction to the spectral element method (SEM) as ameans of solving problems in structural dynamics, wavepropagations, and other related fields. The book consists of threekey sections. In the first part, background knowledge is set up forthe readers by reviewing previous work in the area and by providingthe fundamentals for the spectral analysis of signals. In thesecond part, the theory of spectral element method is provided,focusing on how to formulate spectral element models and how toconduct spectral element analysis to obtain the dynamic responsesin both frequency- and time-domains. In the last part, theapplications of SEM to various structural dynamics problems areintroduced, including beams, plates, pipelines, axially movingstructures, rotor systems, multi-layered structures, smartstructures, composite laminated structures, periodic latticestructures, blood flow, structural boundaries, joints, structuraldamage, and impact forces identifications, as well as the SEM-FEMhybrid method. * Presents all aspects of SEM in one volume, both theory andapplications * Helps students and professionals master associated theories,modeling processes, and analysis methods * Demonstrates where and how to apply SEM in practice * Introduces real-world examples across a variety ofstructures * Shows how models can be used to evaluate the accuracy of othersolution methods * Cross-checks against solutions obtained by conventional FEM andother solution methods * Comes with downloadable code examples for independentpractice Spectral Element Method in Structural Dynamics can beused by graduate students of aeronautical, civil, navalarchitectures, mechanical, structural and biomechanicalengineering. Researchers in universities, technical institutes, andindustries will also find the book to be a helpful referencehighlighting SEM applications to various engineering problems inareas of structural dynamics, wave propagations, and other relatedsubjects. The book can also be used by students, professors, andresearchers who want to learn more efficient and more accuratecomputational methods useful for their research topics from allareas of engineering, science and mathematics, including the areasof computational mechanics and numerical methods. Versandfertig in 2-4 Wochen, DE, [SC: 0.00], Neuware, gewerbliches Angebot, offene Rechnung (Vorkasse vorbehalten)

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Spectral Element Method in Structural Dynamics
Autor:

Lee, Usik

Titel:

Spectral Element Method in Structural Dynamics

ISBN-Nummer:

Spectral Element Method in Structural Dynamics is a concise and timely introduction to the spectral element method (SEM) as a means of solving problems in structural dynamics, wave propagations, and other related fields. The book consists of three key sections.

Detailangaben zum Buch - Spectral Element Method in Structural Dynamics


EAN (ISBN-13): 9780470823743
ISBN (ISBN-10): 0470823747
Gebundene Ausgabe
Taschenbuch
Erscheinungsjahr: 2009
Herausgeber: John Wiley & Sons
454 Seiten
Gewicht: 0,930 kg
Sprache: eng/Englisch

Buch in der Datenbank seit 25.04.2011 19:56:27
Buch zuletzt gefunden am 21.06.2017 08:55:22
ISBN/EAN: 0470823747

ISBN - alternative Schreibweisen:
0-470-82374-7, 978-0-470-82374-3


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