
Application of Numerical Methods in Engineering Problems using MATLAB®
- 278 pages
- English
- ePUB (mobile friendly)
- Available on iOS & Android
Application of Numerical Methods in Engineering Problems using MATLAB®
About this book
Application of Numerical Methods in Engineering Problems Using MATLAB® presents an analysis of structures using numerical methods and mathematical modeling. This structural analysis also includes beam, plate, and pipe elements, and examines deflection and frequency or buckling loads. The various engineering theories of beams/plates/shells are comprehensively presented, and the relationships between stress and strain, and the governing equations of the structure are extracted. To solve governing equations with numerical methods, there are two general types, including methods based on derivatives or integrals. Derivative-based methods have the advantage of flexibility in modeling boundary conditions, low analysis time, and a very high degree of accuracy. Therefore, the book explains numerical methods based on derivatives, especially the differential quadrature method.
Features:
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- Examines the application of numerical methods to obtain the deflection, frequency, and buckling loads.
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- Discusses the application of numerical methods for solving motion equations.
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- Includes numerous practical and applicable examples throughout.
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Information
Table of contents
- Cover
- Half Title
- Series
- Title
- Copyright
- Contents
- Preface to the First Edition
- Foreword
- About the Authors
- Acknowledgments
- Chapter 1 Basic Theories
- Chapter 2 Solution Methods
- Chapter 3 Buckling of Nanoparticle-Reinforced Beams Exposed to Fire
- Chapter 4 Dynamic Response of Nanofiber-Reinforced Beams Subjected to Seismic Ground Excitation
- Chapter 5 Buckling Analysis of Plates Reinforced with Graphene Platelets
- Chapter 6 Vibration Analysis of Agglomerated Nanoparticle-Reinforced Plates
- Chapter 7 Vibration Analysis of Plates with an NFRP Layer
- Chapter 8 Vibration Analysis of Plates Reinforced with Nanoparticles and a Piezoelectric Layer
- Chapter 9 Forced Vibration Analysis of Plates Reinforced with Nanoparticles
- Chapter 10 Seismic Analysis of Plates Reinforced by Nanoparticles
- Chapter 11 Stress Analysis of Shells Reinforced with Nanoparticles
- Chapter 12 Earthquake Response of Submerged Nanocomposite Shells Conveying Fluid
- Chapter 13 Vibration and Instability Analysis of Shells Reinforced by Nanoparticles
- Chapter 14 Dynamic Response of Nanocomposite Shells Covered with a Piezoelectric Layer
- Appendix A: The MATLAB Code for Chapter 4
- Appendix B: The MATLAB Code for Chapter 6
- Appendix C: The MATLAB Code for Chapter 7
- Appendix D: The MATLAB Code for Chapter 8
- Appendix E: The MATLAB Code for Chapter 11
- Appendix F: The MATLAB Code for Chapter 12
- Index