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Designing engineering components that make optimal use of materials requires consideration of the nonlinear static and dynamic characteristics associated with both manufacturing and working environments. The modeling of these characteristics can only be done through numerical formulation and simulation, which requires an understanding of the theoretical background and associated computer solution techniques. In this two-volume set, the authors provide a unified treatment of both the static and dynamics aspects of nonlinear solid mechanics and associated finite element simulation techniques. Alongside numerous worked examples and exercises are user instructions, program descriptions and examples for MATLAB computer implementations with source code available online. While this book is designed to complement postgraduate courses, it is also relevant to industry professionals requiring an appreciation of the way their computer simulation programs work.Read more
- Combines theory and finite element implementation in one text
- Assumes only beginning graduate-level knowledge and transitions the subject from Masters through to PhD level
- Contains numerous illustrative examples and more than 100 exercises
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- Date Published: June 2021
- format: Multiple copy pack
- isbn: 9781108900980
- length: 726 pages
- dimensions: 252 x 178 x 47 mm
- weight: 1.5kg
- contains: 163 b/w illus. 1 table 105 exercises
- availability: In stock
Table of Contents
Volume 1. Statics:
2. Mathematical preliminaries
3. Analysis of three-dimensional truss structures
5. Stress and equilibrium
7. Large elasto-plastic deformations
8. Linearized equilibrium equations
9. Discretization and solution
10. Computer implementation
Volume 2. Dynamics:
2. Dynamic analysis of 3-D trusses
3. Dynamic equilibrium of deformable solids
4. Discretization and solution
5. Conservation laws in solid dynamics
7. Space and time discretization of conservation laws in solid dynamics
8. Computer implementation for displacement-based dynamics
9. Computational implementation for the conversation law based explicit fast dynamics
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