New
Finite Element Modeling in Structural Mechanics,
Edition 1 From Bernoulli Beams to Reddy Plates with Examples in Excel, Mathematica and MatlabEditors: Edited by Eugenio Ruocco
Publication Date:
01 Jan 2027
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Description
Finite Element Modeling in Structural Mechanics: From Bernoulli Beams to Reddy Plates with Examples in Excel, Mathematica and Matlab presents a unique, energetic approach to derive governing equations for complex structural models. With practical computational codes in Excel, Wolfram Mathematica, and Matlab, you can explore numerous exercises by adjusting geometric, boundary, and loading conditions. Additionally, this resource covers key computational techniques that are often overlooked in other texts.Ideal for master's and doctoral students, as well as researchers, this guide equips you with the tools and knowledge needed to excel in advanced structural analysis and automated computation.
Key Features
- Deepens theoretical understanding by employing an energetic methodology to derive FEM equations
- Provides a robust and generalizable framework that surpasses traditional static approaches
- Bridges the gap between theory and practice by providing step-by-step guidance on developing FEM codes using accessible tools such as Excel, Mathematica, and MATLAB
- Equips readers with the skills needed to create and adapt their own computational tools for advanced structural analysis
- Includes one-dimensional Bernoulli, Timoshenko, and Reddy beam models and two-dimensional Kirchhoff and Mindlin plate theories
About the author
Edited by Eugenio Ruocco, Associate Professor of Structural Mechanics, University of Campania, Italy
1. Introduction
2. A historical overview of the Finite Element Method
3. Variational formulation of elasticity problems: the bar under axial loads
4. Two- and Three-dimensional Trusses
5. The Bernoulli beam
6. The Timoshenko beam
7. The Reddy beam
8. The Frames
9. The plate under axial loads
10. Kirchhoff, Mindlin, Reddy plates
11. Conclusion
2. A historical overview of the Finite Element Method
3. Variational formulation of elasticity problems: the bar under axial loads
4. Two- and Three-dimensional Trusses
5. The Bernoulli beam
6. The Timoshenko beam
7. The Reddy beam
8. The Frames
9. The plate under axial loads
10. Kirchhoff, Mindlin, Reddy plates
11. Conclusion
ISBN:
9780443456756
Page Count:
300
Retail Price
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Advanced undergraduate and master’s-level students, doctoral candidates, and researchers