Practical Programming of Finite Element Procedures for Solids and Structures with MATLAB®: From Elasticity to Plasticity - Softcover

Über die Autorinnen und Autoren

Salar Farahmand-Tabar is a structural engineering researcher and university lecturer. His research interests include computational mechanics, structural optimization, bridge engineering, and more. He strives to contribute to structure advancements through the practical use of computational intelligence and optimization in the field of computational mechanics, using programming languages such as MATLAB® and Python. He has published papers in international journals in the field, and collaborates with prestigious journals as a reviewer.

Kian Aghani contributes to the field of structural engineering as a lecturer and researcher, concentrating on computational mechanics, finite element (FE) procedures, structural analysis, and structure retrofitting. In addition, he works as an FE analyst, specializing in the FE modeling of structural members. He enjoys programming, such as writing Fortran, Python, and MATLAB® subroutines. He strives contributing to technological improvements in engineering by utilizing his skills as an accomplished programmer.

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Practical Programming of Finite Element Procedures for Solids and Structures with MATLAB®: From Elasticity to Plasticity provides readers with step-by-step programming processes and applications of the finite element method (FEM) in MATLAB®, as well as the underlying theory. The hands-on approach covers a number of structural problems such as linear analysis of solids and structural elements, as well as nonlinear subjects, including elastoplasticity and hyperelasticity. Each chapter begins with foundational topics to provide a solid understanding of the subject and then progresses to more complicated problems with supporting examples for constructing the appropriate program.

The book focuses on topics commonly encountered in civil, mechanical, and aerospace engineering, with special situations in structural analysis, 2D and 3D solids with various mesh elements, surface and body loading, incremental solution process, elastoplasticity, and finite deformation hyperelastic analysis each covered. Code that can be implemented and further extended is also provided.