A textbook of finite element method / Pushpam Kumar Sinha.
Material type:
TextPublisher: New Delhi, India : S.K. Kataria & Sons, 2021Edition: First editionDescription: x, 230 pages ; 23 cmContent type: - text
- unmediated
- volume
- 9789350147139
- 620.00151825 Si649t 23
- TA347.F5 .S56 2021
| Item type | Current library | Shelving location | Call number | Copy number | Status | Date due | Barcode | |
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Main Library | Graduate School Library | GRD 620.00151825 Si649t 2021 (Browse shelf(Opens below)) | 1-1 | Available | 031957 |
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| GRD 620.001515 L510a 2020 Advanced continuum theories and finite element analyses / | GRD 620.00151825 K560i 2018 Introduction to finite element analysis and design / | GRD 620.00151825 K560i 2018 Introduction to finite element analysis and design / | GRD 620.00151825 Si649t 2021 A textbook of finite element method / | GRD 620.00285536 L811e 2019 An engineer's introduction to programming with MATLAB 2019 / | GRD 620.00285631 B838d 2019 Data-driven science and engineering : machine learning, dynamical systems, and control / | GRD 620.00420712 K123d 2020 Designing the future : how engineering builds creative critical thinkers in the classroom / |
Includes index.
Introduction -- Shape functions -- Variational approach of fem -- Beam element -- Two dimensional boundary value problems -- Time-dependent and eigenvalue problems -- Other approaches of fem.
"The book is an ideal textbook of one of the most popular numerical methods in engineering, the Finite Element Method (FEM). The book focuses on imparting the basic concept to the reader in a simplistic and illustrative manner, leaving the reader the freedom and with the capability to take his/her own understanding of the subject to an advanced level. The book opens in its first chapter with an introduction to the most widely adopted finite element formulation, the weak form Galerkin Finite Element Method. And thereafter takes the reader on a journey through variational approach of FEM, Two dimensional boundary value problems, time dependent and eigenvalue problems, least squares FEM, and Collocation FEM. Every chapter has at the end problems that, if solved, will instill the concept deep. Answers to some of the problems are also given"-- Back cover.
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