Titlebook: Introduction to Finite Element Analysis; A Textbook for Engin S. Unnikrishnan Nair,S. Somanath Textbook 2024 The Editor(s) (if applicable)

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書目名稱Introduction to Finite Element Analysis影響因子(影響力)學科排名




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書目名稱Introduction to Finite Element Analysis網絡公開度學科排名




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書目名稱Introduction to Finite Element Analysis讀者反饋學科排名

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S. Unnikrishnan Nair,S. SomanathCovers all the topics of finite element analysis.Consists of brief description about linear algebra and different approximation techniques.Consists of numerous step-by-step tutorials for quick underst

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Commonplace

Elementary Concepts in Elasticity,nics is essential. This chapter deals with the rudiments of solid mechanics, i.e. theory of elasticity in simple form. The vector notation is used in this treatment. Exercise problems are given at the end to make students grasp the concepts better through problem solving. References to additional reading material are also given.

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Finite Element Formulations,ring and classification of finite elements, it provides the mathematical formulations for computation of linear?stiffness matrix for Rod, Beam, Planar, Axisymmetric shell,Axisymmetric?solid, Plate, and Brick finite elements.

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Buckling of Column,aster than before.?This phenomenon is known as buckling.?This chapter provides closed form solution and finite element results for Euler column with different end conditions. Further it provides solution for general variation in sectional and material properties. For brevity linear variation in them are considered and provided in examples.

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污穢

Introduction,This chapter gives a brief introduction about finite element method. Closed form, analytical and finite element solution are derived for a beam with uniformly distributed pulling load. Finally, different numerical methods and its application domains are discussed.

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Linear Algebra,The practical implementation of finite element analysis usually involves extensive use of matrix algebra. The evaluation of integrals is an important task in finite element analysis and involves many operations on systems of equations such as addition, subtraction, inner products, matrix inversion, matrix decomposition, etc.