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Introduction to the mathematical theory of elasticity: Two-dimensional idealizations, plane stress and plane strain problems, equations of equilibrium, strain-displacement relations, constitutive relations, compatibility conditions, displacement and traction boundary conditions.
Two-dimensional problems in polar coordinates: General equations, problems of axisymmetric stress distribution, pure bending of curved bars, effect of circular hole, concentrated force on a straight boundary. Stress and strain problems in three dimensions: Principal stresses, principal strains, three-dimensional problems. Energy Theorems and Variational Principles of Elasticity, uniqueness of elasticity solution.
Introduction to plasticity: One-dimensional elastic-plastic relations, isotropic and kinematic hardening, yield function, flow rule, hardening rule, incremental stress-strain relationship, governing equations of elasto plasticity. Skip to main content. Toggle navigation. Theory of Elasticity and Plasticity. Course Code:. Year Taught:.
Program Offered:. Theory of Elasticity, Timoshenko,S. P and Goodier, J. Graw Hill, Singapore, Advanced Mechanics of Solids, Srinath, L. Ltd, Plasticity for Structural Engineers, Chen, W. F and Han, D. Related Academic Courses. Computational Fluid Dynamics. Advanced Computer Architecture. Livestock and Poultry Management.
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Analysis of Strain: state of strain at a point and notations, invariants, normal strain, shear strain, volumetric strain, strain components, strain-displacement relations, strain compatibility equations, some special states of strain. Unit 2 Equilibrium equations: Differential equations of equilibrium, Compatibility equations - stress strain relations for linearly elastic solid, Generalized Hookes law, stress function, anisotropic elasticity, composite elastic constants and Stress-strain relations for large elastic deformation. Two dimensional elasticity problems: Plane stress and plane strain - Simple two dimensional problems in Cartesian and polar co-ordinates, Airys stress function in rectangular and polar coordinates, Solution of axisymmetric problems: thick cylinders, curved bars, stress concentrations due to presence of a circular hole.
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School of Ayurveda Amritapuri. School of Dentistry Kochi. School of Pharmacy Kochi. College of Nursing Kochi. School of Medicine Kochi.
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PDF | This book is about Theory of Plasticity and metal forming. It is not a handbook rather intended as a textbook for the present and hopefully future | Find.Kettfrecocin1986 14.05.2021 at 21:33
Frontmatter Free access PDF PDF, i. FOREWORD Access restricted. Content is available PDF PDF, v. PREFACE Access restricted. Content is available PDF.