Continuum mechanics
Welcome to this learning project about continuum mechanics!
Introduction
editTopic of continuum mechanics deals with the basics equations of motion that governs the mechanics of both solid and fluid objects in nature.
Project metadata
editEducational level: this is a tertiary (university) resource. |
Subject classification: this is an engineering resource. |
- Suggested Prerequisites:
- Time investment: 6 months
- Portal: Engineering and Technology
- School: Engineering
- Department: Mechanical engineering, Civil engineering, Aeronautical engineering, Applied mechanics
- Level: Senior year undergraduate and graduate students
Content summary
editThis is an introductory course on the continuum mechanics of materials. Small deformation theory is generalized for finite deformation scenarios and applied for both solid and fluids.
Goals
editThis learning project aims to.
- provide the mathematical foundations of continuum mechanics
- expose students to extension of small deformation theory into the finite deformation regime in solids and fluids
Contents
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Syllabus and Learning Materials
edit- Mathematical Preliminaries
- Kinematics
- Stress measures and stress rates
- Balance laws
- Constitutive relations
- Thermoelasticity
- Nonlinear Elasticity
- Plasticity
- Viscoplasticity
- Viscoelasticity.
Tests and Quizzes
editTextbooks and References
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Textbooks
edit- Continuum Mechanics by A.J.M Spencer, Dover Publications, 2004
- Introduction to the Mechanics of a Continuous Medium by L.E. Malvern, Prentice-Hall, 1969
References
edit- Mathematics:
- R. M. Brannon (2004), Elementary Vector and Tensor Analysis for Engineers.
- R. M. Brannon (2004), Curvilinear Coordinates.
- A.P.S. Selvadurai (2000), Partial Differential Equations in Mechanics 1,2. Springer