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MCE 571 Theory of Elasticity I
Fall 2009 Professor M.H. Sadd, 208 Wales, X5548, sadd@egr.uri.edu Prerequisite: CVE 220, Senior or Graduate Standing |
Text Elasticity: Theory, Applications & Numerics, Second Edition, by M. H. Sadd, Elsevier, 2009.
Course Objective and Structure
The course will
provide a basic treatment of the formulation of linear elasticity theory and
its application to problems of stress and displacement analysis. The
fundamental field equations will be developed including strain energy
concepts. Applications will involve the solution to problems of
engineering interest including two-dimensional problems of plane strain and
plane stress, fracture mechanics, torsion, bending and stress concentration, and an
introduction to three-dimensional solutions. MATLAB or equivalent software will be used to evaluate and plot particular solutions.
Course Outline
Mathematical Preliminaries
Deformation: Displacements and Strains
Stress
Material Behavior - Linear Elastic
Solids
Formulation and Solution Strategies
Strain Energy and Related Principles
Two Dimensional Formulation
Two Dimensional Problem Solutions
Extension, Torsion and Flexure of
Elastic Cylinders
Introduction to Three Dimensional Problems
Grading Procedure
Homework - 30%
Mid-Term Exam - 20%
Final Exam - 30%
Project - 20%
Note on Collaboration: Students are encourage to study and work on homework assignments together. Such group activities can lead to productive forms of learning. However, all assignments to be turned in for grading should represent your own work. Submitting work directly copied from another individual or website is plagiarism and is unacceptable. Details on academic integrity can be found at URI Academic Integrity Policy,
| Downloadable MATLAB Files | Project Description and Topics | Textbook Errata |
Any student with a documented disability is welcomed to
contact me and request accommodations. More information can be found at the Disability Services
Student Office at 874-2098 (www.uri.edu/disability_services)