STEP II: Mechanical Engineering Program
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COURSE #: ME 382 |
COURSE TITLE: Mechanical Behavior Of Materials |
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TERMS OFFERED: Fall, Winter. |
PREREQUISITES: ME 211: Introduction to Solid Mechanics. |
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TEXTBOOKS/REQUIRED MATERIAL: Mechanical Behavior of Materials by N. Dowling. Engineering Materials 2 by M. F. Ashby and D.R.H. Jones. |
COGNIZANT FACULTY: DATE OF PREPARATION: |
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COURSE LEADER(S): M. D. Thouless |
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CATALOG DESCRIPTION: Material microstructures, dislocations and defects; processing and mechanical properties of metals, polymers, and composites; heat treatment of metals; elastic, plastic, and viscoelastic behavior of materials, strain hardening; fracture, fracture mechanics, fatigue and multiaxis loading; creep and stress relaxation; materials-related design issues, materials selection, corrosion and environmental degradation of materials.
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COURSE TOPICS:
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COURSE OBJECTIVES*
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(numbers shown in brackets are links to department educational outcomes) To teach students:
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COURSE OUTCOMES*
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(numbers shown in brackets are links to course objectives) At the end of the course students should be able to: 1. Understand and explain how the properties of a material may be modified by processing and alloying [1, 2]. 2. Understand and explain how the modulus and density of a material are affected by bonding and atomic or molecular structure [1]. 3. Compare two or more competing failure mechanisms to determine which is design limiting [4, 5, 6]. 4. Interpret mechanical test data, including tensile/compression curves, fatigue-life diagrams, and creep curves [3]. 5. Interpret binary-phase diagrams to predict equilibrium microstructures [2]. 6. Understand and explain the role of kinetics in the development of non-equilibrium microstructures [2]. 7. Understand and explain the hardening mechanisms that occur in metallic alloys, and the heat treatments that allow these mechanisms to be realized [1, 2]. 8. Use von Mises and Tresca yield criteria to analyze an engineering component subjected to multi-axial loading [4]. 9. Use linear-elastic fracture mechanics to determine the effect that a crack will have on the structural integrity of components subjected to a static load [4, 6]. 10. Use Weibull statistics to calculate the probability of failure of brittle materials [3, 4, 6]. 11. Determine the lifetime of a component containing a crack that is subjected to cyclic loading or environmental loading [5, 6]. 12. Use a combination of S/N curves, Basquins Law, Goodman or Gerber relationship, and Miners' Law to predict fatigue life [5, 6]. 13. Understand design and inspection procedures for components subjected to cyclic loading [6]. 14. Determine the creep life of engineering components at elevated temperatures [5, 6]. 15. Understand the physical origin of various models for creep of metallic components [1]. 16. Use time-dependent properties of polymers in design calculations [4, 5, 6]. 17. Understand and explain the origin of temperature and time-dependent properties of polymers [1]. 18. Derive and use equations for the upper and lower bounds of the modulus of a composite [3]. |
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ASSESSMENT TOOLS |
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*The ABET99 Group suggests up to 6 objectives and 1-3 outcomes per objective.