Having completed this course, the student will be able to:

• Understand the three-dimensional tensor analysis of stress and strain concepts.
• Understand the stress-strain relations (isotropic, orthotropic, and anisotropic materials).
• Stress-strain-temperature relations and determinate and indeterminate.
• Failure criteria (Tresca, Von Mises, Maximum stress, Mohr-Coulomb)
• bending of beams (multi-material beams)
• Curved beams
• Unsymmetrical bending, thin-walled beams
• Energy methods: Stationary strain energy, Minimum complementary strain energy method
• Virtual work analysis (rigid bodies and deformable bodies), problems in deflection analysis of beam, truss, and frame structures
• Indeterminate truss and frame problems
• Dynamic and impact loading
• Understand torsion of noncircular sections.