EM 339 Advanced Strength of Materials
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Fundamentals, strain and deformation, linear elastic theory, elastic bodies: isotropous, anisotropic and orthotropic essential equations; St. Venant's classical theory of torsion: spheroidal bars, thin-walled open sections, thin-walled single-cell tubes, multi-cell thin-walled tubes; asymmetric bending and cross shear, shear flow and shear centre in thin-walled sections, nonlinear beam, shear deformation of beams, curved beams; stress concentration, beams on elastic foundations, introduction to malleability theory, and introduction to fracture mechanics.
By the end of the EM 339 Advanced Strength of Materials course, the scholars are going to be in a position to:
1. Analyze stresses and strains at a point: Remodel and strains, confirm principal stresses and strains and principal directions for 3D issues and analyze strain rosette information.
2. Use the elastic and orthotropic essential equations for establishing a relationship between 3D and strains.
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