Mechanical Engineering
ME 6360: Boundary Value Problems in Linear Elasticity
Lecture - 4 credits
ND
EI
IC
FQ
SI
AD
DD
ER
WF
WD
WI
EX
CE
- Introduces the governing equations of linear isotropic elasticity and solves the boundary value problems associated with two-dimensional (planar) and three-dimensional elasticity.
- In two-dimensional elasticity, presents the use of Airy stress function in Cartesian and polar coordinates; asymptotic fields at discontinuities; forces and dislocations; contact and crack problems; and rotating and accelerating bodies.
- In three-dimensional elasticity, presents Galerkin and Papkovich-Neuber solutions; singular solutions; spherical harmonics; thermoelasticity; axisymmetric contact and crack problems; and axisymmetric torsion.
Introduces the governing equations of linear isotropic elasticity and solves the boundary value problems associated with two-dimensional (planar) and three-dimensional elasticity. Show more.