Week 1: Fundamental principles for elastic stability, Approximate methods in elasticity, Strong and weak forms of GDE
Week 2: Variational method in elastic problems, Euler Lagrange equation for functional having different dependent variables, Principle of minimum potential energy, Rayleigh-Ritz method
Week 3: Stability of rigid body systems for one-degree-of-freedom model by using different approaches, Two-degree-of-freedom structural model for stability analysis, Snap-through model and model with imperfect geometry
Week 4: Weak form solution for column with different boundary conditions, Strong form solution for column with different boundary conditions, Elastically supported columns
Week 5: Elastically supported columns, Critical load of portal frames with different boundary conditions, Element stiffness matrix for beam-column, Stability analysis of frames by Matrix stiffness method/Finite element method
Week 6: Buckling of Euler column: Large deflection theory, Euler column with initial imperfection, Load deflection curve for beam-column: Equilibrium approach and energy approach, Elastic curve of beam-column
Week 7: Stability analysis of beam-columns, Three moment equation for continuous beam-column, Beam-column on elastic foundation
Week 8: St Venant torsion and non-uniform torsion, Torsional buckling, Torsional-flexural buckling, Rayleigh-Ritz method for torsional flexural buckling of column
Week 9: Introduction to plate buckling and small deflection theory, Critical load of plate using equilibrium and energy approach
Week 10: Buckling of plates with different end conditions: Energy approach and Galerkin's method, Buckling and post buckling behaviour of plate using F-w formulation, Shell buckling using small deflection theory
Week 11: Shell buckling: Solution of Donnell's equation, Shell buckling by using finite deflection theory, Post buckling of axially compressed cylindrical shell panel
Week 12: Buckling of rings, curved bars and arches, Inelastic stability analysis of column, Double modulus theory and tangent modulus theory
DOWNLOAD APP
FOLLOW US