A. PART Work of external forces and deformation energy. Energy theorems of mechanics (virtual work principle , Betti-Maxwell theorem, Castigliano theorem). Plane stress condition. Elastic instability. Introduction to nonlinear analysis (Nonlinearity due to large displacements and nonlinearity due to material). Elastoplastic bending - elastoplastic torsion. B. PART Kinematics of point Kinematics of rigid bodies Differential equation of motion. Theorems of momentum change, angular momentume and kinetic energy. Conservative forces, dynamic energy, inertia force, principle D; Alembert. Lagrange equations.
G.B. = General Background, S.B. = special background, S.: Specialised.↩︎