Vibrations Of Continuous Systems

Catalog description

Theory of small oscillations of continuous systems. Love’s equations for thin shells, reduction to special cases of shallow shells, plates, beams, etc. Initial stresses; influence of shear; thermal excitation. Initial value problems; forced vibrations; structural damping. The dynamic Green’s function, impedance concepts; variational approaches. Experimental procedures, scaling, composite, and stiffened shells. Prerequisite: knowledge of one degree of freedom system vibrations. Typically offered Spring. View Class Schedule