A distributed transfer function method for static and dynamic analysis
of general cylindrical shells is proposed. The distributed transfer f
unctions of a cylindrical shell, the Laplace transforms of the shell G
reen's functions, are first derived. Stepped shells composed of a fini
te number of serially connected shell segments are then synthesized us
ing these transfer functions. In this formulation, exact and closed-fo
rm solutions for various static and dynamic problems of cylindrical sh
ells under arbitrary boundary conditions and external loads are obtain
ed. Numerical examples are provided to show the efficiency and flexibi
lity of the transfer function method.