The object
of this paper is to determine the stresses in hollow
inhomogeneous elastic conical body caused by inner and outer pressures applied to its mantles. It is
assumed that the nonhomogeneous elastic material is incompressible, that is the Poisson’s ratio is
0.5. An analytical method is developed to solve
the boundary value problem of elastic equilibrium. Two types of nonhomogeneity are considered, first case is the layered conical body and the
second case deals with the functionally gradient
material (FGM).
The object
of this paper is to determine the stresses in hollow
inhomogeneous elastic conical body caused by inner and outer pressures applied to its mantles. It is
assumed that the nonhomogeneous elastic material is incompressible, that is the Poisson’s ratio is
0.5. An analytical method is developed to solve
the boundary value problem of elastic equilibrium. Two types of nonhomogeneity are considered, first case is the layered conical body and the
second case deals with the functionally gradient
material (FGM).