Abstract
Heat-induced, pressure-induced, and centrifugal force-induced axisymmetric exact deformation and stresses in a thick-walled
spherical vessel, a cylindrical vessel, and a uniform disc are all determined analytically at a specified constant surface
temperature and at a constant angular velocity. The inner and outer pressures are both included in the formulation of annular
structures made of an isotropic and homogeneous linear elastic material. Governing equations in the form of Euler-Cauchy
differential equation with constant coefficients are solved and results are presented in compact forms. For discs, three different
boundary conditions are taken into account to consider mechanical engineering applications. The present study is also
peppered with numerical results in graphical forms.