A re-visit of a cylindrically anisotropic tube subjected to pressuring, shearing, torsion, extension and a uniform temperature change (Q1577289)

A class of general solutions of linear homogeneous cylindrically anisotropic elastostatics that depend on the radial coordinate only is obtained to analyze an elastic state of a circular tube subject to pressuring, shearing, torsion, extension, and a uniform temperature change. The reviewer notes that figures 1 and 2 do not match the text as the angle \(\theta\) and the shear stress \(\sigma_{r\theta}\) in these figures should read \(\phi\) and \(\sigma_{r\phi}\), respectively.