Abstract: We analyzed and compared the asymptotic outer, inner and the matching solutions with the numerical
counterpart results of the eigen-value problem of a neo-Hookean elastic cylindrical shell of arbitrary thicknesses
subjected to an external hydrostatic pressure. In order to study thin-walled shells (i.e., a thin layer between the
two regions A1-1 = O(1) and A1-1 = O(1/n), where A1 and a1 are the inner radii of the shell before and after
deformation respectively on 0
Taherh Shokuhi, Majid Pazand and Nasrin Hamidi, 2016. Asymptotic Analysis of the Boundary Layerby Matching the WKB Solutions of the Inner and Outer Layers of a Neo-Hookean Cylindrical Shell. Research Journal of Applied Sciences, 11: 1545-1552.