“…Review of the literature indicates that the researchers have given a great attention to the nonlinear problems in a corrugated circular plate, analytically and numerically, based on two nonlinear bending theories: isotropic shallow shell theory [3,4] and anisotropic plane plate theory [5,6]. These efforts have covered various aspects of the nonlinear problem with regard to a corrugated plate, including the vibration [7,8], bending [9,10], and stability [11]. Generally, the nonlinear bending theory of plates based approach is applicable to corrugated circular plate with dense corrugations of various types, while the shells based way proves to be independent of the density of corrugations [4,12].…”