Study of linear isotropic micro-polar plate in an asymptotic approach

Linear micro-polar plate theory in an asymptotic approach is a two-dimensional approximation of three dimensional Cosserat theory. It was originally developed by Eringen. The current paper deals with the study of this type of plate theory with some modifications and an attempt has been made to develop a higher-order plate theory, especially third-order plate theory and to express the solution of the plate equations under that theory as a function of the solution of the equations of first-order micro-polar plate theory, which have already been well-discussed.