“…Seth's transition theory does not acquire any assumptions like the yield condition, incompressibility condition, and thus poses and solves a more general problem from which cases pertaining to the above assumptions can be worked out. This theory utilizes the concept of a generalized strain measure and asymptotic solution at critical points or turning points of differential equations defining the deformed field and has been successfully applied to a large number of problems (Seth, 1962(Seth, , 1966Thakur, 2011Thakur, , 2014Thakur et al, 2016Thakur et al, , 2017. Seth (1962) defined the concept of generalized strain measures as…”