Использование итерационной теории изгиба ортотропных пластин при сосредоточенных температурных воздействиях

Abstract

The temperature moments caused by a concentrated ''bending'' heat source are determined on the base of the iterative theory for orthotropic plates. The solution is obtained by means of a two-dimensional integral Fourier transformation using the special G-function. The numerical investigations are devoted to estimating the correction introduced by the iterative theory for thin orthotropic plates in comparison with the classical theory.