A closed-form approximate solution is obtained for the bending of a re
ctangular Reissner plate with clamped edges. The governing equations a
re written in terms of displacement and rotations that yield a system
of three second-order, partial differential equations. The solution pr
ocedure is based on the utilization of the extended Kantorovich method
(EKM) to convert the governing system of equations into two systems o
f three second-order, ordinary differential equations. The solution to
these equations is accomplished in closed form in every iteration. To
show the validity of the analysis, the results are compared with the
finite-element solutions.