An exact symplectic geometry solution for the static and dynamic analysis of Reissner plates Original Research Article

From the mixed variational principle, by selection of the variables and its dual variables, the Hamiltonian canonical equation for the statics and dynamics analysis of Reissner plates is derived, so it leads the problem to the mathematical frame of symplectic geometry and its algorithms, and the exact solution for the arbitary boundary conditions is also derived by the adjoint ortho-normalized symplectic expansion method.