Using symplectic discretizations for the multi-symplectic structure,a multi-symplectic algorithm is obtained.

Based on multi-symplectic idea,the generalized multi-symplectic integrator method is presented to solve dynamic response of bridges subjected to moving loads.

The symplectic algorithm method for Hamiltonian matrix eigen problem;

Compare about Energies Error of Symplectic Algorithm for the Secular Evolution of Celestial Bodies;

Horn Antenna Aperture Field Based on Hamilton Architecture and Symplectic Algorithm;

Because of DNA s super-long property,its structural analysis requires a long time computation,a symplectic method is introduced to numerically simulate the structural features of DNA,which shows a good structural preserving property.

The symplectic method is applied to solve numerically the 1D time-dependent Gross-Pitaevskii(GP) equation.

The dynamic properties of one-dimensional cubic nonlinear Schrdinger equation and drifting of the solution pattern are investigated numerically by using the symplectic method with different nonlinear parameters in the perturbation initial condition.

The Application of Symplectic Schemes in the Time-domain Electromagnetics Scattering Computations;

A new scheme for approximating the solution of 2D Maxwell′s equations using the symplectic scheme is introduced.

In this paper,the classical trajectories of a diatomic macular N2 in strong laser field are calculated by symplectic scheme,which makes the results believed by others.

Semi-analytical finite element method of symplectic algorithm for wave propagation problem;