(1) By resolving Poisson equation, the mathematical expression of the threshold voltage model of DMOS by radiation induced positive spatial charge is obtained.

(2) An efficient, self-consistent method of Monte Carlo and Poisson equation is used to simulate the electrical characteristic of deep submicron metal-oxide-semiconductor field effect Transistor(MOSFET).

(3) The Green's function for the Poisson equation in the domains bounded by two intersecting spheres with Dirichlet boundary conditions is presented.

(4) The linear triangular element method of the Poisson equation is considered in this paper.

(5) Based on Poisson Equation, an analytical model is proposed for the 2 dimensional surface electric field profile of the planar junction with a single step filed plate structure for the first time.

(6) The Schrdinger equation and Poisson equation are solved self-consistently to calculate the new two dimensional surface states.

(7) A kind of analytics for solving three-dimensional Poisson equation on the normal boundary condition has been put forward in this paper.

(8) Vlasov equation and generalized Poisson equation are used here to obtain the energies of oscillations in nuclei.

(9) According to Poisson equation, the expressions of the electric field intensity and the current density were deduced respectively.

(10) Three dimensional body fitted grid in a tangentially fired boiler is generated with poisson equation at computation domain and good results are achieved.

(11) In this paper, separation variable method is applied to solve a Fourier solution for the Dirichlet question in circle of poisson equation.

(12) The vorticity transport equation is solved by the two-stage Runge-Kutta method. The velocity Poisson equation is solved by LSOR method, then the non-divergence correction scheme is done to velocity.

(13) According to the basic idea of finite element method constructs computer procedure to solve the poisson equation .

(14) The energy band tailoring in AlGaN/GaN heterostructure by using polarization charge is investigated according to the self consistent solution of Schr dinger equation and Poisson equation.

(15) Computational unstructured grid is generated by advancing front method(), and the structured background gird is obtained by using multigrid technique to solve the Poisson equation.

(16) Under homogeneous conditions, the application of this equation may give a differential approximation of high order accuracy for Lapace equation, Poisson equation and heat conduction equation.

(17) In this paper, in the double barrier system , the bias tunnel current is calculated and obtained by self-consistently solving the Wigner Function Equation and Poisson Equation .

(18) The model is based on resolving the shallow-water equations by a finite differences method using the splitting-up technique to get a Poisson equation for the water surface level.

(19) We introduced volume fraction multigrid method to this parallel computing model to accelerate convergence rate of the pressure Poisson equation.

(20) In this paper author investigates a numerical method for the time independent equations of N-S type and pressure Poisson equation.

(21) The application of celular neural network ( CNN ) in solving Poisson equation is studied.