1·The linear triangular element method of the Poisson equation is considered in this paper.
本文作者讨论的是泊松方程的线性三角元法。
2·A numerical solution method named section-by-section method was introduced to solve the Poisson equation.
提出了分段计算求解泊松方程的数值计算方法。
3·Vlasov equation and generalized Poisson equation are used here to obtain the energies of oscillations in nuclei.
本文用符拉索夫方程和广义泊松方程得出原子核内具有特征振荡。
4·The Schrdinger equation and Poisson equation are solved self-consistently to calculate the new two dimensional surface states.
从薛定谔方程和泊松方程的自洽计算中得到了新的二维表面态。
5·In order to keep the divergence of velocity being zero, a special treatment of divergence term in Poisson equation is proposed.
为使速度散度保持为零，在泊松方程中给速度散度一个特殊的处理。
6·In this paper author investigates a numerical method for the time independent equations of N-S type and pressure Poisson equation.
本文研究了定常n - S型方程和压力泊松方程的耦合求解。
7·A kind of analytics for solving three-dimensional Poisson equation on the normal boundary condition has been put forward in this paper.
本文提出了在规则边界条件下，求解三维泊松方程的一种解析解法。
8·The Green's function for the Poisson equation in the domains bounded by two intersecting spheres with Dirichlet boundary conditions is presented.
给出了在狄利克雷边界条件下，由两个相交球面围成的区域中泊松方程的格林函数。
9·By resolving Poisson equation, the mathematical expression of the threshold voltage model of DMOS by radiation induced positive spatial charge is obtained.
求解泊松方程，由此给出dmos辐照正空间电荷阈值电压模型表示式。
10·A study is presented on the potential profile between planar plane capacitors by constructing electronic spread launch model and analytically solving Poisson equation.
通过建立电子的离散发射模型并解析求解泊松方程，研究了两平行板电容器之间电子发散注入时电势的分布情况。