discretization

The discretization of BIE is based upon constant elements.

边界积分方程的离散基于常数元模式.

Cartesian coordinate velocity is taken as the primary variable to simplify the discretization equation.

选用笛卡尔速度分量作为动量方程的求解变量,易于简化离散方程的形式.

This paper proposes a new discretization algorithm for continuous attributes to incomplete information systems.

针对不完备信息系统提出了一种新的粗糙集离散化算法.

The governing equations are discretization with non - staggered grid by means of finite volume method.

介绍一种在非交错网格上,求解非正交曲线坐标系下的流动控制方程的方法.

The triangular meshes of three dimensional curved surfaces are generated by development and discretization surfaces.

通过对曲面的扩展及离散,生成三维曲面的三角形网格.

Rough set theory has been successfully applied in data discretization.

粗集理论已经成功地应用于数据离散化.

And the applications of solving the two mathematical models with the domain discretization BEM are studied.

研究了区域剖分边界元方法在求解这两类数学模型时的应用.

Focused on a posteriori error estimates for a finite volume discretization of an elliptic problem.

引言有限元后验误差估计和超收敛性质在有限元计算中具有重要的实际意义.

So the discretization on the fine - grid space become linear.

这使得原问题在细网格上就变成了线性方程.

In this paper a discretization algorithm based on importance of cut point.

提出一种基于断点重要性的离散化算法.

We present an appropriate compromise between two kind methods of discretization.

属性离散化的方法可以分为两类:局部方法和全局方法.

Focused on a posteriori error estimates a finite volume discretization of an elliptic problem.

给出了二阶椭圆型方程的非协调有限体积法的后验误差估计.