Simulated results show this discretization error cannot be neglected.
模拟计算结果表明，该离散化误差不能忽略。
This paper analyses some important factors which cause discretization error in linear eddy-current problems by the finite element method.
本文以一个典型二维涡流场问题作为计算实例，分析了■有限元法求解线性涡流场时产生离散误差的主要因素。
A new numerical method for the fractional integral that only stores part history data is presented, and its discretization error is estimated.
提出了一种只需要存储部分历史数据的分数积分的数值计算方法，并给出了误差估计。
About the large deformation description, a multi floating coordinate system is adopted. It can effectively reduce the error of discretization.
对于大变形问题，采用了多浮动坐标系的分段描述，有效地降低了离散化误差，提高了模型的精度。
Given the stability, error estimate of full discretization for the linear equation.
给出该线性方程全离散的稳定性和误差估计。
In fact, any numerical discretization method has truncation error and there's no need to treat the difference equations as equality constraint.
事实上，由于任何数值离散方法均存在截断误差，将其作为等式约束是没有必要的。
My research concentrates on discretization of model optimal control problem , development of the posteriori error estimator and designment of efficient solver for discrete optimal control problem.
我的研究在于为模型最优控制问题提供离散方案，进行误差估计以及设计快速求解算法。
My research concentrates on discretization of model optimal control problem , development of the posteriori error estimator and designment of efficient solver for discrete optimal control problem.
我的研究在于为模型最优控制问题提供离散方案，进行误差估计以及设计快速求解算法。
应用推荐