gauss integral ring 高斯整数环
gauss integral formula gauss积分式
Gauss integral theorem 高斯积分定理
gauss-integral 高斯积分
the Gauss integral Gauss类积分
Gauss integral point 高斯积分点
gauss integral method 高斯积分法
gauss integral matrix 高斯整数矩阵
Gauss Integral method is populated due to its high algebraic accuracy in index calculation.
在指标计算中，高斯积分法以其代数精度高经常受到人们的青睐。
Singularity integral is one of the most serious problems in FEM, and this paper adopts gauss integral to deal with it.
奇异积分问题是边界元法最大的问题之一，本文采用高斯积分法来解决。
Having analyzed many factors, such as distance, Angle, element size, the number of gauss integral, etc., which have great effect on the gauss integral precision.
分析了距离、角度、单元尺寸以及高斯点个数等因素对积分精度的影响，提出了一套满足不同精度要求的积分判据。
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