1) Gaussian quadrature
高斯型求积
1.
The results of numerical computation reveal that the adoption of 2×2 Gaussian quadrature can satisfy both accuracy and efficiency requirements for computation of induced velocity and hydrodynamic forces.
首先阐述了基于四边形面元几何特性的二重高斯型求积公式 。
2.
In this paper,the double Gaussian quadrature formula based on quadrilateral panel s geometrical peculiarity is illuminated and then its application for calculating the induced velocity in panel center and the hydrodynamic forces is discussed.
本文首先阐述了基于四边形面元几何特性的二重高斯型求积公式。
2) Gaussian quadrature
高斯求积
1.
Computation of Green s tensor integrals for electromagnetic problems using Gaussian quadrature and continued fraction;
利用高斯求积和连分式展开计算电磁张量格林函数积分
3) double-Gauss quadrature
高斯求积组
4) Gaussian integration method
高斯求积法
5) Gauss-Laguerre quadrature
高斯-拉盖尔求积
6) Gaussian quadrature formulas
高斯求积公式
1.
These extensions lead to generalized Gaussian quadrature formulas which have high algebraic precision.
这一推广导出了具有高阶代数精度的广义高斯求积公式。
补充资料：高斯型谱带
分子式：
CAS号：
性质：用高斯函数描写的一类带型，可写成：F(ν-ν0)=(a/)exp[-a2(v-v0)2]式中a-1与带宽成比例，v0为谱带峰高极大处的频率
CAS号：
性质：用高斯函数描写的一类带型，可写成：F(ν-ν0)=(a/)exp[-a2(v-v0)2]式中a-1与带宽成比例，v0为谱带峰高极大处的频率
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条