1) the section Gauss numerical integration method
截面高斯积分法
1.
Based on the plane assumption and the section Gauss numerical integration method of member analysis,the simple formula of section stiffness for RC members with irregularly shaped section was derived,and the element tangent stiffness matrix of RC members with irregularly shaped section was developed using virtual work.
基于杆件分析的平截面假设和截面高斯积分法,应用钢筋和混凝土材料本构关系非线性,推导出不规则截面钢筋混凝土梁柱单元的截面刚度矩阵,进而通过虚功原理建立钢筋混凝土梁柱单元切线刚度矩阵;并采用弧长增量迭代法求解非线性方程组,编制不规则截面钢筋混凝土梁柱结构的数值分析程序。
2) Gaussian integral method
高斯积分法
1.
Gaussian integral method is used to calculate the value of damage,and the validity of the model has been verified preliminarily.
在计算损伤时采用精度较高的高斯积分法,通过对3种不同的三轴比例加载下损伤的研究,初步验证了模型的有效性,且模型形式简单,精度高,便于应用。
3) Gauss area numerical integration
高斯面积积分
4) Gaussian quadrature
高斯求面积法
5) integral cross section
积分截面
1.
Differential and integral cross sections for H~++D_2(v=0,j=0) at 0.5 eV;
0.5eV时H~++D_2(v=0,j=0)反应的微分、积分截面
6) Gauss integral method
高斯积分方法
1.
The integral of Bessel function in infinite complex filed is easily resolved by the Gauss integral method.
引进高斯积分方法来计算无穷复数域的Bessel函数积分,方便地解决了这类积分问题。
补充资料：高斯消去法
见消元法。
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