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1)  axisymmetric coordinate system
轴对称柱坐标系
1.
To more accurately solve axisymmetric fluid flows with interfaces,Youngs method for axisymmetric coordinate systems is developed.
根据流体体积分数的定义 ,在直角系Youngs算法的基础上 ,通过引入修正系数 ,可以方便地实现Youngs算法在轴对称柱坐标系中的应用 。
2)  axisymmetric coordinate
轴对称坐标系
1.
Based on the value range for Prandtl number suggested by experiments,how different values of Prandtl number affecting the simulated results was studied qualitatively by using a k-ε model under axisymmetric coordinate.
本文在已有实验推荐的取值范围的基础上,采用圆柱轴对称坐标系下的k-ε模型,研究了不同紊动普朗特数取值对数值模拟结果逼近真实值的影响程度。
3)  axisymmetrical coordinate
轴对称坐标
4)  symmetric coordinates
对称坐标
5)  cylindrical coordinates
柱坐标系
1.
Solving axially symmetrical electrostatic field in cylindrical coordinates;
在柱坐标系中求解轴对称的静电场
2.
The Fourier transformations about the azimuthal angle and Hankel transformation about the radial direction have been used to convert the basic equations of elasticity into a non-homogenous first-order ordinary differential equation system in cylindrical coordinates.
在柱坐标系下,利用关于方位角的Fourier变换及关于径向的Hankel变换,将弹性力学基本方程组转化为非齐次的一阶常微分方程组的标准形式。
3.
Based on SIMPLE algorithm, Navier-Stokes equations under threedimensional cylindrical coordinates were solved by using the special mesh method to eliminate the singularity at the axis, thereby the computation of three-dimensional turbulent fluid flow in cylindrical reactors can be performed on personal computer and the program developed can be applied in many fields.
本文以SIMPLE算法为基础并采用特殊网格方法消除柱坐标系极点奇异性,通过对Navier-Stokes方程进行数值求解实现了圆筒形反应器内三维湍流流动的计算。
6)  Cylindrical coordinate system
柱坐标系
1.
This paper derives the expression of speed and acceleration in orthogonal curvilinear coordinate by using elementary geometry and infinitesimal calculus knowledge and gave the specific expression in cylindrical coordinate system and spherical coordinate system.
最后给出柱坐标系和球坐标系中速度和加速度的具体表达式。
补充资料:轴对称
也称“线对称”。如果把一一个图形沿着某一条直线折过来,它能与另一个图形重合,那么称这两个图形关于这条直线成轴对称。这条直线称为对称轴。如果两个图形关于某直线成轴对称,那么对应点的连线被对称轴垂直平分。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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