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incompressible相关的网络例句

查询词典 incompressible

与 incompressible 相关的网络例句 [注:此内容来源于网络,仅供参考]

By using a similarity transformation, the Navier-Stobes equations in the cylindrical co-ordinates for the steady incompressible flow are reduced to an ordinary non-linear differential equation of the third order.

利用相似转换,将不可压缩流体,定常运动,柱坐标形式的纳非尔-斯托克司方程组简化为一三次非线性常微分方程,运用小参数法及适当边界条件求出此方程的解,结果表明,吸吮或吹注对流动的速度分布,沿流程压力下降和摩擦系数均有显著影响,其影响的大小,依赖于吸吮或吹注的性质,程度及二圆管的相对尺度。

In classic theory,it is held that, in Sobolev Space [H1]3, there is the upper bound of the norm of the constant rotating flow of the incompressible viscous fluid between two closed surfaces. It is inversely proportional to the viscosity of the fluid, and it will go to infinity when the viscosity goes to zero.

经典理论认为,不可压缩粘性流体定常旋转流在Sobolev空间[H1]3中的范数的上界与流体粘度成反比,随着流体粘度的减小,这一上界会无限地增大。

MSG and SG theory are generalized to compressible material based on a new decomposition of strain gradient tensor, because the original MSG and SG theories are only suitable for incompressible materials.

因为原先的MSG和SG理论只能适用于不可压缩材料,所以在重新分解应变梯度张量的基础上,本文把MSG和SG理论拓展到可压缩材料。

MSG and SG theory are generalized to compressible material based on a newdecomposition of strain gradient tensor,because the original MSG and SG theoriesare only suitable for incompressible materials.

因为原先的MSG和SG理论只能适用于不可压缩材料,所以在重新分解应变梯度张量的基础上,本文把MSG和SG理论拓展到可压缩材料。

Using Charent's pressure variable, two-phase, incompressible, immiscible flow in porous media is governed by a system of coupling nonlinear partial differential equations.

引入Charent压力变量,对于多孔介质中两相不可压缩流体的非混溶驱动问题,其模型表现为耦合的非线性偏微分方程组,一个是压力方程,另一个为饱和度方程。

In this dissertation, we focus on the incompressible surface obtained from theamalgamation of two 3-manifolds with torus boundaries and obtained some good results.

本文研究了由两个以环面为边界的3维流形作融合积所产生的3维流形中的不可压缩曲面,得到了一些良好的结果。

This numerical model, derived from viscid incompressible Navier-Stokes equations and finite volume method, aimed to solve the flow field around section undergoing prescribed vibration, and obtained aerodynamic forces series, with the ultimate objective to extract the flutter derivatives of the section.

该模型以粘性不可压Navier-Stokes方程和有限体积法为基础,通过求解作强迫振动的断面绕流场,由得到的气动力时程得到断面的气动导数。

The stream function-vorticity method has been used to simulate two-dimensional transient state of incompressible viscous flow.

采用流函数-涡量法对粘性不可压缩流体的二维瞬态流动进行模拟计算。

The paper presents a high accurate method for two dimensional incompressible viscous complex flow.

提出了一种求解二维不可压缩复杂流场的高精度算法。

High accurate domain decomposition method is developed for complex incompressible viscous flow.

高精度复杂流场分块耦合求解方法是我们提出并在计算上实现的不可压缩粘性流场高精度计算方法。

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