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dimensional equation相关的网络例句

查询词典 dimensional equation

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

In the following chapters, a set of three-dimensional mathematical models involving the heat transfer of the coolant turbulent flow and heat conduction coupling, which is applicable in engineering, was established according to currency N-S control equation, the SIMPLER algorithm in an unstaggered grid system, SMART scheme and k- e turbulence model are used in the flowfield ; The method of whole-field dispersed and solved are appled in the temperature field.

流场计算中,采用同位网格上的SIMPLER算法和低雷诺数κ-ε湍流模型,对流扩散项采用SMART格式离散;温度场计算中采用整场离散,整场求解。

The other one retrieves vertical velocity from the reflectivity using statistical algorithm and assimilates the vertical velocity taking Richardson's equation as observational operator. It is found that the vertical velo city derived by the former is usually too weak while the later gets the distinct three dimensional convective structure of meso-scale system with strong vertical velocity.

其一是采用Richardson方程通过水平风场、温度和气压来对垂直速度进行诊断,其二是利用统计方法由观测的反射率因子反演出垂直速度后,再采用Richardson方程作为观测算子对反演的垂直速度进行同化。

Based on the derived solutions, the nonpropagating light solitons(temporal light soliton and bight-dark pulse light soliton), propagating light solitons, and the neutralisation phenomena of light-solitons were constructed.

标 签 非线性光学联立薛定谔方程改进的映射法光孤子中和现象 nonlinear optics (1+1)-dimensional related to Schrdinger equation improved Riccati mapping approach light soliton the neutralisation phenomena

All these work are finished above the study of abundant interrelated literatures.b Two-dimensional Poisson equation is solved by both Chebyshev Tau method and Chebyshev Galerkin method, the numerical uncoils are compared with the exact one.

对于二维Poisson方程边值问题,本文分别推导了Chebyshev Tau方法和Chebyshev Galerkin方法的计算公式,实现了相应的数值模拟。

The Update Lagrangian formulations of deck beam finite element in transverse stripe are induced based on the three-dimensional continuum virtual work incremental equilibrium equation, and the effect of large deformation is taken into consideration.

基于三维连续体的虚功增量方程,导出了横向条带板段单元的UL列式,并考虑了板段单元位形变化的影响。

A high-speed camera is used to visualize the flow structures,and Laser Doppler Velocity is employed for velocity measurement.The osculations are conducted on the two-dimensional hydrofoil section,based on a single-fluid model of the cavitation:the liquid/vapor mixture is considered as a homogeneous fluid whose eompsition is regulated by mass tranfer equation.The RNG k-ε turbulence model with modified eddy viscosity coefficient is used for computing,and the coefficient is related to the vapor and liquid densities in cavitated regions for simulating the cavitating flow.

实验采用高速录像技术观察了云状空化随时间的结构变化,应用 LDV 测量了云状空化条件下翼型周围的速度分布;采用 N-S 方程和基于空泡动力学方程的空化模型计算了绕水翼云状空化流场,湍流模型采用了 RNG k-ε方程,为了改善空化流动的计算精度,引入了一种与空化区域水汽相密度相关的系数,对湍流涡黏性系数进行了修正。

The osculations are conducted on the two-dimensional hydrofoil section,based on a single-fluid model of the cavitation:the liquid/vapor mixture is considered as a homogeneous fluid whose eompsition is regulated by mass tranfer equation.The RNG k-ε turbulence model with modified eddy viscosity coefficient is used for computing,and the coefficient is related to the vapor and liquid densities in cavitated regions for simulating the cavitating flow.

实验采用高速录像技术观察了云状空化随时间的结构变化,应用 LDV 测量了云状空化条件下翼型周围的速度分布;采用 N-S 方程和基于空泡动力学方程的空化模型计算了绕水翼云状空化流场,湍流模型采用了 RNG k-ε方程,为了改善空化流动的计算精度,引入了一种与空化区域水汽相密度相关的系数,对湍流涡黏性系数进行了修正。

In Chapter three, we mainly discuss the numerical method of the one dimensional nonlinear Schr〓dinger equation

在第三章中,主要结果是针对色散系数σ依赖于时间且仅属于有界、可测情形的一维非线性薛定谔方程

Furthermore, using standard k-ε double equation turbulence model, it simulates the three-dimensional water movement of the circular and pier shaped cylinder measuring flumes, and makes researches on the discharge coefficient of the cylinder measuring flumes in the larger range.

用标准κ-ε双方程紊流模型,数值模拟圆柱形和桥墩形量水槽三维水流运动,在更大的范围内研究圆柱形和桥墩形量水槽流量系数的变化规律。

A three-dimensional light plane equation measurement model is derived.

给出了单色三维测量模型――三维光平面方程测量模型,提出了全新的测量系统参量的快速标定方法,并制作了标定靶标。

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