1) vertically integrated model
垂向二维模型
2) two-dimensional vertical
垂向二维
1.
A laterally-averaged two-dimensional vertical mathematical model is presented for the sediment transport in the macrotidal estuary using Galerkin finite element method.
采用四节点任意四边形等参单元,根据G a lerk in有限元法进行数值离散,建立了潮汐河口沿宽度积分平均的垂向二维泥沙数学模型。
2.
:A two-dimensional vertical finite element model of estuarine tidal flow has been established by laterally integrating Navier-Stokes equation.
应用变网格有限元方法，采用任意四边形等参单元，离散横向积分的 Navier-Stokes 方程，建立河口潮流垂向二维数学模型。
3) vertical two dimensional flows
垂向二维流动
1.
According to the particular sizes and boundary conditions of the experiments,the vertical two dimensional flows with free surface of weir flow were computed numerically.
根据物理实验的具体条件,应用基于RANS方程和VOF方法对堰流垂向二维流动进行了数值模拟。
4) vertically one-dimensional model
垂向一维模式
5) dual-dimension with four-direction evaluation mode
二维四向评价模型
1.
This author analyzes the main influence on speciality provision by various market environment and some relevant suggestions on the speciality provision in higher vocational school and explores the application of the dual-dimension with four-direction evaluation mode under the competitive conditions.
对于郭扬等提出的“二维四向评价模型”在市场竞争条件下的应用进行了探讨。
2.
The dual-dimension with four-direction evaluation mode provides a graphic tool to evalute the speciality provision of vocational education.
“二维四向评价模型”,为职业教育专业设置评价提供了一种图示工具。
6) two-dimensional model
二维模型
1.
Backwater calculation discussed by two-dimensional model;
应用二维模型对壅水计算的探讨
2.
The tubular reactor of Daqing naphtha pyrolyzer is simulated by a two-dimensional model.
对大庆石脑油裂解炉反应管用二维模型进行数学模拟。
3.
Numerical simulation indicates that,the two-dimensional model can give the flow details in LPC and describe the LPC interior-ballistic characteristic well and truly.
计算表明,基于二维模型的数值模拟,可以给出低压室内气体流动的细节,能够更准确地描述低压室内弹道特性;从导弹离筒速度和筒内行程等总体指标看,零维模型和二维模型的计算结果相差不大;二维模型的计算工作量大、耗时长,而零维模型的计算工作量相对较小、计算速度快,二者各有优势,目前不能也没有必要以二维模型完全替代零维模型。
补充资料：垂向分层理论
垂向分层理论
stratification theory of grains in vertical direction
ehuix旧ng feneeng Iilun垂向分层理论(stratifieation theory of grainsin vertieal direetion)对重选过程中矿粒群在介质中作垂向分层运动机理的阐释。在重选设备内堆置或铺置的动态矿粒群称作床层。借助介质的垂直流动、沿斜面流动或作回转运动使床层松散，是粒群发生分层转移的先决条件。分层是指矿物粒群按密度差形成不同的矿物层;颗粒的粒度以及形状对分层也有重要影响。对于分层的发生机理，曾经有过多种见解，但归纳起来不外两类观点。一类是动力学分层学说，认为分层是按个别颗粒在介质中的运动差异发生的(见自由沉降速度差分层学说、干涉沉降速度差分层学说);另一类是静力学分层学说，认为分层是粒群整体的内在不平衡因素引发的(见悬浮体密度差分层学说、位能分层学说和重介质分层学说)。前一类学说强调了流体动力对颗粒运动的影响，而忽略了颗粒间的静力作用;后一类学说的立论观点则忽视了流体动力对分层的影响，而将床层内颗粒或颗粒群间的静力差异视为分层的决定性因素。 (孙玉波)
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