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  equation for
    The equilibrium isotherms of CO adsorption were found to be close to the Freundlich equation for all zeolite A adsorbents, the adsorption of CO in P/P0<0.35 followed the Langmuir isotherm model, the heats of adsorption of CO on the adsorbent calculated by Vant Hoff equation and Clausius-Clapeyron equation were almost consistent.
    蕊0.35时吸附剂样品的CO吸附等温线可以由Langmuir单分子层等温吸附方程进行计算得到吸附平衡常数K; 由Vant Hoff方程与Clausius一Clapeyron方程所得到吸附热的结果较为一致。
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    In this paper a complete derivation of weighted residualintegral equation for the potential problems as applied to engineeringanalysis via Poisson equation is accomplished.
    借助泊松方程,对势场问题的加权余数积分方程进行了完整的推导。
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    The test data were fitted to obtain a regression equation for the relation of formaldehyde/resorcinol (M_F/M_R) mole ratio,RF resin/BSVP latex (m_(RF)/m_L) mass ratio and RFL mass fraction (A) to the properties of dipped polyester cord.
    拟合了配方中甲醛与间苯二酚的摩尔比(MF/MR)、RF树脂与丁苯吡胶乳的质量比(mRF/mL)和RFL浸渍剂质量分数(A)与浸胶帘线使用性能之间的回归方程,并对回归方程进行显著性检验。
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    The second-order slip model is adopted and the modified Reynold's equation for the gas flow is gotten.
    引入二阶滑移流边界条件对连续流的状态方程进行修改,得到滑移流机制下修正的雷诺方程。
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    APPLYING REGRESSIVE EQUATION FOR UNCERTAINTY EVALUATION
    利用回归方程进行不确定度评定
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    Simulation for the Two-dimensional Euler Equations on Adaptive Unstructured Grids
    在非结构自适应网格上对二维Euler方程进行数值模拟
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    Simulation of ship Wave Moment in Timedomain by a Variable Coefficient Differentlal Equation
    用变系数微分方程进行船舶波浪弯矩的时域模拟
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    Design of Parallel-Flow Multitubular Fixed Bed
    用动量方程进行平行流列管式固定床反应器设计
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    The equilibrium dissociation constant (Kd) and maximum binding capacity (Bmax) were calculated using the mathematical model of single site multi-point saturation method of Scatchard function and least-squares regression. Results: Kd was (0.61±0.04) nmol/L and Bmax was (830±344) sites/cell.
    结果:Kd为(0.61±0.04)nmol/L,Bmax为(830±344)结合位点数/细胞,对回归方程进行的显著性检验表明r=-0.980,P<0.01。
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    Ordinary differential equations with matrix form are given by Hankel transformation.
    对状态变量方程进行Hankel变换,将其转化为矩阵表示的常微分方程组.
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When the dissipative loss and nonuniformity terms don't exist, the multisoliton solutions are found and the corresponding Painleve II type equation for the variable-coefficient KdV equation is given.
      
An integro-differential equation satisfied by the expected value and a second-order differential equation for the Laplace transform of the expected value are derived.
      
Equation for the loss function, its parameters for different integrands in the quality criterion, and its interrelation with the Fokker-Planck-Kolmogorov equation for the auxiliary noncontrollable Markov processes are determined.
      
A decomposition procedure for the Sylvester equation for reducing the computational requirements of design is elaborated.
      
Precise Solution of the Algebraic Riccati Equation for One-Input Relaxation Systems
      
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A new integral equation for current distribution of a cylindrical antenna is de-rived. This is a one-dimensional Predholm equation of the second kind, and is different from the conventional Hallen equation in antenna theory. Emphasis is laid on the analysis of the current and magnetic field for an infinitely long antenna. It is found that our equation is more suitable for describing an actual antenna than the Hallen equation. Preliminary numerical computations for a finite antenna have been carried out. The...

A new integral equation for current distribution of a cylindrical antenna is de-rived. This is a one-dimensional Predholm equation of the second kind, and is different from the conventional Hallen equation in antenna theory. Emphasis is laid on the analysis of the current and magnetic field for an infinitely long antenna. It is found that our equation is more suitable for describing an actual antenna than the Hallen equation. Preliminary numerical computations for a finite antenna have been carried out. The results show that numerical computation using our equation is practical.

本文提出一个决定柱状天线电流分布的新的积分方程,这是一个一维的Fredholm第二类积分方程。它不同于天线理论中惯用的Hallen积分方程。本文着重分析了在天线为无穷长时,由两个方程所解得的电流和磁场,说明第二类积分方程比Hallen方程更适于描述天线的实际情况。还初步进行了有限长度天线的数值计算,结果表明用第二类积分方程进行天线的数值计算是可行的。

Characteristic equation for boundary conditions of cylindrical systems with corrugated wall is solved and characteristic values for various modes of HE11-HE15, EH11-EH15, TM0.1-TM0.16 are obtained. A family of curves, which are easy to use, are plotted, and from them single-mode operation areas for HE11, EH11 and TM0.1, which are quite useful for mode-selection design, are found, Practice has shown, that they can provide valuable data to design high-efficiency feeds.

本文对波纹壁圆柱系统的边界条件特征方程进行了求解,解出了HE_(11)~HE_(15)、EH_(11)~EH_(15)、TM_(01)~TM_(0,16)各模的特征值,绘制成了便于应用的曲线图,并据以绘制出了对选模设计十分有用的HE_(11)、EH_(11),TM_(01)各模的单模工作区。实践业已表明,它们对设计高效率馈源提供了很有价值的数据。

In the absence of the heat sources and the friction, the non-linear barotropic vor-ticity equation' in terms of two-dimensional Fourier series is integrated to 7 days using real weather data. The derivatives are evaluated in the spectral domain and the nonlinear terms are evaluated in the grid-point domain. In the calculation the fast Fourier transform is used. In the numerical experiments. It is shown that the integrations using the initial data with or without the 15th components of Fourier series do not show...

In the absence of the heat sources and the friction, the non-linear barotropic vor-ticity equation' in terms of two-dimensional Fourier series is integrated to 7 days using real weather data. The derivatives are evaluated in the spectral domain and the nonlinear terms are evaluated in the grid-point domain. In the calculation the fast Fourier transform is used. In the numerical experiments. It is shown that the integrations using the initial data with or without the 15th components of Fourier series do not show significant differences during the 4 days integration. The truncation errors in the non-linear vorticity equation with the truncated wave number of 14 are not significant up to 1 day integration, but the truncation errors grow rapidly after 2 days (integration.

不计热源及不计摩擦消耗的情况下,对非线性正压涡度方程进行二维Fourier变换,微商是在谱空间中计算,乘积是在物理空间中计算,使用快速Fourier变换,对天气实例做了七天的数值预报。从数值试验中看到:若只预报三、四天则初值的Fourier级数中取舍第15个波对预报图所产生的影响还是不大的。假如只预报一天则非线性涡度方程的自由度取到第14个波所产生的截断误差也是不大的,若预报二天以上则其截断误差会迅速增大。

 
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