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  “数值点”译为未确定词的双语例句
     The IC 50 values of midazolam combined with 1/4 and 3/4 IC 50 propofol located in the 95% confidence limits of theoretical additive line;
     1/4、3/4IC50 的异丙酚与咪达唑仑合用时的IC50 数值点落在理论上的相加等效线的95 %可信区间内 ;
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     the IC 50 values of midazolam combined with 1/2 IC 50 propofol located under the 95% confidence limits of theoretical additive line.
     1/2IC50 的异丙酚与咪达唑仑合用时的IC50 数值点落在理论上的相加等效线的 95 %可信区间的左下方。
短句来源
     For this consideration, the sensivitiy experiments are conducted to investigate the performances of the physical processes coupled in CWRF. On account of RegCM3 is the most popular regional climate model in China, a comparison between CWRF and RegCM3 simulation results is conducted and the conclusion is that CWRF has apparent superiority than RegCM3.
     由于RegCM3为目前国内广为应用的区域气候模式,因此在相同水平和垂直分辨率下,将CWRF的模拟结果与其进行对比研究,结果表明,无论对月平均降水的空间分布型式还是区域平均降水的逐日变化,CWRF对中国东部季风区降水的模拟明显优于RegCM3,同时CWRF较成功地消除了RegCM3模拟时大量出现的数值点风暴(NPS)。
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     We put forward a new method to identify the pore-fluid and its type directly using seismic applitude given multi-azimuth data, which finds that the distribution of numerical value on the plot of normalized applitude varying with different incidence and azimuth of target zone can ascertain the fluid type.
     本文提出了一种多测线条件下直接应用地震振幅识别裂隙流体及裂隙流体类型的新方法,发现分析不同方位角和不同入射角和炮检距的反射振幅响应构造目标层位归一化幅度图上的数值点分布就可以确定裂隙流体的类型。
短句来源
     It is shown after a series of numerical experiments that the pattern of rainfall as simulated by the model with a fine vertical resolution was better than the coarse one;
     数值试验结果表明: 细垂直分辨率模拟的降水分布优于粗分辨率模式, 但容易引起 “数值点暴雨”;
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     Three numerical examples further show the properties of our method.
     数值模拟进一步说明了这
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     Numerical Simulation of Multi-point Forming for Plate
     中厚板多成形数值模拟
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     The problems about grain are paid more and more close attention to the Wholeworld.
     问题。
短句来源
     The computational result is compared with G.
     数值结果和G.
短句来源
     (2) numerical simulation;
     数值模拟;
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  numerical point
In particular we study the case of a finite array of planes in the region of weak magnetic field, both from the analytical and the numerical point of view.
      
From the numerical point of view we provide an implementation of the renormalization method, which allows to process with high accuracy millions of sites (whenever necessary).
      
The procedure proves to be analytically simpler than the classical one and is more convenient from a numerical point of view.
      
It turns out that they converge absolutely and uniformly in wide regions of these complex planes and, from a numerical point of view, they can be used advantageoulsy to compute ?a(z) for intermediate and large values of |z|.
      
We study, from a numerical point of view, a thermal convection problem in a cylindrical annulus where a dynamic flow is imposed through a non-zero temperature gradient at the bottom.
      
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In this paper, a fifth-ordet accuracy Lagrangian compact differencing scheme for solving one-dimensional diffusion-convection equation numerically has been presented, and a sixth-order accuracy compact differencing scheme and its fast and efficient solving method have also been published. In this scheme a fifth degree Hermite polynomial in which the compact difference takes the place of derivative is used. Five typical and difficult numerical examples have been given, and the results are very good. Specially,...

In this paper, a fifth-ordet accuracy Lagrangian compact differencing scheme for solving one-dimensional diffusion-convection equation numerically has been presented, and a sixth-order accuracy compact differencing scheme and its fast and efficient solving method have also been published. In this scheme a fifth degree Hermite polynomial in which the compact difference takes the place of derivative is used. Five typical and difficult numerical examples have been given, and the results are very good. Specially, when the solution is smooth, the agreement between numerical results and the analytical solutions is quite satisfactory using this scheme with less nodes.

本文提出一种数值求解一维对流-扩散型方程的五阶精度的拉格朗日格式,同时提出了一种六阶精度的紧致差分格式和计算此差商值的快速有效的追赶法。本格式中采用五阶Hermite型插值函数,并以六阶精度的差商取代微商值。对五个典型而又较困难的实例作了数值计算,与精确解比较,效果很好,特别当其解比较光滑时,本格式只要用较少的数值点就能得到令人满意的结果。

In this paper, we use the isolated property of meromorphic function in distinct value and don't use the complicated Boutroux-Cartan theorem to get the Valiron basic theorem.

本文利用亚纯函数值点的孤立性,不使用复杂的Boutroux-Cartan定理,即得到Valiron基本定理的一种形式。

The present paper describes a simple method for solving the three-dimensional problem with arbitrarily shaped boundarics. Several numerical results obtained from the application of the method are presented for some two-dimensional domains. When the boundary conditions are prescribed (or the equation or the coordinates x and y), this simple method is also successful.

导出了对于不同形状三维物体实现边界曲面适应性正交网格的一种简易方法.对于其简化为二维情况时,在给出边界数值点或边界方程时均能得到满意的边界适应性网络,并给出了不同的算例

 
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