first approximation的例句大全

The simplified first-order approximation coupling ( SFOAC) model which neglects the effect of axial deformation of the blade is also studied.

在一次近似耦合模型中，如果忽略纵向变形，就得到了一次近似简化模型。

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His paper studies the degree of approximation of bounded function with discontinuity of the first kind and functions of bounded variation of order p by Meyer Konig Zeller operators Mn ( f, x). The result of [ 1] is extended and improved.

本文研究Meyer Konig Zeller算子Mn（f，x），对有界函数和p阶有界交差函数在第一类间断点的逼近度，推广和改进了文〔1〕的结果。

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In the first section it is proved that Weierstrass's approximation theorem in read analysis is hold in function spaces endowed with set-open topology.

在第一节中证明了实分析中著名的Weierstrass逼近定理在赋予集开拓扑的函数空间中成立。

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The approximation method is used in first and second order linear time invariant ( LTI) system which draws some conclusions on jitter characters.

然后将该近似算法应用于线性时不变一阶电路和二阶电路，得出输出抖动的一些特性。

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The differential interference angle of Λ-Related Quantum Interference of 1 Π-state diatom was presented to measure the degree of coherence, by using the first order Born approximation of time-dependent perturbation theory.

作者文运用含时微扰的一级波恩近似理论，提出了衡量干涉程度的1П态双原子分子中关于∧量子干涉的微分干涉角。

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The first-order approximation formulae, numerical calculation and experiential formulae methods were used to analyze the photochromic properties of materials and fit the transmission kinetic curve, the photochemical reaction constant γ of different wavelengths were obtained.

采用一阶近似、数值计算和经验公式拟合的方法对光致变色特性进行理论分析和实验曲线拟合，得到了光反应速率常数γ拟合值。

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Ridgelet trans-form proposed by Candes can obtain the optimal nonlinear approximation rate for functions smooth away from Linear Singularity by first converting Linear Singularity into Point Singularity and then dealing the resulting Point Singularity with wavelet systems.

Candes提出的脊波变换巧妙地将二维函数中的直线奇异转化为点奇异，再用小波进行处理，能获得对含直线奇异的二维或高维函数最优的非线性逼近阶。

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In some problems in quantum transition, time-dependent perturbation theory gives the first order approximation of transition probability amplitude.

在有关量子跃迁的问题中，含时微扰理论给出了跃迁概率振幅的一级近似解。

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