余函数

yú hán shù
  • complementary function;cofunction
余函数余函数
余函数[yú hán shù]
  1. 波动方程的余函数反演方法

    Complementary function inversion method for wave equation

  2. 利用精确度高的P-R状态方程和M-H81状态方程,采用余函数法对制冷剂的比定压热容进行了理论推算和比较分析。

    Based on P-R equation of state and M-H81 equation of state with high accuracy , detailed calculation and analysis were made by utilizing residual function method .

  3. 本文使用余函数法和LKP状态方程对热物性参数进行焓熵计算,将计算结果与国外实验结果进行对比并判断其精确程度。

    This article adopts Yu function method and LKP state equation to calculate enthalpy and entropy , compares the calculated results with experimental results and estimates the precision of the methods .

  4. 余函数的特性函数&内压能和余体焓

    Characteristic Functions of the Deviation Functions & Internal Pressure Energy and Deviation Volume Enthalpy

  5. 热力学余函数的特性函数&内压能

    A characteristic function of the deviation functions for real gases & internal pressure energy

  6. 计算了余误差函数分布和高斯分布扩散层的霍尔系数与扩散层表面浓度NS的关系曲线。

    , Curves giving R as function of surface concentration N , have been calculated for two forms of diffusive distribution , namely : the complementary error function and the Gaussian distribution .

  7. 计算实践表明,取用余误差函数形式的等效库仑势,可以合理地得到Hessian矩阵和态密度。

    It is shown that the Hessian matrix and the density of states can be obtained reasonably using the equivalent Coulomb potential in the form of the complementary error function .

  8. 用四探针测量薄层电导方法及阳极氧化去层技术,测定了磷在硅中扩散的具体分布,在恒表面浓度下,它们偏离余误差函数分布。

    Detailed distributions of diffusion of phosphorus into silicon have been measured by the four-point probe method .

  9. 并着重从理论原理和实验实现这两方面说明利用余因子函数和离散傅里叶变换使这种量子算法对因子分解是有效的。

    We then emphasize from the theoretical principle and the experimental realization the efficiency of the quantum factorization by using the remainder function and discrete Fourier transform .

  10. 给出余指函数的定义,应用余指函数得出素数判定的一种新判别方法。

    The paper discusses what the arithmetical compliment of the power denoted by the exponent function ( EP'function ) is and a new method of judging prime number with EP'function .

  11. 在此基础上,通过余灵敏度函数分析的方法,初步从理论上研究揭示了上述内模整定算法的鲁棒性,并通过仿真进行了验证。

    On this basis , more sensitivity function is used in the analysis , the robustness of the internal model setting algorithm is revealed in theory preliminarily , and the robustness verified by simulation .

  12. 根据广义塑性公设,证明了塑性余位势函数在应变空间塑性区的存在性。

    The plastic complementary potential function was proved to exist in the plastic region of strain space by virtue of the new plastic postulation .

  13. 在应变空间塑性区必须采用分部塑性应力而不能采用总塑性应变来建构屈服面方程和塑性余位势函数,否则与热力学第二定理相矛盾。

    It is necessary to emphasize that the yielding function and the plastic complementary potential surface must be expressed by terms of the fractional plastic stress rather than the whole plastic stress in order not to inflict with the second law of thermodynamics .

  14. 用核化学技术研究了8.2、12.1、16.2、20.0和24.2MeV/u40Ar离子和197Au相互作用中,反应余核的激发函数和碎片的反冲性质。

    The excitation functions and recoil characteristic of the target fragments have been studied from the interaction of gold with 8 2,12 1,16 2,20 0 and 24 2 MeV / nucleon 40 Ar ions using nuclear chemical techniques .