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approximate range

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[网络] 近似范围

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双语例句

  • The errors involved in using this approximate formula and its application range are analyzed in the paper.
    本文还对线性方程的误差进行了分析,并给出了近似公式的适用范围。
  • According to different occurrence probability of bottom event, take advantage of Visual C++ program and Monte Carlo simulation and we can get the best parameter of top event occurrence probability in Fault Tree approximate computation of different bottom events occurrence probability range.
    根据底事件发生概率的不同,利用Visualc++语言进行蒙特卡罗仿真计算,得到了在近似计算故障树顶事件发生概率时,在不同底事件发生概率对应区间内的最优权因子。
  • For the range resolution, an approximate formula is put forward and the range resolution limit of SAR imaging is formulated also.
    对于距离向分辨率,仅提供了分辨率的近似公式,并进行了距离向的极限分辨率分析。
  • On condition that the approximate error was in allowable range, the optimization algorithm to fix cycloid parameters was given for the objective of the highest machining efficiency.
    在保证逼近误差限制在允许范围内的前提下,以加工效率最高为目标,提出了确定摆线参数的优化算法。
  • The Approximate Solution of Ultimate Operating Range in a Thermal Imaging System for Extended Target Under Moderate Meteorological Conditions
    中等气象条件下热成象系统对面目标极限作用距离的近似解
  • The method is getting the approximate range of frequency peak of FMCW radar's beat frequency signal, using FFT. Then subdivide frequency in this range, by Chirp-Z transform. Thus we can get the high precision frequency estimation.
    采取的方法是利用FFT得到FMCW雷达差频信号谱峰的粗略范围,再对这一范围进行频谱细化(Chirp-Z变换),从而实现频率(距离)高精度估计。
  • And according to the relevant theory, the control mechanism of the control method, the reason of the selective excitation of CARS by using the best adjustable parameters, and the approximate range of the best adjustable parameters are qualitatively analyzed.
    并根据相关理论,定性分析了该方法的内部控制机理,分析了最佳可调参数能够实现相邻能级选择激发的原因,以及最佳可调参数的大致范围。
  • Our approximate results for specific heat at the high temperature range have the same temperature and volume dependence as that from the dynamical theory of crystal lattices.
    对于比热,其高温展开形式与由点阵动力学得到的结果有同样的温度及体积依存关系。
  • It also analysed and discussed the range of application of the approximate solution and its error in detail. Therefore this paper extended the range of application of the Γ-P method and improved the accuracy of solution.
    此外,本文对该法近似解的应用范围以及解的误差作了详细地分析和讨论,扩大了方法的应用范围,提高了解的精度。
  • The distribution of point set with specified condition and the estimate of its deviation are important content of number theory and approximate analysis. This present article discusses the optimum distibution of point set range, and the main conclusion is theorem 3 and theorem 4.
    在一定条件下的点集分布、对其偏差的估计,是数论以及近似分析中的一个重要内容,针对最佳分布点集列作出探讨,主要结论是定理3、定理4。