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parameter method中文是什么意思

  • 参数法

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  • Adopting the sectionalized lumped parameter method with dynamic friction , the dynamic performances of the typical segments in lineweb , i . e . short channels , rectangular elbows , forked channel , chamber of additional holes , are analyzed using the effective approach - power bond graph ( pbg ) . thus the pbg model of lineweb with the sectionalized lumped parameter method i : ; iii established . this model is proven by digital simulation and physical experiment
    作为校验线网性能约束的后续环节,本文引入包含动态摩擦的管路分段集中参数键合图模型,对集成块线网中存在的短管、直角拐弯、分支管路、工艺孔容腔等典型结构进行分析,建立起具有典型结构的线网的分段集中参数键合图模型,并通过数字仿真和物理实验得到验大连理工大学博士学位论文证。
  • Second , the math model of the switched reluctance motor ( srm ) is established and its static performance is analyzed by two methods , which are the equivalent magnetic network method and the nonlinear magnetic parameter method ; the actual current and torque waveforms are given in the control of apc and ccc
    其次,采用等效磁网络法和非线性磁参数法分别建立了开关磁阻电机的数学模型,对开关磁阻电机的稳态性能进行了分析,得出角度位置控制和斩波控制方式下的开关磁阻电机的电流波形及转矩脉动波形,并对两种方法进行了比较分析。
  • 8 computer program , then used to calculate di stance matrix with kimura ' s two - parameter method and construct phylogenetic trees by applying neighbor - joining and maximum parsimony analyses using mega2 . 1 computer program . bootstrap analyses were carried out to evaluate statistical reliability based on 500 resamplings of the data set
    新鲜或硅胶干燥样品被用于总dna提取并用于pcr反应, pcr扩增产物回收后直接用于测序反应,序列数据经chstalx1 . 8软件排序后,采用mega2 . 1软件根据kimura ’ s双因子法计算遗传距离,并应用邻接法( neighbour - jointing )和最大简约法( maximumparsimony )构建系统树, bootstrap法( 500次重复)评估分支可信度。
  • Firstly , author introduces the theoretical basis of measuring the allocation efficiency of resource of listed company - - - - - general production function and frontier production function . then author summarizes the non - parameter method of measuring the production efficiency employing frontier production function and sets up some basic models
    首先介绍了测度上市公司资源配置效率的理论基础? ?生产函数和前沿生产函数的有关概念;然后概述了前沿生产函数测度生产效率的非参数方法并建立了基本模型。
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Last modified time:Thu, 14 Aug 2025 00:29:56 GMT

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