solving procedures meaning in English
波勒问题解决步骤
Examples
- The adaptive finite element method is a numerical scheme which can automatically adjust algorithms to improve the solving procedure
为边坡渐进累积破坏分析打下基础。其次，将自适应方法引入流形元中。 - Students have to think carefully about how the solving procedures are processing , and consider whether these procedures are fitting to finishing the subsequent procedures
学生必须认真考虑计划中的解题步骤是怎样完成的，并确定这样做对完成后续步骤是否适宜。 - The theoretical basis and the solving procedure of the proposed calibration technique were presented , and the comparative experiments among the new method , linear calibration method and the two - step method were performed
给出了标定方法的理论依据和求解过程，并将其与线性标定方法和两步法进行了对比实验。 - The influences of thermal effect of an axis on its design precision were discussed and the temperature distribution of a rotating axis was obtained by the conventional heat transfer equations that needed a complex solving procedure and gave a blurry distribution rule
摘要考虑了热对提高轴类件设计精度的影响，并通过传统导热微分方程法和一般传热学理论对主轴在运动时热分布进行了分析，指出了传统热微分方程解法复杂，从解析式中难以看出温度分布规律，运用传热学理论解法简单明? ，结果易于反映各参数关系，精确度较高，实用性强。 - Then the solving procedures of these bies by the rwg functions based moment method are elaborated , and the method of modeling complex objects built of arbitrary line , surface and volume structures is developed . in order to solve realize antenna and circuit problems , methods of adding excitations and concentrated loadings with moment method are deceloped , and matrix pencil ( mp ) method is used to deembeded the s prameters of antennas and circuits from the computed current distribution . some numerical results of practical complex antenna and scattering problems are presented to illustrate the veracity and effectiveness of the method
在第一部分中,首先从电磁场的基本理论出发,基于等效原理和边界条件以统一的方法建立了用于分析金属、介质及金属与介质混合结构的边界积分方程,并归纳和比较了各类积分的适用范围和优缺点;在此基础上,给出了使用基于rwg函数的矩量法求解各种边界积分方程的一般过程;研究了具有任意线、面、体组成的复杂结构的电磁建模方法,并给出了各种多面连接情况下基函数和未知量的选取方法;研究了使用矩量法分析电路、天线问题时集总元件和激励源的处理方法,并基于矩阵束方法( matrixpencilmethod )提取了电路和天线问题的s参数;最后通过分析一些工程中的复杂金属天线问题和具有“金属与介质混合结构”的散射和天线问题验证了方法的准确性和高效性。