基于上升时间估计的微分-泰勒变换的横杆交换节点仿真

A. Osovsky, O. Stukach, D. Kutuzov, I. Popov
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引用次数: 0

摘要

带开关电容的线性阶梯电路是一大类电子器件的基础。通信系统中使用的矩阵开关是钢筋混凝土结构的典型代表。这种电路建模的方法还远远不够完美,因为它假设稳态模式的计算是通过对微分方程与先前积分步骤的初始条件进行顺序积分来实现的。由于数值计算不能分析系统在不同输入参数下暂态过程的质量变化,优化问题需要数值解析方法来评估暂态质量。因此,复杂的建模方法是必要的。本文采用微分泰勒变换对RC电路进行建模。结果表明,在计算微分谱时,常常出现低条件性的问题。指出了该方法的适用范围和局限性。研究了该方法的新软件实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation of a Crossbar Switch Node by Differential-Taylor Transformation with Risetime Estimation
The linear ladder circuits with switching capacitors are the basis of a large class of electron devices. A typical representative of RC structures is matrix switches used in communication systems. The methods of such circuits modeling are far from perfect, since it assume the calculation of a steady state mode by sequentially integrating a differential equation with the initial conditions from the previous integration steps. optimization problem requires a numerical-analytical solution for assessing the quality of transients, because numerical calculation does not allow analyzing the quality change of the transient process of the system at varying input parameters. Hence, complex modeling methods are necessary. In the paper, the Differential-Taylor Transform is used for RC circuits modeling. It is shown that the problem of low conditionality always arises at calculating the differential spectrum. The areas of applicability and limitations of the method are found. New software implementations of the method are investigated.
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