利用矩阵缓存加快了传统分段线性电路的瞬态仿真

E. Leelarasmee, Methee Hwangkhunnatham
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引用次数: 0

摘要

本文提出了几种基于内存资源有效利用的技术来加速分段线性电路(如电力电子电路)的暂态分析。这些技术利用了这样一个事实,即线性方程求解例程中的矩阵只能有有限个不同的值。因此,通过添加缓存内存管理技术来存储这些矩阵的LU因子以供将来重用,线性方程求解器的执行速度可以比每次都必须重新计算这些LU因子的通用模拟程序快得多。由于大部分CPU分析时间花在求解线性方程上,这些技术实际上可以显著加快分段线性电路的瞬态分析(100-600%)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The use of a matrix cache to speed up the conventional transient simulation of piecewise linear circuits
This paper presents a few techniques based on an efficient use of memory resources to speed up the transient analysis of piecewise linear circuits, such as power electronic circuits. These techniques use the fact that the matrix in the linear equation solving routines can only have a finite number of different values. Hence, by adding a cache memory management technique to store the LU factor of these matrices for future reuse, the linear equation solver can be performed much faster than that of a general purpose simulation program in which these LU factors have to be recomputed every time. Since most of the CPU analysis time is spent in solving linear equations, these techniques can actually speed up the transient analysis of piecewise linear circuits significantly (100-600%).
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