四边备件网格连接处理器阵列的正交边旋转重构

I. Takanami, Masaru Fukushi
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引用次数: 0

摘要

文献[1]提出了一种四面有备件的阵列及其重构算法。然而,文献[1]中描述的重构算法过于复杂,无法在硬件上实现。在此,我们提出一种方法来改善这种情况。首先,如果在数组的四个角上加上四个pe,并包括备件,则认为该数组为(N +2) (N +2)数组。(N+2) (N+2)数组被分成四个子数组,每个子数组的大小为(N=2 + 1)(N=2 + 1),这里介绍的正交侧旋转分别应用于每个子数组。通过计算机仿真给出了系统的可靠性。与文献[1]相比,它们明显增加。:
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Restructuring Mesh-Connected Processor Arrays with Spares on Four Sides by Orthogonal Side Rotation
An array with spares on four sides and the restructuring algorithm for it were proposed in [1]. However, the restructuring algorithm described in [1] is too complicated to be realized in hardware. Here, we propose a method to improve such the situation. First, the array is considered to be an (N +2) (N +2) array if four PEs are added to the four corners of the array and the spares are included. The (N+2) (N+2) array is divided into four subarrays, each of which is of size (N=2 + 1)(N=2 + 1), and the orthogonal side rotation introduced here is individually applied to each subarray. The reliabilities are given by computer simulation. They fairly increase, comparing with those in [1]. :
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