利用粗粒度可重构体系结构上嵌套循环的外循环并行性

Dajiang Liu, S. Yin, Leibo Liu, Shaojun Wei
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引用次数: 0

摘要

粗粒度可重构体系结构是一种很有前途的高能效体系结构,它通常由一个主控制器和一个处理元素阵列(PEA)组成。为了加速,循环经常被映射到PEAs上。在以前的工作中,最内层循环是流水线的,内核中并发可执行操作符(ceo)的最大数量受到内层循环的限制。输入二维嵌套循环的环体DFG,内环携带依赖关系([0,1]),外环携带依赖关系([1,1])。我们将使用流水线将该循环映射到4×4 PEA上。我们假设执行一个循环迭代的延迟为Lb,流水线内核阶段一个周期所涉及的迭代次数为Wk。由于存在内环依赖性([0,1]),内环流水线的起始间隔(IIi)可以最小化为1,得到Wk = 4。我们还注意到,在图1(b)中,角α包含在两条边中,可以写成:tan(α) = Wk/Lb = 1/IIi。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exploiting Outer Loop Parallelism of Nested Loop on Coarse-Grained Reconfigurable Architectures
A coarse-grained reconfigurable architecture is a promising architecture with high power efficiency, which is typically composed of a host controller and a processing element array (PEA). Loops are often mapped onto PEAs for acceleration. In previous work, innermost loop is pipelined, and the the maximal number of concurrently executable operators (CEOs) in the kernel is limited by the inner loop. The loop body DFG of the input 2D nested loop with a inner loop carried dependence ([0,1]) and outer loop carried dependence ([1,1]). We would map this loop onto a 4×4 PEA with pipelining. We assume that the latency of executing one loop iteration is Lb, and the number of iterations involved at one cycle in the kernel phase of pipelining is Wk. As there is a inner loop dependence ([0,1]), the initiation interval (IIi) of inner loop pipelining could be minimized to 1 and we get Wk = 4. We also note that the angle α is contained by two sides in Figure 1(b), which could be written as follow: tan(α) = Wk/Lb = 1/IIi.
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