Predicting performance of micropipelines using Charlie diagrams

J. Ebergen, Scott M. Fairbanks, I. Sutherland
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引用次数: 58

Abstract

A technique is presented to predict the performance behavior of control circuits for a linear FIFO. The control circuit consists of a linear chain of RendezVous elements, also called JOINs, preceded by a source and followed by a sink. The technique predicts how the cycle time, or throughput, of the FIFO depends on the sink delay, the source delay, and the length of the FIFO. It also predicts how the delays in each RendezVous element depend on the same set of parameters. The pipelines can be divided into three cases: source-limited, sink-limited, and self-limited pipelines. The technique is based on the assumption that the delays through a RendezVous element can be described as a function of the separation in arrival times of the inputs. Such descriptions are conveniently represented by the so-called Charlie diagram.
利用查理图预测微管道的性能
提出了一种预测线性FIFO控制电路性能的方法。控制电路由一个线性的RendezVous元素链(也称为join)组成,前面是一个源,后面是一个接收器。该技术预测FIFO的周期时间或吞吐量如何取决于接收延迟、源延迟和FIFO的长度。它还预测每个RendezVous元素中的延迟如何依赖于同一组参数。管道可分为源限、汇限和自限三种情况。该技术基于这样一个假设,即通过RendezVous元素的延迟可以描述为输入到达时间间隔的函数。这样的描述可以方便地用所谓的查理图来表示。
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