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Design and performance analysis of buffers: a constructive approach

机译:缓冲区的设计与性能分析:建设性方法

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This paper presents a theoretical framework to reason about the correctness of VLSI-programs for buffers and to compare the performance of the corresponding circuits. A very simple calculus consisting of only two operators is presented that suffices to establish the functional correctness of complicated buffer designs. Furthermore, sequence functions are presented both as a formalism to show absence of deadlock and as a vehicle for performance analysis. It is shown that the class of square FIFOs is optimal in the sense that no buffer of the same capacity and i/o-distance can accommodate a larger range of occupancies, when run at its minimum cycle time. Moreover, the theory accurately predicts the size of the range of occupancies that has been found experimentally.
机译:本文介绍了一个理论框架,原因是关于缓冲区的VLSI程序的正确性,并比较相应电路的性能。提出了一种非常简单的微积分,其中包括只有两个运算符,足以建立复杂缓冲设计的功能正确性。此外,序列函数作为形式主义呈现出显示缺乏死锁和用于性能分析的载体。结果表明,方形FIFO的类是最佳的,因为在其最小循环时间下运行时,没有相同容量和I / O距离的缓冲器可以容纳更大的占用。此外,该理论准确地预测了实验发现的占用范围的大小。

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