异步电路的外部无危险实现

Milton H. Sawasaki, C. Ykman-Couvreur, Bill Lin
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引用次数: 11

摘要

我们提出了一种新的基于乘积和的异步体系结构,称为N-SHOT体系结构,它在内部危险响应下正确运行,并保证在可观察的非输入信号下无危险。我们正式证明,在这个体系结构中,具有满足完整状态编码属性的输入选择(分布的或非分布的)的非常广泛的一类半模状态图总是承认一个正确的实现。与同步电路一样,我们允许组合逻辑核心存在内部危险,这意味着我们可以使用传统的组合逻辑最小化方法来产生乘积和实现。这代表了与大多数现有方法的重大背离,这些方法要求组合逻辑是无害的,并且主要适用于分配行为。
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Externally Hazard-Free Implementations of Asynchronous Circuits
We present a new sum-of-product based asynchronous architecture, called the N-SHOT architecture, that operates correctly under internal hazardous responses and guarantees hazard-freeness at the observable non-input signals. We formally prove that within this architecture a verywide class of semi-modular state graphs with input choices (either distributive or non-distributive) that satisfy the complete state coding property always admit a correct implementation. As with synchronous circuits,we permit internal hazards in the combinational logic core, which means we can make use of conventional combinational logic minimization methods to produce the sum-of-product implementation. This represents a significant departure from most existing methods that require the combinational logic to be hazard-free and are mainly valid for distributive behaviors.
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