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Design methodology of variable latency adders with multistage function speculation

机译:具有多阶段功能推测的可变等待时间加法器的设计方法

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Increasing circuit delay range due to process variations, temperature and voltage fluctuations and input characterization makes the traditional worst-case fault-avoidance design methodology no longer sustainable. As an alternative, the average-case fault-detection design methodology is generating interest. Among existing solutions, function speculation design with error recovery mechanisms is quite promising due to its high performance and low area overhead. Previous work had focused on two-stage function speculation and thus lacked a systematic way to address the challenge of the multistage function speculation approach. For the first time, this paper proposes a multistage function speculation structure and applies it in a novel adder. We deduced the analytical performance and area models for the design and validated them in our experiments. Based on those models, a general methodology is presented to guide design optimization. Both analytical proofs and experimental results show that the proposed adder's delay and area has a logarithmic and linear relationship with its bit number,respectively. Compared with the DesignWare IP, the proposed adder provides the same performance with 6-16% area reductions under different bit number configurations.
机译:由于工艺变化,温度和电压波动以及输入特性而导致的电路延迟范围的增加,使得传统的最坏情况下的避免故障设计方法不再具有可持续性。作为替代方案,平均情况下的故障检测设计方法引起了人们的兴趣。在现有解决方案中,具有错误恢复机制的功能推测设计由于其高性能和低面积开销而非常有前途。先前的工作集中于两阶段功能推测,因此缺乏系统的方法来应对多阶段功能推测方法的挑战。本文首次提出了一种多级函数推测结构,并将其应用于新颖的加法器中。我们推导了设计的分析性能和面积模型,并在我们的实验中对其进行了验证。基于这些模型,提出了一种通用的方法来指导设计优化。分析证明和实验结果均表明,所提出的加法器的延迟和面积分别与位数成对数和线性关系。与DesignWare IP相比,建议的加法器在不同的位数配置下提供了相同的性能,并减少了6-16%的面积。

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