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Energy-Efficient Signal Processing via Algorithmic Noise-Tolerance

机译:通过算法噪声容忍的节能信号处理

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In this paper, we propose a framework for low-energy digital signal processing (DSP) where the supply voltage is scaled beyond the critical voltage required to match the critical path delay to the throughput. This deliberate introduction of input-dependent errors leads to degradation in the algorithmic performance, which is compensated for via algorithmic noise-tolerance (ANT) schemes. The resulting setup that comprises of the DSP architecture operating at sub-critical voltage and the error control scheme is referred to as soft DSP. It is shown that technology scaling renders the proposed scheme more effective as the delay penalty suffered due to voltage scaling reduces due to short channel effects. The effectiveness of the proposed scheme is also enhanced when arithmetic units with a higher "delay-imbalance" are employed. A prediction based error-control scheme is proposed to enhance the performance of the filtering algorithm in presence of errors due to soft computations. For a frequency selective filter, it is shown that the proposed scheme provides 60precent - 81precent reduction in energy dissipation for filter bandwidths up to 0.5#pi# (where 2#pi# corresponds to the sampling frequency f_s) over that achieved via conventional voltage scaling, with a maximum of 0.5dB degradation in the output signal-to-noise ratio (SNR_o). It is also shown that the proposed algorithmic noise-tolerance schemes can be used to improve the performance of DSP algorithms in presence of bit-error rates of upto 10~(-3) due to deep submicron (DSM) noise.
机译:在本文中,我们提出了一种用于低能耗数字信号处理(DSP)的框架,在该框架中,电源电压的缩放范围超过了使关键路径延迟与吞吐量匹配所需的关键电压。故意引入与输入有关的错误会导致算法性能下降,这可以通过算法噪声容限(ANT)方案进行补偿。包含在亚临界电压下运行的DSP架构和错误控制方案的最终设置称为软DSP。结果表明,技术缩放使所提出的方案更加有效,因为由于电压缩放而遭受的延迟损失由于短沟道效应而降低。当采用具有较高“延迟不平衡”的算术单元时,该方案的有效性也得到了增强。提出了一种基于预测的错误控制方案,以在由于软计算而出现错误的情况下提高滤波算法的性能。对于频率选择性滤波器,可以看出,与传统电压缩放相比,所提出的方案在高达0.5#pi#(其中2#pi#对应于采样频率f_s)的滤波器带宽上,能耗降低了60%-81% ,最大输出信噪比(SNR_o)降低0.5dB。还表明,由于深亚微米(DSM)噪声,在高达10〜(-3)的误码率的情况下,所提出的算法噪声容忍方案可用于改善DSP算法的性能。

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