An Improved Power Macro-Model for Arithmetic Datapath Components

نویسندگان

  • Domenik Helms
  • Eike Schmidt
  • Arne Schulz
  • Ansgar Stammermann
  • Wolfgang Nebel
چکیده

We propose an improved power macro-model for arithmetic datapath components, which is based on spatio-temporal correlations of two consecutive input vectors and the output vector. Based on the enhanced Hamming-distance model [3], we introduce an additional spatial distance for the input vector and the Hamming-distance of the output vector to improve model accuracy significantly. Experimental results show that the models standard deviation is reduced by 3% for small components and up to 23% for complex components. Because of its fast and accurate power prediction, this model can be used for fast high-level power analysis.

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تاریخ انتشار 2002