A low logic depth complex multiplier using distributed arithmetic

A Berkeman, V Owall… - IEEE journal of solid-state …, 2000 - ieeexplore.ieee.org
A Berkeman, V Owall, M Torkelson
IEEE journal of solid-state circuits, 2000ieeexplore.ieee.org
A combinatorial complex multiplier has been designed for use in a pipelined fast Fourier
transform processor. The performance in terms of throughput of the processor is limited by
the multiplication. Therefore, the multiplier is optimized to make the input-to-output delay as
short as possible. A new architecture based on distributed arithmetic, Wallace-trees, and
carry-lookahead adders has been developed. The multiplier has been fabricated using
standard cells in a 0.5-/spl mu/m process and verified for functionality, speed, and power …
A combinatorial complex multiplier has been designed for use in a pipelined fast Fourier transform processor. The performance in terms of throughput of the processor is limited by the multiplication. Therefore, the multiplier is optimized to make the input-to-output delay as short as possible. A new architecture based on distributed arithmetic, Wallace-trees, and carry-lookahead adders has been developed. The multiplier has been fabricated using standard cells in a 0.5-/spl mu/m process and verified for functionality, speed, and power consumption. Running at 40 MHz, a multiplier with input wordlengths of 16+16 times 10+10 bits consumes 54% less power compared to an distributed arithmetic array multiplier fabricated under equal conditions.
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