20021993 IEEE International Symposium on Circuits and SystemsRequires access

Superpipelined adder designs

I.H. Unwala, Earl E. Swartzlander

Open publisher page 17 citations

Abstract

The superpipelining concept is applied to adder designs. Superpipelined designs of ripple carry, carry select, conditional sum, and carry lookahead adders are presented as examples. It is shown that the carry skip adder cannot be superpipelined. Results for the total number of latches required, the number of pipelining stages, and the total gate counts are presented. It is shown that the superpipelined carry lookahead adder is faster and less complex than the other adders.>

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What this paper is about

The superpipelining concept is applied to adder designs. Superpipelined designs of ripple carry, carry select, conditional sum, and carry lookahead adders are presented as examples. It is shown that the carry skip adder cannot be superpipelined. Results for the total number of latches required, the number of pipelining stages, and the total gate counts are presented. It is shown that the superpipelined carry lookahead adder is faster and less complex than the other adders.>

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Available abstract

The superpipelining concept is applied to adder designs. Superpipelined designs of ripple carry, carry select, conditional sum, and carry lookahead adders are presented as examples. It is shown that the carry skip adder cannot be superpipelined. Results for the total number of latches required, the number of pipelining stages, and the total gate counts are presented. It is shown that the superpipelined carry lookahead adder is faster and less complex than the other adders.>

Key concepts: Adder, Carry (investment), Carry-save adder, Serial binary adder, Arithmetic, Computer science, Parallel computing, Algorithm

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