Abstract

In recent years, very fast dividers have been required for the real-time application of digital signal processing, robot control, and the like. This paper proposes a high-speed cellular array divider with a selection function that is based on the non-restoring algorithm and can deal with both fixed-point and negative operands in two's complement form. This divider uses new techniques that can generate in parallel both the quotient bit of one row and a partial remainder and CLS bit of the next row. The delay time of the proposed divider is calculated in terms of a delay of one unit such as a NAND gate. Finally, by using PARTHENON, a CAD (computer-aided design) system for VLSI, this divider is designed and evaluated. As a result, elimination of the delay time for even rows becomes possible. Thus, the delay time can be decreased to approximately one half that of the high-speed divider proposed by Cappa and Hamacher, which uses the most general high-speed techniques of carry-save and CLA.

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