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Carry select adder

From Wikipedia, the free encyclopedia

In electronics, an adder is a combinatorial or sequential logic element which computes the n-bit sum of two n-bit numbers. The carry-select adder is simple but rather fast, having a gate level depth of O(\sqrt n).

Adding two n-bit numbers is performed by breaking the input into blocks. For each block, sum and carry values are pregenerated for either possible carry input to the block. This phase uses a ripple-carry adder. The actual carry-out value is then fed into a multiplexer that picks the correct sum and carry-out for the next block.

The block size can be uniform, or variable for each block. In the former case, the optimal delay occurs for a block size of \lfloor \sqrt n \rfloor. In the latter, the block size should be 1-bit for the least-significant block, 2-bits for the next one, and so on. In both cases, the gate delays of the two phases are equal and the total gate delay is minimal.

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