一种改进型高性能高效凌加法器的设计综述

Bharti Tiple, Rupali Suraskar
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引用次数: 0

摘要

双操作数二进制加法是现代数据路径设计中应用最广泛的算术运算。并行前缀加法器用于经济地实现二进制变量加法。并行前缀加法器为二进制加法问题提供了高效的解决方案,非常适合VLSI实现。这种较低复杂度的快速并行前缀加法器的外观和实现细节支持Ling的解析理论。具体来说,价或节点表示进位树中给定特定节点的输入数。与标准并行前缀加法器相比,Ling设计提供了一个更快的进位计算阶段,通过投影替换方法来解决Ling加法器,有助于降低加法器的复杂性和延迟。
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A review on design of improved high performance of high valency Ling adder
Two-operand binary addition is the most widely used arithmetic operation in modern data path designs. Parallel prefix adders are used for economical VLSI implementation of binary variety additions. Parallel-prefix adders offer a highly efficient solution to the binary addition problem and are well-suited for VLSI implementations. The look and implementation details for such lower complex quick parallel prefix adders supported Ling theory of resolving. Specifically, valency or node indicates number of inputs given to a particular node in a carry tree. Ling design offers a quicker carry computation stage compared to the standard parallel prefix adders by projecting a replacement methodology to solve Ling adders, which helps to cut the complexity and also the delay of the adders.
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