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Design of low power and high speed modified carry select adder for 16 bit Vedic Multiplier

机译:用于16位吠陀乘法器的低功耗,高速修改进位选择加法器的设计

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In this paper, a high speed and low power 16×16 Vedic Multiplier is designed by using low power and high speed modified carry select adder. Modified Carry Select Adder employs a newly incremented circuit in the intermediate stages of the Carry Select Adder (CSA) which is known to be the fastest adder among the conventional adder structures. A Novel technique for digit multiplication namely Vedic multiplication has been introduced which is quite different from normal multiplication by shift and addition operations. Normally a multiplier is a key block in almost all the processors and also introduces high delay block and also a major power dissipation source. This paper presents a new design methodology for less delay and less power efficient Vedic Multiplier based up on ancient Vedic Mathematic techniques. This paper presents a technique for N×N multiplication is implemented and gives very less delay for calculating multiplication results for 16×16 Vedic multiplier. In this paper, the main goal is to design the high speed and low power and area efficient Vedic multiplier based on the crosswise and vertical algorithm. Comparisons with existing conventional fast adder architectures have been made to prove its efficiency. The performance analysis shows that the proposed architecture achieves three fold advantages in terms of delay-area-power. The synthesis results of the Vedic multiplier has compared with the booth, array multiplier by different technologies.
机译:本文采用低功耗,高速修改的进位选择加法器设计了一种高速,低功耗的16×16吠陀乘法器。改进的进位选择加法器在进位选择加法器(CSA)的中间阶段采用新增加的电路,该电路被认为是常规加法器结构中最快的加法器。引入了一种新的数字乘法技术,即吠陀乘法,它与通过移位和加法运算的普通乘法有很大的不同。通常,乘法器是几乎所有处理器中的关键模块,并且还引入了高延迟模块,也是主要的功耗源。本文基于古老的吠陀数学技术,提出了一种新的设计方法,以减少延迟和降低功耗。本文提出了一种实现N×N乘法的技术,并且为16×16 Vedic乘法器的乘法结果计算提供了非常少的延迟。本文的主要目标是基于横向和纵向算法设计一种高速,低功耗和面积有效的吠陀乘法器。与现有的常规快速加法器体系结构进行了比较,以证明其效率。性能分析表明,所提出的体系结构在延迟区域功率方面具有三倍的优势。 Vedic乘法器的综合结果已通过不同技术与展位,阵列乘法器进行了比较。

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