三操作数二进制加法器的设计与分析

Vamshi Surigi, Bhavith Koppunuri, Ashok Chandrakala, Sangeeta Signh
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摘要

在任何电子装置中,逻辑和数学单元一直是最重要的组成部分。一个逻辑和数学单元必须有一个有效的算法动作,包括基本的算术和加法,以便与当代的进步相关。三输入加法器似乎是几种加密和伪随机数位生成器(PRBG)技术中用于已知算法的主要功能单元。最常见的三操作数加法机制似乎是进位加法器(CS3A)。另一方面,CS3A的级联效应阶段导致高网络延迟为0 (n)。此外,像Han-Carlson (HCA)这样的并行前缀双操作数加法器可以用于三操作数加法,但需要额外的硬件成本,从而大大降低了设计时间。因此,开发了一种高面积效率的加法器设计,它利用预计算的位加法和进位前缀计算逻辑来执行三操作数二进制加法,消耗的面积少得多,功耗低,并且大大减少了加法器延迟。多合一是多路复用器的缩写。称为多路复用器的电子电路选择并将一个或多个输入信号导向一个或多个输出信号。
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Design and Analysis of Three Operand Binary Adder
In any electrical gadget, the logical and mathematics unit has always been the most important component. A logic and mathematics unit must have an efficient algorithmic action that includes basic arithmetic and addition in order to be relevant in contemporary advances. The three input adder appears to be the main functional unit utilised in several cryptographic and pseudo-random number bit generator (PRBG) techniques to do known algorithms. The most common three-operand addition mechanism appears to be the carrysave adder (CS3A). The cascading effect stage of the CS3A, resulted in a high network latency of O, on the other hand (n). Additionally, a parallel prefix two-operand adder like the Han-Carlson (HCA) may be utilised for three-operand addition at an additional hardware cost, considerably lowering the design time. As a consequence, an advent of high and area-efficient adder design is developed, which executes three-operand binary addition utilising pre-compute bitwise adding followed by carry prefix calculation logic, consuming much less area, low power, and reducing adder latency greatly. Many into one is an acronym for multiplexer. An electronic circuit known as a multiplexer chooses and directs one or more input signals to one or more output signals.
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