Design and Analysis of Full Adder Using 0.6 Micron CMOS Technology

Lee Chen Fei, Siti Husna Abdul Rahman, Krishnan Subramaniam, A. Zainuddin
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Abstract

The design of a full adder involves the use of logic gates so that the design can convert 8 inputs to create a byte-wide adder and to force the carry bit to the other adder.   However, the uses of multiplexers to replace the logic gates in the construction of the full adder is proven to be possible due to the function of the multiplexers to act as the digital switch in the system that provides the flow of digital information from multiple inputs into an output. This research aims to explore the possibility of implementing the multiplexers into the design of the full adder and to analyse the different possible full adder design using the multiplexers. Using the multiplexers also allows for fewer logic gates to be used in the design of the full adder, which reduces the overall area coverage of the full adder. However, adding multiplexers does not make a complete adder more efficient and may slow it down. Thus, this article compares a conventional full adder with logic gates, a full adder with two 2:1 multiplexers, and a full adder with six 2:1 multiplexers in terms of power usage, time delay of the Sum and Carry outputs, and technology (0.6 μm).
基于0.6微米CMOS技术的全加法器设计与分析
一个完整加法器的设计涉及到逻辑门的使用,这样设计可以转换8个输入来创建一个字节范围的加法器,并强制进位到另一个加法器。然而,在全加法器的构造中,使用多路复用器来代替逻辑门被证明是可能的,因为多路复用器的功能是充当系统中的数字开关,提供从多个输入到输出的数字信息流。本研究旨在探讨在全加法器设计中实现多路复用器的可能性,并分析使用多路复用器的不同可能的全加法器设计。使用多路复用器还允许在全加法器的设计中使用更少的逻辑门,这减少了全加法器的总体面积覆盖。然而,添加多路复用器并不能使一个完整的加法器更有效率,而且可能会减慢它的速度。因此,本文比较了具有逻辑门的传统全加法器、具有两个2:1多路复用器的全加法器和具有六个2:1多路复用器的全加法器,其功耗、Sum和Carry输出的延时以及技术(0.6 μm)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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