Design and Simulation of 16x16 Vedic Multiplier using Kogge-Stone Adder

Yogeshwaran K, Gowri R, S. S, Tejeswar Reddy T, Vijayalakshmi T
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Abstract

In terms of applications, chip technology is now growing quite quickly. Even though the use of chips has increased, there are still drawbacks like delay and chip complexity. Kogge-Stone Adder is sufficient to increase speed by acting as compressors (3:2 compressors) in static CMOS, but the demand for chips is driving toward fast computations, which are only possible by the fast multipliers. To increase the speed of multiplication, parallel adder arrays are used to add partial products i.e., Kogge-Stone Adder. In real-time signals and image processing, Vedic multipliers are employed. Multipliers are significant building blocks in digital systems and are essential to the success of digital designs. Multiplication is the essential calculating process in digital systems, and in this study, we analyze the 16x16 Vedic Multiplier architecture using the Kogge-Stone Adder. By increasing the width of the transistor at the current stage, the delay can be reduced. The Vedic multiplier's speed will be increased, and the delay that results from utilizing the half-adder and full adder will be minimized. Therefore, the Kogge-Stone Adder is crucial in this kind of situation for reducing the chip's complexity and delay.
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使用Kogge-Stone加法器的16 × 16吠陀乘法器的设计与仿真
在应用方面,芯片技术现在发展得相当快。尽管芯片的使用有所增加,但仍然存在延迟和芯片复杂性等缺点。Kogge-Stone加法器在静态CMOS中作为压缩器(3:2压缩器)足以提高速度,但对芯片的需求正朝着快速计算的方向发展,这只有通过快速乘法器才能实现。为了提高乘法的速度,并行加法器阵列被用来添加部分乘积,即Kogge-Stone加法器。在实时信号和图像处理中,采用了吠陀乘数法。乘数是数字系统的重要组成部分,对数字设计的成功至关重要。乘法是数字系统中必不可少的计算过程,在本研究中,我们使用Kogge-Stone加法器分析了16x16吠陀乘法器架构。通过在当前阶段增加晶体管的宽度,可以减少延迟。吠陀乘法器的速度将会提高,而使用半加法器和全加法器所造成的延迟将会被最小化。因此,在这种情况下,Kogge-Stone加法器对于降低芯片的复杂性和延迟至关重要。
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