VLSI Implementation of Multiplier and Adder Circuits with Vedic Algorithm Computation

Aditi Awasthy
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引用次数: 1

Abstract

This work aims to build a Vedic Multiplier using the Indian Vedic Mathematics technique as the best alternative for multiplying algorithm. The performance of a high-speed CPU is heavily dependent on a component known as a multiplier. In this project, we will use the Vedic mathematics algorithm with detector and compressor circuits to overcome these major challenges of delay and complexity. We will focus on minimizing the processing delay of the digital circuit thereby increasing the speed. Also, reducing the switching activities, that will reduce the power consumption. The algorithm that we will use is ‘Urdhva-Tiryagbhyam Sutra’. Simulation will be done using Xilinx ISE platform with Verilog language. Finally, the goal of this study is to design an effective Vedic Multiplier employing the Urdhva-Tiryabhyam algorithm, followed by a comparison of the proposed and conventional multipliers based on area, propagation delay, and power, with improved performance factors.
用Vedic算法计算乘法器和加法器电路的VLSI实现
这项工作的目的是建立一个吠陀乘数使用印度吠陀数学技术作为乘法算法的最佳选择。高速CPU的性能在很大程度上依赖于称为乘法器的组件。在这个项目中,我们将使用带有检测器和压缩电路的吠陀数学算法来克服这些延迟和复杂性的主要挑战。我们将专注于最小化数字电路的处理延迟,从而提高速度。同时,减少开关活动,这将降低功耗。我们将使用的算法是《乌德瓦-天竺经》。仿真将使用赛灵思ISE平台和Verilog语言完成。最后,本研究的目标是采用Urdhva-Tiryabhyam算法设计一个有效的吠陀乘法器,然后根据面积、传播延迟和功率对所提出的乘法器和传统乘法器进行比较,并改进性能因素。
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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