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A Novel Approach for Reversible Realization of 4 × 4 Bit Vedic Multiplier Circuit

机译:一种新的4×4位Vedic乘法电路可逆实现方法

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The availability of fast and efficient processing systems is the basic requirement of current era. In digital systems, multiplications is one of the major operations, which limit the speed and efficiency of the system. This paper describes a novel approach for the Reversible realization of 4-Bit Vedic multiplier circuit with optimized performance parameters. Vedic multipliers are based on the concept of Vedic mathematics. It is a very fast multiplier, as it generates all the partial products and their sum in single step only. Moreover, designing of this multiplier using reversible approach will lead to the low loss fast multiplier circuits for digital systems. Some parameters indicating performance of the circuit, such as number of gates (TG), constant inputs (CI), garbage outputs (GO) and quantum cost (QC) of proposed multiplier design is also compared and analyzed with the earlier designs.
机译:快速高效的处理系统的可用性是当前时代的基本要求。在数字系统中,乘法是主要操作之一,限制了系统的速度和效率。本文介绍了一种具有优化性能参数的4位Vedic乘法电路的可逆实现新方法。 Vedic乘法器基于Vedic数学的概念。它是一个非常快的乘法器,因为它仅在单一步骤中生成所有部分产品及其总和。此外,使用可逆方法设计该乘法器将导致数字系统的低损耗快速乘法电路。还比较了所提出的乘法器设计的电路性能的一些参数,例如电路的性能,例如栅极数(TG),恒定输入(CI),垃圾输出(QC),并用早期的设计分析。

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