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Linear transformation based efficient canonical signed digit multiplier using high speed and low power reversible logic

机译:使用高速和低功耗可逆逻辑的基于线性变换的有效正则有符号数字乘法器

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This paper proposes a reversible logic based canonical signed digit (CSD) multiplier design which is optimized further using sub expression elimination applied to linear transformation. It is examined that using linear transformation the number of gates required can be reduced which is efficient in terms of logic utilization, delay and power. Moreover reversible circuits have been intensively studied in recent years due to their applications in many areas, including quantum computing, nanotechnology and low-power design. In this research work the CMOS implementation of reversible logic comprehends the advantage that it is used for high speed and low power applications. Synthesis of reversible circuits differs significantly from the traditional logic synthesis. Common sub expression sharing as linear transformation reduces the number of add and shift operation which improves the logic utilization and delay. The proposed method in this paper shows 82% reduction in garbage outputs, 40% reduction in logical complexity, 11% reduction in total number of gates used and an improvement in delay and device utilization is there in the linear transformation based 4-bit CSD multiplier as compared to existing logic.
机译:本文提出了一种基于可逆逻辑的规范正负号(CSD)乘法器设计,该设计使用应用于线性变换的子表达式消除技术进一步优化。据检查,使用线性变换可以减少所需门的数量,这在逻辑利用率,延迟和功率方面是有效的。此外,由于可逆电路在量子计算,纳米技术和低功耗设计等许多领域的应用,近年来对其进行了深入研究。在这项研究工作中,可逆逻辑的CMOS实现理解了其用于高速和低功耗应用的优势。可逆电路的合成与传统逻辑合成有很大不同。共用子表达式共享为线性变换,减少了加法和移位运算的次数,从而提高了逻辑利用率和延迟。本文提出的方法表明,在基于线性变换的4位CSD乘法器中,垃圾输出减少了82%,逻辑复杂度减少了40%,门总数减少了11%,延迟和设备利用率得到了改善与现有逻辑相比。

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