基于新型SRG可逆逻辑门的全减法器优化设计及VHDL仿真

Md Samiur Rahman, S. Waheed, A. Bahar
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引用次数: 6

摘要

可逆逻辑在通信、量子计算、低功耗VLSI设计、计算机图形学、密码学、纳米技术和光计算等领域有着广泛的应用。近年来,它在低功耗电路设计中受到了广泛的关注。虽然一些研究者已经研究了可逆逻辑单元的设计,但关于可逆减法器的报道并不多。本文提出了SRG (SRG即Samiur Rahman Gate)门的量子等效电路,并计算了SRG门的量子成本。我们还展示了SRG栅极如何作为一个全减法电路单独工作。与现有电路相比,试图在可逆门的数量、垃圾输出的数量、恒定输入的数量和量子成本方面设计出最优的电路。所有的设计都是纳米级的。
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Optimized design of full-subtractor using new SRG reversible logic gates and VHDL simulation
Reversible logic has comprehensive applications in communications, quantum computing, low power VLSI design, computer graphics, cryptography, nanotechnology and optical computing. It has received significant attention in low power dissipating circuit design in the past few years. While several researchers have inspected the design of reversible logic units, there is not much reported works on reversible subtractors. In this paper we proposed the quantum equivalent circuit for SRG (SRG refers to Samiur Rahman Gate) gate and we have computed the quantum cost of SRG gate. We also showed that how SRG gate can work singly as a Full-subtractor circuit. It is being tried to design the circuit optimal in terms of number of reversible gates, number of garbage outputs, number of constant inputs and quantum cost with compared to the existing circuits. All the designs have nanometric scales.
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