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The Implementation of Reversible Gates in Design of 1bit, 4-bit ALU and 8b/10b Encoder & Decoder

机译:1位,4位ALU和8B / 10B编码器和解码器设计中可逆栅极的实现

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摘要

The implementation of conventional/irreversible logic gates can leads to the high power consumption and also the quantum computation with these logic gates is not possible. The reversible circuits can be used in the digital communication, signal processing, Cryptography as well as in computer graphics. The reversible circuits are the prime requisites for quantum computation where it consumes less gates during the synthesis process and also evolves no redundant input-output line pairs. This paper deals with the design of 1bit, 4bit arithmetic logic controller (ALU) and (8b/10b) encoder and decoder design by using conventional gates and reversible logic gates. The synthesis of the proposed designs were performed by using FPGA and is coded & simulated by using Xilinx 14.7 and modelsim6 respectively. From the performance analysis (by considering propagation delay, quantum cost, garbage outputs and total reversible gates used) it is been found that the proposed designs achieves significant results.
机译:传统/不可逆逻辑栅极的实现可以导致高功耗,并且不可能使用这些逻辑门的量子计算。可逆电路可用于数字通信,信号处理,密码以及计算机图形中。可逆电路是量子计算的主要要求,其中在合成过程中消耗较少的栅极,并且也不会演化冗余输入输出线对。本文通过使用传统的栅极和可逆逻辑门来处理1bit,4bit算术逻辑控制器(ALU)和(8B / 10B)编码器和解码器设计的设计。通过使用FPGA进行所提出的设计的合成,并通过使用Xilinx 14.7和ModelSIM6进行编码和模拟。从性能分析(通过考虑传播延迟,量子成本,垃圾输出和总可逆盖茨使用),已经发现所提出的设计实现了显着的结果。

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