Optimized Analysis of Reversible ALU based on Arithmetic and Memory Unit
Keywords:
Reversible Gates, Arithmetic Logic Unit, Ancilla Input, DelayAbstract
Reversible computing spans computational models that are both forward and backward deterministic. These models have applications in program inversion and bidirectional computing, and are also interesting as a study of theoretical properties. In this paper, investigate reversible arithmetic logic unit (ALU) computing systems to physical gate-level implementation. Arithmetic operations are a basis for many computing systems, so a proposed the design of adder, sub-tractor, multiplexer, multiplier, comparator and memory element i.e. delay flip flop (D_FF) work towards a reversible circuit. The adder and sub-tractor circuit consist of DKG gate, multiplexer circuit consist of R gate, multiplier consist of toffoli, Peres and HNG gate, comparator consist of BJN gate and D_FF consist of Feynman and Fredkin gate. In all design implemented Xilinx software and simulated VHDL text bench.
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