VLSI Architecture for Low Cost and Power Reversible Arithmetic Logic Unit based on Reversible Gate

Shaili Jain, Shashilata Rawat, P. Chaturvedi, Monika Kapoor
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Abstract

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. A reversible computation does, thus, not have to use energy, though this is impossible to avoid in practice, due to the way computers are build. It is, however, not always obvious how to implement reversible computing systems. The restriction to avoid information loss imposes new design criteria that need to be incorporated into the design; criteria that do not follow directly from conventional models.In this paper, research junk free reversible focal handling unit registering frameworks to physical door level usage. Math tasks are a reason for some registering frameworks, so a proposed the outline of snake, sub tractor, multiplexer, encoder and work towards a reversible circuit for general circuit are essential new circuits. In all plan actualized Xilinx programming and mimicked VHDL content sea.
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基于可逆门的低成本低功耗可逆算术逻辑单元的VLSI结构
可逆计算涵盖了前向和后向确定性的计算模型。这些模型在程序反演和双向计算中有应用,并且作为理论性质的研究也很有趣。因此,可逆计算不需要使用能量,尽管由于计算机的构造方式,这在实践中是不可能避免的。然而,如何实现可逆计算系统并不总是显而易见的。避免信息丢失的限制提出了需要纳入设计的新设计标准;不直接遵循传统模型的标准。本文研究了无垃圾可逆聚焦处理单元注册框架在物理门级的应用。数学任务是一些注册框架的原因,因此提出了蛇形轮廓,子拖拉机,多路复用器,编码器和工作朝着可逆电路的通用电路是必不可少的新电路。在整个方案中实现了Xilinx编程,并模拟了VHDL内容库。
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