光可逆通用四联逻辑门的实现与实现

Arjun Hati, Animesh Bhattacharya, Soujanya Ray, Amal K. Ghosh
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引用次数: 1

摘要

创新技术总是为实现某些复杂的目标提供了一种更容易和有组织的方法。自从技术进步开始以来,最大限度地减少功耗一直是其主要目标。在数字电子领域,可逆门使这种改进得到了实质性的实现。由于输入和输出的数量相等,因此不会丢失比特,从而降低了功率损耗。本文实现了一种光学可逆通用四联逻辑门(ORUQLG)的光学树结构(OTA)模型。用可逆通用四门实现了所有的基本逻辑门,并给出了框图和真值表来证明其通用性。利用Savart板和空间光调制器(SLM)对每个门的光学模型进行了解释,并验证了其在多值逻辑系统中的功能。最后,用python语言对所有电路进行了仿真,验证了所设计电路的真实性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Realization and Implementation of Optical Reversible Universal Quadruple Logic Gate (ORUQLG)
Innovative technologies always provides an aid for the accomplishment of certain complex goals following an easier and organized approach. Ever since the inception of technological advancement, the minimization of power consumption has always been its prime objective. In the field of digital electronics reversible gates render this amelioration in a substantial way. With the presence of an equal number of inputs and outputs, no bit is lost, hence obtaining a reduction in power loss. In this paper, we have implemented an optical tree architecture (OTA) model of an optical reversible universal quadruple logic gate (ORUQLG). Realization of all the basic logic gates by using reversible universal quadruple gate along with block diagram and truth table is illustrated to prove its universality. The optical model of each gate using Savart plate and spatial light modulator (SLM) is explained to validate its functionality in a multi-valued logic system as well. Finally, simulation of all the circuits is done using python language to prove the authenticity of the developed circuits.
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