利用半导体光放大器辅助sagnac门的光学平行半加法器

Dilip Kumar Gayen
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引用次数: 0

摘要

今天的通信需要巨大的操作速度。这将在传统的数据载体,即电子被基于开关和逻辑的设备的光子取代的情况下实现。门是高级框架的基本构件。不同的逻辑和算术运算可以用这个门完成。光逻辑和算术运算在高速通信框架中是非常值得期待的。在本文中,我们提出了基于太赫兹光非对称解复用器(TOAD)/半导体光放大器(SOA)辅助Sagnac门的并行模型来执行两个二进制数字的加法。仅使用两个基于toad的开关,我们设计了一个并行半加法器。这种光学电路提高了计算速度,也能够合成光作为输入来形成输出。这种并联电路的最大优点是不同的输入不需要同步。对电路进行了假设规划,并通过数值模拟进行了验证。
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OPTICAL PARALLEL HALF ADDER USING SEMICONDUCTOR OPTICAL AMPLIFIER-ASSISTED SAGNAC GATES
Today communication needs huge operational speed. This will be accomplished in case the conventional carrier of data, i.e. electron is supplanted by a photon for gadgets based on switching and logic. Gates are the basic building pieces of advanced frameworks. Different logic and arithmetic operations can be done using this gate. Optical logic and arithmetic operations are exceptionally much anticipated in high-speed communication frameworks. In this paper, we have presented parallel models to perform the addition of two binary digits based on terahertz optical asymmetric demultiplexer (TOAD)/semiconductor optical amplifier (SOA)-assisted Sagnac gates. Using only two TOAD-based switches we have designed a parallel half adder. This optical circuit increases the speed of calculation and is also capable of synthesizing light as an input to form the output. The most advantage of this parallel circuit is that no synchronization is required for distinctive inputs. The circuit is hypothetically planned and confirmed by numerical simulations.
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