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Nonlinearity effect on dual photonic crystal fiber coupler for generating fully optical logic gates

机译:基于双光子晶体光纤耦合器的非线性效应,用于产生完全光学逻辑栅极

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In this work, we present a numerical investigation of the asymmetric double nonlinear coupling of photonic crystal fibers in an on-off switch to obtain fully optical logic gates. Ultra-short pulses (100 fs) are propagated through the device in three distinct excitation power regimes, power below critical (P-o = 72 kW, where P-o represents the excitation power of the device), critical power (P-c = 103.5 kW, where P-c represents critical Power for which the power switching is 50% for both guides. There are cases where P-o is above the critical value, there are cases that is below), and power above critical (P-o = 110 kW). The pulse switching characteristics are analyzed as a function of the input power and the nonlinearity profile (beta-beta) inserted in one of the component guides. The nonlinearity profiles follow the regimes: constant, increasing and decreasing, and high order effects, such as third-order dispersion, intrapulse Raman scattering and self-steepening are included in the generalized Schrodinger nonlinear equation governs the pulse propagation dynamics. The results show that the proposed device can be used to obtain AND, OR, and NOT logic gate. Numerical studies were done from the coupled-coupled equations solved using the fourth-order Runge-Kutta method, using MATLAB as a programming tool for solving equations. The implementation of fully optical logic gates tends to revolutionize new digital systems in the field of data storage, such as optical memory, "replacement" of electronic circuits among other applications. Optical systems have a great advantage as they are free from electromagnetic interference and have high rates of data transmission.
机译:在这项工作中,我们介绍了在开关开关中的光子晶体纤维的不对称双非线性耦合的数值研究,以获得完全光学逻辑栅极。超短脉冲(100 fs)在三个不同的激励电力方案中通过该装置传播,功率低于关键(PO = 72 kW,其中PO代表设备的激励力),临界功率(PC = 103.5 kW,其中PC代表两个引导件的电源切换为50%的临界功率。在临界值的情况下,存在下面的情况下的情况,并且高于临界功率(PO = 110 kW)。作为输入功率的函数和插入其中一个组件引导件中的非线性轮廓(Beta-Beta)的函数分析脉冲切换特性。非线性剖面遵循该制度:恒定,增加和降低,以及高阶效应,例如三阶色散,intapulse拉曼散射和自我陡峭,包括在广义的施罗德格非线性方程中,控制脉冲传播动态。结果表明,所提出的设备可用于获得和,或不是逻辑门。使用MATLAB作为用于求解方程的编程工具,从使用第四阶runge-Kutta方法解决的耦合耦合方程来完成数值研究。完全光学逻辑门的实现倾向于彻底改变数据存储领域的新数字系统,例如光存储器,电子电路的“更换”。光学系统具有很大的优势,因为它们没有电磁干扰并具有高数据传输速率。

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