An Innovative Way to Determine the PCF Parameters for Particular Packet of Data Using Fuzzy Logic

R. Daoud
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Abstract

The photonic crystal fiber (PCF) is the fiber cable with pure silica and surrounded by a hollow air in clad region to eliminate the dispersion effects and the confinement loss problem. In many previous works, the authors were focuses there study to compute and well determine the signal characteristics to reach the flattened zero dispersion region and with minimum loss. In this paper a novel approach for determination the cable parameters is used by means of fuzzy logic (FL). In practical life, same PCF is used to connect different types of data; such as telephone, TV and internet, so, many problems are occurred. When the core radius (a) and the pitch ($\Lambda$) value in addition to air hole diameter (d) are well determined the link transmission will be in optimum situation and low losses in the arrived data. The FL is used in this paper for its smart ability and well controls the transition for the given type of data link. The nature of the data and point to point distance are the main input for the proposed system which will determine the desired parameters for the used cable. Real values were used for the input and output variables to satisfy the optimum cable characteristics with minor error rate. When the data nature is telephone service (56 kbps) and the distance is near (500 m) the cable required has a parameters: (core radius= (7.64 $\mu m)\Lambda =1.64 \mu m$ and d=1.31 $\mu m$); while when the data nature is internet service (1 Gbps) and the distance is far (5 km) the cable required has a parameters: (core radius= (1.74 $\mu m$)$\Lambda$=0.94 $\mu m$ and d=0.56 $\mu m$)
一种利用模糊逻辑确定特定数据包PCF参数的创新方法
光子晶体光纤(PCF)是以纯二氧化硅为材料,在包层区域包裹中空空气以消除色散效应和约束损耗问题的光纤电缆。在以往的许多工作中,作者都着重于计算和确定信号的特性,以达到平坦的零色散区域和最小的损耗。本文提出了一种利用模糊逻辑确定电缆参数的新方法。在实际生活中,使用相同的PCF连接不同类型的数据;例如电话,电视和互联网,因此,出现了许多问题。当芯半径(a)、节距($\Lambda$)值以及气孔直径(d)确定时,链路传输将处于最佳状态,到达的数据损耗低。对于给定类型的数据链,本文采用了FL,因为它具有智能和良好的转换控制能力。数据的性质和点对点距离是所建议系统的主要输入,这将决定所使用电缆的所需参数。输入输出变量均采用实值,以满足电缆的最佳特性,且错误率较小。当数据性质为电话业务(56kbps)且距离较近(500m)时,所需电缆的参数为:(芯半径= (7.64 $\mu m)\Lambda =1.64 \mu m$, d=1.31 $\mu m$);而当数据性质为互联网服务(1gbps)且距离较远(5km)时,所需电缆的参数为:(芯半径= (1.74 $\mu m$) $\Lambda$ =0.94 $\mu m$, d=0.56 $\mu m$)
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