Chromatic dispersion of microstructured fiber using neural network

A. Ouchar, A. Sonne, R. Aksas
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Abstract

In this paper a neural Network model of chromatic dispersion of a photonic crystal fiber with triangle-lattice and hexagonal geometry has been designed trained and simulated. The training data are carried out using the multipole method. The three layer's hexagonal PCFs studied in this paper have a silica core, obtained by introducing a defect. To train the proposed neural network we have used four structures with the same period different diameter and in each computation we have derived the refractive index of PCF. The obtained mean square error reaches 1e-5 for 60.000 epochs and the proposed neural network permit to the designer to compute directly the refractive index and the chromatic dispersion without return back to the multipole method.
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基于神经网络的微结构纤维色散研究
本文设计了三角晶格和六边形光子晶体光纤色散的神经网络模型,并进行了训练和仿真。训练数据采用多极子方法进行。本文所研究的三层六角形PCFs具有二氧化硅核,该核是通过引入缺陷获得的。为了训练所提出的神经网络,我们使用了四个相同周期不同直径的结构,并在每次计算中推导出了PCF的折射率。得到的均方误差在60000次时达到1e-5,所提出的神经网络允许设计者直接计算折射率和色散,而无需返回到多极子方法。
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