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An analysis of W-shaped plastic optical fibers by WKB approximation

机译:W型塑料光纤的WKB近似分析

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The graded-index plastic optical fiber, because of its relatively large bandwidth and core diameter, is the type of fiber that is used in a majority of the fiber optic systems in existence today. Especially the type of optical fiber known as the W-fiber has some desirable properties and unique characteristics not found in matched-cladding fibers. In this work, by Wentzel-Kramers-Brillouin (WKB) method, the total number of modes of the graded-index W-shaped plastic optical fiber is theoretically reviewed. The obtained formula for the total number of modes of W-shaped optical fibers arises from an approximation of the WKB integral, which preserves the general validity requirements of the method. Also, by assumption that all modes were excited uniformly, the computational analyses investigating near- and far-field power distribution in W-shaped plastic optical fibers was carried out.
机译:由于渐变折射率塑料光纤具有相对较大的带宽和纤芯直径,因此它是当今大多数光纤系统中使用的光纤类型。尤其是称为W光纤的光纤类型具有一些理想的特性和独特的特性,在匹配的包层光纤中没有。在这项工作中,通过Wentzel-Kramers-Brillouin(WKB)方法,从理论上回顾了渐变折射率W形塑料光纤的模式总数。所获得的W形光纤模数总数的公式来自WKB积分的近似值,从而保留了该方法的一般有效性要求。同样,假设所有模式都被均匀激发,进行了计算分析,研究了W形塑料光纤中的近场和远场功率分布。

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