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Analysis of giant waveguide tapers with funnel geometry: Multi-Mode Interference regime to single mode

机译:漏斗几何巨型波导锥形分析:单模干涉制度到单模

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In this study, we are interested in giant tapers operating in a totally Multi-Mode Interference (MMI) regime capable of producing still an adequate single-mode field at the output. The idea is therefore to provide an answer on a possible giant acceptable limit of such MMI tapers still causing a single-mode output and then determining which opto-geometric parameters on this simple mathematical object and geometry act on the behavior. To this end, we have defined energy criteria per volume at the output. We consider families of tapers with a constant height corresponding to the output rib waveguide and a triangle shape. Each taper is defined by its input size, its length and its output size. The objective is to determine the minimum length of the taper to get enough energy or the desired guided mode(s) in the output waveguide. Two various approaches have been investigated and compared: numerical simulations by a finite element method (COMSOL) and a pure mathematical and geometrical study in conditions of total reflection on the walls of the taper plus a specific plane transformation. When the length of the taper increases, the energy increases in the core up to a limit value and decreases in the cladding. The size of the output guide is fixed to ω_s = 2 microns and the input size of the taper varies from typically 6 microns to 'giant' 400 microns. Four kinds of behavior were identified. For small lengths all the energy is reflected by the walls of the taper. For first intermediate lengths a part of the light is diffused in the cladding and the other part is guided to the output guide. For following intermediate lengths the major part of the light is guided to the output guide with multi-modes propagation. Lastly for greater lengths only the fundamental guided mode appears in the output guide.
机译:在这项研究中,我们对在完全多模式干扰(MMI)制度中运行的巨型录像机有兴趣,其能够在输出处产生仍然是一个充足的单模字段。因此,该思想是提供对这种MMI锥度的可能巨大可接受极限的答案,仍然导致单模输出,然后确定该简单数学对象和几何图形上的哪个光学几何参数对行为作用。为此,我们在输出处具有定义的能量标准。我们考虑具有与输出肋波导和三角形相对应的恒定高度的锥度的家庭。每个锥度由其输入大小,其长度及其输出大小定义。目的是确定锥度的最小长度,以获得输出波导中足够的能量或所需的引导模式。已经研究了两种各种方法和比较:通过有限元方法(COMSOL)和纯数学和几何研究在锥形壁的墙壁上的总反射条件下进行数值模拟。当锥度的长度增加时,核心的能量增加到极限值并在包层中减少。输出引导件的尺寸固定为ω_s= 2微米,并且锥度的输入尺寸从通常6微米变化到“巨头”400微米。确定了四种行为。对于小长度,所有能量都被锥形墙壁反射。对于第一中间长度,光的一部分在包层中漫射,另一部分被引导到输出引导件。对于以下中间长度,光的主要部分具有多模式传播的输出引导。最后,只有更大的长度,输出指南中只出现基本导向模式。

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