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Microwave properties of the generalized Fibonacci quasi-periodic multilayered photonic band gap structure

机译:广义斐波纳契准周期多层光子带隙结构的微波特性

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The transmission properties in microwave domains (10 GHz to 40 GHz) of generalized dielectric Fibonacci multilayer generated by the rule Sl + 1 = (SlSl-1n)-S-m: with a pair of positive integers m and n were Studied. The initial generations of generalized Fibonacci sequence are taken as follows: S-0 = L and S-1 = H, where H and L are two elementary layers with refractive indices n(L) = 1 (air) and n(H) = 3 (ceramic). The so-called "trace map method" was used to simulate the transmission spectra of the multilayer structures at normal incidence. Based on the representation of the transmittance spectra in the microwave range an analysis depending on the pair (n, m) is presented. It has been shown that the reflection bands of the proposed quasi-periodic structure could cover the whole spectral range. By comparison, it is impossible to reach this result by using the periodical multilayer structure.
机译:研究了由规则Sl +1 =(SlS1-1n)-S-m生成的具有两个正整数m和n的广义电介质斐波那契多层体在微波域(10 GHz至40 GHz)中的传输特性。广义斐波那契数列的初始生成如下:S-0 = L和S-1 = H,其中H和L是两个基本层,折射率n(L)= 1(空气),n(H)= 3(陶瓷)。使用所谓的“痕迹图法”来模拟垂直入射时多层结构的透射光谱。基于微波范围内的透射光谱的表示,提出了依赖于线对(n,m)的分析。已经表明,所提出的准周期结构的反射带可以覆盖整个光谱范围。相比之下,通过使用周期性多层结构不可能达到该结果。

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