Spectroscopic Properties Study of Photonic Crystals and Nanostructures

Q3 Mathematics
I. Aliev, M. Yashin, A. A. Loboiko, O.O. Gorbatova, R.E. Lyatifov
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引用次数: 0

Abstract

The paper proposes substantiation of dependence of dielectric permittivity, polariton dispersion and light group velocity in the sodium uranyl acetate on the wavelength. Many bands were found in the uranyl compounds transmission and absorption spectra. It was indicated that the polariton waves group velocity was decreasing anomalously in vicinity of the resonant absorption frequencies, i.e., the light was effectively stopped. This led to abnormal increase in the efficiency between the light interaction processes and the matter. Optical properties of the one-dimensional photonic crystal film formed by electrochemical etching of aluminum foil were studied. Experimental data on the transmission and reflection spectra in the region of first, second and third stop bands of the anode photonic aluminum oxide crystal were compared with theoretical dependence obtained from the known dispersion relation. Refractive indices of the first and second layers of various thin photonic crystal films, structure period and effective refractive index of the structures were theoretically calculated. Possibility of controlling position of the stop bands of one-dimensional photonic crystals in accordance with the Wulff --- Bragg’s relation was established. The studied photonic crystals could be used in experimental setups to register the light combined scattering spectra of dielectric media in the low-frequencies region
光子晶体与纳米结构的光谱特性研究
本文提出了醋酸铀酰钠的介电常数、极化子色散和光群速度与波长的关系。在铀酰类化合物的透射和吸收光谱中发现了许多条带。结果表明,在谐振吸收频率附近,极化子波群速度异常减小,即光被有效阻挡。这导致光相互作用过程与物质之间的效率异常增加。研究了电化学蚀刻铝箔形成的一维光子晶体膜的光学性质。对阳极光子氧化铝晶体在第一、第二和第三止光带区域的透射和反射光谱的实验数据与由已知色散关系得到的理论依赖关系进行了比较。从理论上计算了各种光子晶体薄膜的第一、第二层折射率、结构周期和有效折射率。建立了根据伍尔夫—布拉格关系控制一维光子晶体禁带位置的可能性。所研究的光子晶体可以在实验装置中用于记录介质低频区的光组合散射光谱
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来源期刊
CiteScore
1.10
自引率
0.00%
发文量
40
期刊介绍: The journal is aimed at publishing most significant results of fundamental and applied studies and developments performed at research and industrial institutions in the following trends (ASJC code): 2600 Mathematics 2200 Engineering 3100 Physics and Astronomy 1600 Chemistry 1700 Computer Science.
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