Pdf Self Similarity Properties Of Complex Quasi Periodic Fibonacci In this paper, the influence of structural modifications on basic quasi periodic (qp) photonic crystals (phc’s) on self similarity feature in their spectral responses is examined. In this work, one dimensional transfer matrix method (tmm) is applied to analyze examples of the photonic crystals with quasi periodic fibonacci, and fractal cantor structures.

Color Online Dynamical Properties For Periodic Fibonacci Photonics 2021, 8 (12), 558; doi.org 10.3390 photonics8120558. Gullo et al., 2016). one dimensional quasicrystals are self similar with the self similarity factor being the golden ratio (grushina et al., 2008). quasi periodic mesoscopic fibonacci rings are used to investigate firstly, the quantum mechanical phenomenon of persistent circular charge current, crucial in understanding quantum coherence,. This type of structure shows self similarity properties and is mainly classified into quasi crystals, and aperiodic pc structures [29]. the quasi crystal is based on the substitutional rule of the fibonacci sequence, and aperiodic pc structure is based on the thue–morse, rudin–shapiro and period doubling inflation rules. In this paper, the influence of structural modifications on basic quasi periodic (qp) photonic crystals (phc's) on self similarity feature in their spectral responses is examined.

Spectral Properties Of 1d Fibonacci Quasicrystals Wolfram This type of structure shows self similarity properties and is mainly classified into quasi crystals, and aperiodic pc structures [29]. the quasi crystal is based on the substitutional rule of the fibonacci sequence, and aperiodic pc structure is based on the thue–morse, rudin–shapiro and period doubling inflation rules. In this paper, the influence of structural modifications on basic quasi periodic (qp) photonic crystals (phc's) on self similarity feature in their spectral responses is examined. In this present paper, we will study in detail the optical trans mission properties of light through the quasiperiodic multi layers that are arranged in the fibonacci class fc(n) @ sequences38 # along two opposite directions and that also pos sess a mirror symmetry. In this paper, the influence of structural modifications on basic quasi periodic (qp) photonic crystals (phc’s) on self similarity feature in their spectral responses is examined. Abstract we report the realization of an active one dimensional fibonacci photonic quasi crystal via spin coating. manipulation of the luminescence properties of an organic embedded in the quasi crystal is presented and compared to theoretical simulations. the luminescence occurs via the pseudo bandedge mode and follows the dispersion properties. We study theoretically the spectral transmission properties of a multilayer structure in which the refractive index of the layers follows a self similar arithmetical sequence named 'the 1s counting sequence', which is related to the pascal's triangle.