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(a) SEM image of the glass optical fiber with random air-holes. For ease of viewing, the polymer coating has been removed. (b) Refractive index profile used in our simulations.  

(a) SEM image of the glass optical fiber with random air-holes. For ease of viewing, the polymer coating has been removed. (b) Refractive index profile used in our simulations.  

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Article
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We report the first observation of transverse Anderson localization in a glass optical fiber. The strong localization happens near the outer boundary of the fiber and no trace of localization is observed in the central regions. However, these observations complement previous reports that the boundary of a disordered medium has a de-localizing effec...

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Context 1
... cross-sectional SEM image of the disordered porous optical fiber is shown in Fig. 1(a), which also provides a good estimate of the refractive index profile of the fiber; the light gray background matrix is glass and the black random dots represent the air-holes. The diameter of the fiber is confirmed to be about 250 μm and the average air fill-fraction is about 5.5% with the air-hole diameters varying between about ...
Context 2
... finite difference beam propagation method (FD-BPM) was used to carry out the simula- tions [13]. The refractive index profile is extracted from the SEM image of the fiber in Fig. 1(a) and is directly used in the FD-BPM program; the refractive index profile used in our simulations is shown in Fig. 1(b). Fig. 2. The experimental measurement of the near-field intensity when the beam is launched near the center of the fiber, where no localization is observed. Figure 2 shows a typical result from launching of the beam ...
Context 3
... finite difference beam propagation method (FD-BPM) was used to carry out the simula- tions [13]. The refractive index profile is extracted from the SEM image of the fiber in Fig. 1(a) and is directly used in the FD-BPM program; the refractive index profile used in our simulations is shown in Fig. 1(b). Fig. 2. The experimental measurement of the near-field intensity when the beam is launched near the center of the fiber, where no localization is observed. Figure 2 shows a typical result from launching of the beam (405 nm wavelength) into the center of the fiber. It is clear that the disorder is not sufficient to clamp the beam ...
Context 4
... repeated the same procedure outlined above in our simulations, using the refractive in- dex profile shown in Fig. 1(b), and collected 100 separate near-field intensity profiles, using incident beams launched at different positions near the outer boundary of the fiber. The beam localization for four different incident spots near the outer boundary are shown in Fig. 4; again, in each case, the localized spot consists of multiple peaks, which are located ...

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... On the other hand, the input-output relationship in MMFs is far deviated from a point-to-point transmission due to the multimode interference. The recently proposed glass-air Anderson localizing optical fibers (GALOFs) [25][26][27][28][29][30][31][32][33] provide a promising alternative. With a disordered arrangement of air holes embedded in a silica matrix, GALOFs achieve local confinement of light and high sampling densities (~10 mode/µm 2 ) simultaneously 34 due to the transverse Anderson localization (TAL) 35,36 . ...
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... This was first realized [251] by the stack-and-draw method from two polymers with different refractive indices [ Fig. 38(c)]. Later, disordered glass-air fibers with larger refractive index contrast [ Fig. 38(b,d)] were fabricated [244,252,253]. Transverse scattering and interference of light results in transverse localization, similar to Anderson localization in a 2D disordered structure. ...
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... The experimental studies of Anderson localization of light are complicated by competition between Anderson localization and diffusion/absorption [6,7]. Nevertheless, fruitful experiments on the so-called transverse Anderson localization of light were carried out CONTACT R. S. Puzko roman998@mail.ru in quasi-1D and quasi-2D systems [8][9][10]. These experiments deal with one-dimensional and two-dimensional arrays of coupled waveguides. ...
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... On the other hand, the input-output relationship in MMFs is far deviated from a point-to-point transmission due to the multimode interference. The recently proposed glass-air Anderson localizing optical fibers (GALOFs) 25,26,27,28,29,30,31,32,33 provide a promising alternative. With a disordered arrangement of air holes embedded in a silica matrix, GALOFs achieve local confinement of light and high sampling densities (~10 mode/µm 2 ) simultaneously 34 due to the transverse Anderson localization (TAL) 35,36 . ...
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... Moreover, the eventual adoption of TALOF in real world use cases hinges upon the availability of an industrially scalable fabrication process. To date, using predominantly the stack-and-draw technique, first polymer-polymer 12 , then glass-glass [13][14][15] , and air-glass TALOFs 11,16,17 have been manufactured. More recently, femtosecond laser-writing has also been employed 18 , but all of the above fabrication methods are laborintensive and cannot be scaled to an industrial process. ...
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... Later, it was realized that robust samples could be obtained if the refractive index contrast in the disordered medium is further increased [28]. A porous optical fiber, made of silica glass-air with a fill fraction being below the optimal value of 50 %, was designed and produced to strongly localize light waves in the transverse plane [29]. Even in a three-dimensional disordered medium, the transverse Anderson localization has been reported both experimentally and theoretically [30,31]. ...
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