Using an asymptotic formalism we developed in an earlier paper, we compare the dispersion properties of the air-core Bragg fiber with those of the coaxial Bragg fiber. In particular we are interested in the way the inner core of the coaxial fiber influence the dispersion relation. It is shown that, given appropriate structural parameters, large single-mode frequency windows with a zero-dispersion point can be achieved for the TM mode in coaxial fibers. We provide an intuitive interpretation based on perturbation analysis and the results of our asymptotic calculations are confirmed by Finite Difference Time Domain (FDTD) simulations
Using an asymptotic analysis, we obtain an eigenvalue equation for the general mode dispersion in Br...
The spectral properties of light confined to low-index media by binary layered structures is discuss...
Copyright © 2008 IEEE. Personal use of this material is permitted. However, permission to reprint/re...
Using an asymptotic analysis, we analytically calculate the dispersion and the field distribution of...
Using an asymptotic matrix formalism, we analyze the guided modes of Bragg fibers and the dielectric...
We developed a matrix theory that applies to any cylindrically symmetric fiber surrounded with Bragg...
In this dissertation I explore the phenomenon of Bragg reflection in optical waveguides. Two specifi...
The possibility of using Bragg reflection in a cylindrical fiber to obtain lossless confined propaga...
In a previous paper we developed a matrix theory that applies to any cylindrically symmetric fiber s...
The propagation characteristics in air core Bragg fiber has been analyzed in this paper by using the...
Abstract: It is demonstrated that Bragg reflection waveguides, either planar or cylindrical, can be ...
In this paper, we compare three analysis methods for Bragg fibers, viz. the transfer matrix method, ...
By using a multipole moment approach, we analyze the loss of an air-core photonic crystal fiber and ...
We demonstrate a new class of hollow-core Bragg fibers that are composed of concentric cylindrical s...
A new class of hollow-core Bragg fibers composed of concentric cylindrical silica rings separated by...
Using an asymptotic analysis, we obtain an eigenvalue equation for the general mode dispersion in Br...
The spectral properties of light confined to low-index media by binary layered structures is discuss...
Copyright © 2008 IEEE. Personal use of this material is permitted. However, permission to reprint/re...
Using an asymptotic analysis, we analytically calculate the dispersion and the field distribution of...
Using an asymptotic matrix formalism, we analyze the guided modes of Bragg fibers and the dielectric...
We developed a matrix theory that applies to any cylindrically symmetric fiber surrounded with Bragg...
In this dissertation I explore the phenomenon of Bragg reflection in optical waveguides. Two specifi...
The possibility of using Bragg reflection in a cylindrical fiber to obtain lossless confined propaga...
In a previous paper we developed a matrix theory that applies to any cylindrically symmetric fiber s...
The propagation characteristics in air core Bragg fiber has been analyzed in this paper by using the...
Abstract: It is demonstrated that Bragg reflection waveguides, either planar or cylindrical, can be ...
In this paper, we compare three analysis methods for Bragg fibers, viz. the transfer matrix method, ...
By using a multipole moment approach, we analyze the loss of an air-core photonic crystal fiber and ...
We demonstrate a new class of hollow-core Bragg fibers that are composed of concentric cylindrical s...
A new class of hollow-core Bragg fibers composed of concentric cylindrical silica rings separated by...
Using an asymptotic analysis, we obtain an eigenvalue equation for the general mode dispersion in Br...
The spectral properties of light confined to low-index media by binary layered structures is discuss...
Copyright © 2008 IEEE. Personal use of this material is permitted. However, permission to reprint/re...