We consider optical pulse propagation in an Erbium doped inhomogeneous lossy optical fiber with time dependent phase modulation, which is governed by a system of Generalized Inhomogeneous Nonlinear Schrödinger Maxwell–Bloch (GINLS–MB) equation. Multi-soliton propagation is studied analytically by means of deriving associated Lax pair and the soliton solutions are obtained using Darboux transformation. By suitably adjusting the group velocity dispersion and nonlinearity parameter, we discuss various soliton dynamics such as periodic distributed amplification, pulse compression etc. In each case, we demonstrate the influence of inhomogeneous parameter. Finally we investigate the pulse compression through nonlinear tunneling
We propose the possibility of soliton-type pulse propagation in an optical guide with two-level reso...
We study multi-peak solitons on a plane-wave background in an erbium-doped fiber system wi...
Pulse propagation in optical fibre communication systems is affected by the fibre nonlinearity even ...
In this paper, a generalized nonlinear Schrödinger–Maxwell–Bloch model with variable dispersion and ...
We propose the possibility of propagation of a soliton-type pulse in an erbium doped nonlinear optic...
We consider the wave propagation in an erbium doped nonlinear fiber media. The wave equation which g...
A coupled system of the Hirota equation and the Maxwell-Bloch (H-MB) equations which explains wave p...
We propose a coupled system of the Hirota equation and the Maxwell-Bloch equations to describe the w...
In this paper we consider the pulse propagation in a nonuniform birefringent fibre where the pulse d...
AbstractUnder investigation in this paper is a generalized nonlinear Schrödinger model with variable...
The dynamics of nonlinear pulse propagation in an averaged dispersion-managed soliton system is gove...
We propose the system of coupled Hirota-Maxwell-Bloch equations which governs the propagation of opt...
We propose the system of coupled Hirota-Maxwell-Bloch equations which governs the propagation of opt...
The propagation of optical pulses in two types of fibers with randomly varying dispersion is investi...
In nonlinear optics, the soliton transmission in different forms can be described with the use of no...
We propose the possibility of soliton-type pulse propagation in an optical guide with two-level reso...
We study multi-peak solitons on a plane-wave background in an erbium-doped fiber system wi...
Pulse propagation in optical fibre communication systems is affected by the fibre nonlinearity even ...
In this paper, a generalized nonlinear Schrödinger–Maxwell–Bloch model with variable dispersion and ...
We propose the possibility of propagation of a soliton-type pulse in an erbium doped nonlinear optic...
We consider the wave propagation in an erbium doped nonlinear fiber media. The wave equation which g...
A coupled system of the Hirota equation and the Maxwell-Bloch (H-MB) equations which explains wave p...
We propose a coupled system of the Hirota equation and the Maxwell-Bloch equations to describe the w...
In this paper we consider the pulse propagation in a nonuniform birefringent fibre where the pulse d...
AbstractUnder investigation in this paper is a generalized nonlinear Schrödinger model with variable...
The dynamics of nonlinear pulse propagation in an averaged dispersion-managed soliton system is gove...
We propose the system of coupled Hirota-Maxwell-Bloch equations which governs the propagation of opt...
We propose the system of coupled Hirota-Maxwell-Bloch equations which governs the propagation of opt...
The propagation of optical pulses in two types of fibers with randomly varying dispersion is investi...
In nonlinear optics, the soliton transmission in different forms can be described with the use of no...
We propose the possibility of soliton-type pulse propagation in an optical guide with two-level reso...
We study multi-peak solitons on a plane-wave background in an erbium-doped fiber system wi...
Pulse propagation in optical fibre communication systems is affected by the fibre nonlinearity even ...