Short Pulse equation derived by Schafer and Wayne is a nonlinear partial differential equation that describes ultra short laser propagation in a dispersive optical medium such as optical fibers. Some properties of this equation e.g. traveling wave solution and its soliton structure and some of its conserved quantities were investigated. Conserved quantities were obtained by mass conservation law, lax pair method and transformation between Sine-Gordon and short pulse equation. As a result, loop soliton characteristic and six conserved quantities were found.M.S. - Master of Scienc
The short pulse equation provides a model for the propagation of ultra-short light pulses in silica ...
In this paper, dependent and independent variable transformations are introduced to solve the short ...
We classify integrable scalar polynomial partial differential equations of second order generalizing...
Summary: This chapter presents a comparison between the standard center-frequency expansion commonly...
It seems to be self-evident that stable optical pulses cannot be considerably shorter than a single...
The short pulse equation provides a model for the propagation of ultra-short light pulses in silica ...
A perturbation theory for the short-pulse equation is developed to investigate the effects of variou...
The short-pulse equation (SPE) was first derived for ultra short pulse propagating in nonlinear opti...
The short-pulse equation (SPE) was first derived for ultra short pulse propagating in nonlinear opti...
In this paper, we consider the SIT type equations with group velocity dispersion, Kerr nonlinearity,...
Pulses propagating in a non-linear dispersive (glass) fibre can be described by the non-linear Schrö...
The discovery of the soliton is considered to be one of the most significant events of the twentieth...
We review recent achievements in theory of ultra-short optical pulses propagating in nonlinear fiber...
This thesis report is submitted in partial fulfillment of the requirements for the degree of Bachelo...
This paper focuses on the semi-discrete complex short pulse equation which may describe the ultra-sh...
The short pulse equation provides a model for the propagation of ultra-short light pulses in silica ...
In this paper, dependent and independent variable transformations are introduced to solve the short ...
We classify integrable scalar polynomial partial differential equations of second order generalizing...
Summary: This chapter presents a comparison between the standard center-frequency expansion commonly...
It seems to be self-evident that stable optical pulses cannot be considerably shorter than a single...
The short pulse equation provides a model for the propagation of ultra-short light pulses in silica ...
A perturbation theory for the short-pulse equation is developed to investigate the effects of variou...
The short-pulse equation (SPE) was first derived for ultra short pulse propagating in nonlinear opti...
The short-pulse equation (SPE) was first derived for ultra short pulse propagating in nonlinear opti...
In this paper, we consider the SIT type equations with group velocity dispersion, Kerr nonlinearity,...
Pulses propagating in a non-linear dispersive (glass) fibre can be described by the non-linear Schrö...
The discovery of the soliton is considered to be one of the most significant events of the twentieth...
We review recent achievements in theory of ultra-short optical pulses propagating in nonlinear fiber...
This thesis report is submitted in partial fulfillment of the requirements for the degree of Bachelo...
This paper focuses on the semi-discrete complex short pulse equation which may describe the ultra-sh...
The short pulse equation provides a model for the propagation of ultra-short light pulses in silica ...
In this paper, dependent and independent variable transformations are introduced to solve the short ...
We classify integrable scalar polynomial partial differential equations of second order generalizing...