We present an analysis of the influence of the Goos-Hanchen effect on tunneling times, group delay and dwell time, of electromagnetic waves propagating through an obstacle made of left-handed metamaterial embedded in a dielectric which exhibits saturable type of nonlinearity. The derived equations show that only the group delay, is affected by the Goos-Hanchen shift without any impact on the dwell time. Besides the reduction of the group delay, the most remarkable result is the possibility for total reduction of the Goos-Hanchen shift for finite incident angles. These phenomena are observable in the frequency region for which metamaterial exhibits negative index of refraction. (C) 2011 Elsevier B.V. All rights reserved
We analyze nonlinear properties of microstructured materials with the negative refractive index, the...
It is shown, and confirmed experimentally, that, despite the existence of the Goos-Hanchen shift, th...
We present a comparative analysis of the tunneling times of electromagnetic (EM) waves propagating i...
We present an analysis of the influence of the Goos-Hanchen effect on tunneling times, group delay a...
The Goos-Minchen effect is an optical phenomenon defined as a displacement of the reflected beam of ...
Investigating the propagation of electromagnetic radiation in linear and nonlinear materials (with t...
Tunneling times of electromagnetic planar wave propagating through a barrier made of split-ring reso...
In this paper, a more general expression that describes the relationship between dwell time and grou...
Tunneling times in absorptive and dispersive media are considered, as are the relations between them...
Time delays for an intense transverse electric (TE) wave propagating through a Kerr-type nonlinear ...
Time delays for an intense transverse electric wave propagating through a slab with saturable nonlin...
Since its first observation in 1947, the Goos-Hanchen effect an electromagnetic wave phenomenon wher...
In this paper we report large group delays in the propagation of narrow-band pulses through a disper...
In this work, we systematically investigate the group delay time of an electron wave packet through ...
nonlinearity placed between two semi-infinite samples of linear and nonmag-netic materials. A genera...
We analyze nonlinear properties of microstructured materials with the negative refractive index, the...
It is shown, and confirmed experimentally, that, despite the existence of the Goos-Hanchen shift, th...
We present a comparative analysis of the tunneling times of electromagnetic (EM) waves propagating i...
We present an analysis of the influence of the Goos-Hanchen effect on tunneling times, group delay a...
The Goos-Minchen effect is an optical phenomenon defined as a displacement of the reflected beam of ...
Investigating the propagation of electromagnetic radiation in linear and nonlinear materials (with t...
Tunneling times of electromagnetic planar wave propagating through a barrier made of split-ring reso...
In this paper, a more general expression that describes the relationship between dwell time and grou...
Tunneling times in absorptive and dispersive media are considered, as are the relations between them...
Time delays for an intense transverse electric (TE) wave propagating through a Kerr-type nonlinear ...
Time delays for an intense transverse electric wave propagating through a slab with saturable nonlin...
Since its first observation in 1947, the Goos-Hanchen effect an electromagnetic wave phenomenon wher...
In this paper we report large group delays in the propagation of narrow-band pulses through a disper...
In this work, we systematically investigate the group delay time of an electron wave packet through ...
nonlinearity placed between two semi-infinite samples of linear and nonmag-netic materials. A genera...
We analyze nonlinear properties of microstructured materials with the negative refractive index, the...
It is shown, and confirmed experimentally, that, despite the existence of the Goos-Hanchen shift, th...
We present a comparative analysis of the tunneling times of electromagnetic (EM) waves propagating i...