On the basis of Rayleigh-Sommerfeld vectorial diffraction formulas, we show that the radiation from a pulsed Gaussian planar source propagates at a slightly superluminal group velocity beyond the Rayleigh distance, in agreement with a recent prediction from the approximate paraxial theory of diffraction. Moreover, superluminality can be sizably enhanced up to velocities 1.5% faster than c (speed of a plane wave in vacuum) by diminishing the diameter of the source down to one wavelength. (C) 2002 Elsevier Science B.V. All rights reserved
A recent experiment [1] shows evidence for strong superluminal group and energy propagation, albeit ...
In this paper we analyze the physical meaning of sub-and superluminal soliton-like solutions (as the...
Using pulses based on functions with compact support and perfectly smooth infinitely differentiable ...
On the basis of Rayleigh-Sommerfeld vectorial diffraction formulas, we show that the radiation from ...
It is shown that the homogeneous scalar wave equation under a generalized paraxial approximation adm...
We study the group velocity of pulsed light beams in vacuum. Gouy's phase associated with the diffra...
Based on boundary condition and hyperbolic dispersion relation, the superluminal group velocity in a...
This paper reviews earlier studies on superluminal wave propagation in anomalously dispersive media ...
The Laguerre–Gaussian (LG) beam expansion is described as a numerical and physical model of paraxial...
The apparent superluminal propagation of electromagnetic signals seen in recent experiments is shown...
The paper examines several types of anomalously dispersive media that support the argument for super...
We have experimentally investigated the enhanced effects of subluminal and superluminal propagation,...
We address the question about the velocity of signals carried by Bessel beams wave packets propagati...
We show that a pulse can travel arbitrarily long distances without significant temporal spreading in...
We consider the propagation in a dielectric medium of radiation emitted by a single-atom source. The...
A recent experiment [1] shows evidence for strong superluminal group and energy propagation, albeit ...
In this paper we analyze the physical meaning of sub-and superluminal soliton-like solutions (as the...
Using pulses based on functions with compact support and perfectly smooth infinitely differentiable ...
On the basis of Rayleigh-Sommerfeld vectorial diffraction formulas, we show that the radiation from ...
It is shown that the homogeneous scalar wave equation under a generalized paraxial approximation adm...
We study the group velocity of pulsed light beams in vacuum. Gouy's phase associated with the diffra...
Based on boundary condition and hyperbolic dispersion relation, the superluminal group velocity in a...
This paper reviews earlier studies on superluminal wave propagation in anomalously dispersive media ...
The Laguerre–Gaussian (LG) beam expansion is described as a numerical and physical model of paraxial...
The apparent superluminal propagation of electromagnetic signals seen in recent experiments is shown...
The paper examines several types of anomalously dispersive media that support the argument for super...
We have experimentally investigated the enhanced effects of subluminal and superluminal propagation,...
We address the question about the velocity of signals carried by Bessel beams wave packets propagati...
We show that a pulse can travel arbitrarily long distances without significant temporal spreading in...
We consider the propagation in a dielectric medium of radiation emitted by a single-atom source. The...
A recent experiment [1] shows evidence for strong superluminal group and energy propagation, albeit ...
In this paper we analyze the physical meaning of sub-and superluminal soliton-like solutions (as the...
Using pulses based on functions with compact support and perfectly smooth infinitely differentiable ...