Add to ORKGTrabajo presentado a la 21st International Conference on Infrared and Millimeter Waves. Berlín, 1996.Frequently, gaussian modes are used as free space wave equation solutions. This is not true since they are obtained assuming certain paraxial character in them. In this paper, we present an original study of the condition for paraxiality of higher order gaussian modes solutions of the wave equations in free space. A bound for the product of number (k) in free space and the beam waist of a family of modes is obtained, in terms of the mode indexes - the bound being more restrictive the larger the order of the mode
Non-paraxial theories of wave propagation are essential to model the interaction of highly focused l...
It is well known that laser beams spread as they propagate through free space due to natural diffrac...
A Collins transformation maps an orthonormal set of Hermite-Gaussian modes into an orthonormal set o...
Trabajo presentado a la 21st International Conference on Infrared and Millimeter Waves. Berlín, 1996...
Trabajo presentado al XI Simposium de la Unión Científica Internacional de Radio (URSI'96). Madrid, ...
Trabajo presentado a la 20th International Conference on Infrared and Millimeter Waves. Orlando (Est...
Trabajo presentado a la 20th International Conference on Infrared and Millimeter Waves. Orlando (Est...
Trabajo presentado a la 22nd International Conference on Infrared and Millimeter Waves. Estados Unid...
Two tool parameters, the beam propagation factor M² and kurtosis factor k, are used to analyse solut...
A simple expression for the beam divergence from a laser oscillating in a high order Gaussian mode c...
The validity of the paraxial approximation for laser beams in free space is studied via an integral ...
Trabajo presentado al X Simposium de la Unión Científica Internacional de Radio (URSI'95). Valladoli...
It is well known that laser beams spread as they propagate through free space due to natural diffrac...
In this work apply the algebra of operators of quantum mechanics in the Helmholtz wave equation in c...
This thesis presents the theory and applications of electromagnetic field calculation using orthogo...
Non-paraxial theories of wave propagation are essential to model the interaction of highly focused l...
It is well known that laser beams spread as they propagate through free space due to natural diffrac...
A Collins transformation maps an orthonormal set of Hermite-Gaussian modes into an orthonormal set o...
Trabajo presentado a la 21st International Conference on Infrared and Millimeter Waves. Berlín, 1996...
Trabajo presentado al XI Simposium de la Unión Científica Internacional de Radio (URSI'96). Madrid, ...
Trabajo presentado a la 20th International Conference on Infrared and Millimeter Waves. Orlando (Est...
Trabajo presentado a la 20th International Conference on Infrared and Millimeter Waves. Orlando (Est...
Trabajo presentado a la 22nd International Conference on Infrared and Millimeter Waves. Estados Unid...
Two tool parameters, the beam propagation factor M² and kurtosis factor k, are used to analyse solut...
A simple expression for the beam divergence from a laser oscillating in a high order Gaussian mode c...
The validity of the paraxial approximation for laser beams in free space is studied via an integral ...
Trabajo presentado al X Simposium de la Unión Científica Internacional de Radio (URSI'95). Valladoli...
It is well known that laser beams spread as they propagate through free space due to natural diffrac...
In this work apply the algebra of operators of quantum mechanics in the Helmholtz wave equation in c...
This thesis presents the theory and applications of electromagnetic field calculation using orthogo...
Non-paraxial theories of wave propagation are essential to model the interaction of highly focused l...
It is well known that laser beams spread as they propagate through free space due to natural diffrac...
A Collins transformation maps an orthonormal set of Hermite-Gaussian modes into an orthonormal set o...