Reconstruction of the transverse dynamics of a bimode CO2 laser

C. Lepers; V. Zehnlé; D. Hennequin; D. Dangoisse; A. Barsella; E. Arimondo

doi:10.1016/S0030-4018(96)00601-3

Reconstruction of the transverse dynamics of a bimode CO₂ laser

C. Lepers
, V. Zehnlé
, D. Hennequin
, D. Dangoisse
, A. Barsella
, E. Arimondo

UMR 8523–PhLAM–Physique des Lasers Atomes et Molécules
University of Pisa

Résultats de recherche: Contribution à un journal › Article › Revue par des pairs

Résumé

Temporal evolution of the laser electric field at any point of the transverse plane of a bimode CO₂ laser is reconstructed using three fast detectors located at different points in the transverse plane. We investigated a situation in which the dynamics is particularly rich i.e. displaying different periodic and chaotic regimes. A comparison between numerical analysis and experiments allows us to perform a critical evaluation of the method.

langue originale	Anglais
Pages (de - à)	121-127
Nombre de pages	7
journal	Optics Communications
Volume	135
Numéro de publication	1-3
Les DOIs	https://doi.org/10.1016/S0030-4018(96)00601-3
état	Publié - 1 févr. 1997
Modification externe	Oui

Accès au document

10.1016/S0030-4018(96)00601-3

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Contient cette citation

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abstract = "Temporal evolution of the laser electric field at any point of the transverse plane of a bimode CO2 laser is reconstructed using three fast detectors located at different points in the transverse plane. We investigated a situation in which the dynamics is particularly rich i.e. displaying different periodic and chaotic regimes. A comparison between numerical analysis and experiments allows us to perform a critical evaluation of the method.",

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AU - Hennequin, D.

AU - Dangoisse, D.

AU - Barsella, A.

AU - Arimondo, E.

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AB - Temporal evolution of the laser electric field at any point of the transverse plane of a bimode CO2 laser is reconstructed using three fast detectors located at different points in the transverse plane. We investigated a situation in which the dynamics is particularly rich i.e. displaying different periodic and chaotic regimes. A comparison between numerical analysis and experiments allows us to perform a critical evaluation of the method.

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