Motion of solitons in CGL-type equations

Hervé Leblond; Foued Amrani; Alioune Niang; Boris Malomed; Valentin Besse

Pré-publication, Document de travail

Motion induced by a continuous wave The finite bandwidth of gain as a viscous friction Transverse mobility in the presence of periodic potential Motion of solitons in CGL-type equations Motion of solitons in CGL-type equations

Motion of solitons in CGL-type equations

Hervé Leblond ¹ Foued Amrani ¹ Alioune Niang ¹ Boris Malomed ² Valentin Besse ¹

1 LPHIA - Laboratoire de Photonique d'Angers

2 Faculty of Engineering, Tel Aviv University

Type de document :

Pré-publication, Document de travail

Domaine :

Physique [physics]

Liste complète des métadonnées

https://hal.univ-angers.fr/hal-02572701
Contributeur : Okina Université d'Angers <>
Soumis le : mercredi 13 mai 2020 - 18:15:48
Dernière modification le : mardi 6 octobre 2020 - 10:52:07

Motion induced by a continuous wave The finite bandwidth of gain as a viscous friction Transverse mobility in the presence of periodic potential Motion of solitons in CGL-type equations Motion of solitons in CGL-type equations

Motion of solitons in CGL-type equations

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en fr Motion induced by a continuous wave The finite bandwidth of gain as a viscous friction Transverse mobility in the presence of periodic potential Motion of solitons in CGL-type equations Motion of solitons in CGL-type equations Motion of solitons in CGL-type equations

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Collections

Citation

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18

38

Motion induced by a continuous wave The finite bandwidth of gain as a viscous friction Transverse mobility in the presence of periodic potential Motion of solitons in CGL-type equations Motion of solitons in CGL-type equations

Motion of solitons in CGL-type equations