Phase diagrams of magnetopolariton gases

V. P. Kochereshko (1, 2) , M. V. Durnev (1, 2) , Lucien Besombes (3) , Henri Mariette (3) , V. F. Sapega (1) , A. Axitopoulos (4) , I. G. Savenko (5, 6) , T. C. H. Liew (7) , I. A. Shelykh (7) , A. V. Platonov (1, 2) , S. I. Tsintzos (8) , Z. Hatzopoulos (8) , P. Lagoudakis (4) , P. G. Savvidis (8, 9) , C. Schneider (10) , M. Amthor (10) , C. Metzger (10) , M. Kamp (10) , S. Hoefling (10) , A. Kavokin (2)

1 A.F. Ioffe Physical-Technical Institute
2 Spin Optics Laboratory,
3 NEEL - NPSC - Nanophysique et Semiconducteurs
4 Physics and Astronomy School
5 Science Institute [Reykjavik]
6 Department of Applied Physics/COMP
7 Division of Physics and Applied Physics
8 FORTH-IESL - Institute of Electronic Structure and Laser
9 Department of Materials Science & Technology
10 Technische Physik

The magnetic field effect on phase transitions in electrically neutral bosonic systems is much less studied than those in fermionic systems, such as superconducting or ferromagnetic phase transitions. Nevertheless, composite bosons are strongly sensitive to magnetic fields: both their internal structure and motion as whole particles may be affected. A joint effort of ten laboratories has been focused on studies of polariton lasers, where non-equilibrium Bose-Einstein condensates of bosonic quasiparticles, exciton-polaritons, may appear or disappear under an effect of applied magnetic fields. Polariton lasers based on pillar or planar microcavities were excited both optically and electrically. In all cases a pronounced dependence of the onset to lasing on the magnetic field has been observed. For the sake of comparison, photon lasing (lasing by an electron-hole plasma) in the presence of a magnetic field has been studied on the same samples as polariton lasing. The threshold to photon lasing is essentially governed by the excitonic Mott transition which appears to be sensitive to magnetic fields too. All the observed experimental features are qualitatively described within a uniform model based on coupled diffusion equations for electrons, holes and excitons and the Gross-Pitaevskii equation for exciton-polariton condensates. Our research sheds more light on the physics of non-equilibrium Bose-Einstein condensates and the results manifest high potentiality of polariton lasers for spin-based quantum logic applications.

Domaines: Autre [cond-mat.other]

V. P. Kochereshko, M. V. Durnev, Lucien Besombes, Henri Mariette, V. F. Sapega, et al.. Phase diagrams of magnetopolariton gases. 2013. ⟨hal-00940220⟩