Propagation Hanle effect of quadrupole polaritons in Cu2O

S. A. Moskalenko; M. A. Liberman

doi:10.1117/12.468956

29 May 2002 Propagation Hanle effect of quadrupole polaritons in Cu₂O

S. A. Moskalenko, M. A. Liberman

Proceedings Volume 4748, ICONO 2001: Fundamental Aspects of Laser-Matter Interaction and Physics of Nanostructures; (2002) https://doi.org/10.1117/12.468956
Event: XVII International Conference on Coherent and Nonlinear Optics (ICONO 2001), 2001, Minsk, Belarus

Abstract

The generalized theory of the Hanle effect is developed for the case of propagation quantum beats. Time-integrated quantum beats of two polariton wave packets with the same group velocities and polarizations belonging to two different Zeeman components in Voigt geometry of the quadrupole-active ortho-exciton (Gamma) ₅⁺ level in Cu₂O crystal gives rise to the propagation Hanle effect. It is characterized by a quasiresonant dependence of the emitted light intensity on the magnetic field strength, as well as by a supplementary periodic dependence with the period inverse proportional to the sample thickness. The developed theory with the account of the effective propagation way explains recent experimental results published by Kono and Nagasawa.

Citation Download Citation

S. A. Moskalenko and M. A. Liberman "Propagation Hanle effect of quadrupole polaritons in Cu₂O", Proc. SPIE 4748, ICONO 2001: Fundamental Aspects of Laser-Matter Interaction and Physics of Nanostructures, (29 May 2002); https://doi.org/10.1117/12.468956

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