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Опубликовано 2012-11-14 Опубликовано на SciPeople2013-08-23 15:38:28 ЖурналElsevierLtd.Allrightsreserved


True, quasiandunstableNambu–Goldstonemodesofthetwo-dimensional Bose–Einsteincondensedmagnetoexcitons
S.A. Moskalenko, M.A.Liberman, D.W.Snoke, E.V.Dumanov, S.S.Rusu, F.Cerbu / Евгений Думанов
Solid StateCommunications155(2013)57–61
Аннотация The collectiveelementaryexcitationsoftwo-dimensionalmagnetoexcitonsinaBose–Einsteincon- densate(BEC)withwavevector k ! ¼ 0 wereinvestigatedintheframeworkoftheBogoliubovtheoryof quasi-averages.TheHamiltonianoftheelectronsandholeslyinginthelowestLandaulevels(LLLs) containssupplementaryinteractionsduetovirtualquantumtransitionsoftheparticlestotheexcited Landaulevels(ELLs)andback.Asaresult,theinteractionbetweenthemagnetoexcitonswith k ! ¼ 0 does notvanishandtheirBECbecomesstable.Theenergyspectrumcontainsonlyonegapless,true Nambu–Goldstone(NG)modeofthesecondkindwithdependence oðkÞ  k2 at smallvalues k describingtheoptical-plasmon-typeoscillations.Therearetwoexciton-typebranchescorresponding to normalandabnormalGreen’sfunctions.Bothmodesaregappedwithroton-typesegmentsat intermediaryvaluesofthewavevectorsandcanbenamedasquasi-NGmodes.Thefourthbranchisthe acousticalplasmon-typemodewithabsoluteinstabilityintheregionofsmallandintermediaryvalues of thewavevectors.Allbrancheshaveasaturation-typedependenciesatgreatvaluesofthewave vectors.ThenumberandthekindofthetrueNGmodesareinaccordancewiththenumberofthe brokensymmetryoperators.
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