| [1] A Er?elebi,M Tomak.Polaron effects on the energy levels of hydrogenic impurities in GaAs/Ga1?xAlxAs quantum well structures[J].Solid State Communications,1985,54(10):883–885[2] Ji-Wei Wu,A.V.Nurmikko,J.J.Quinn.Magnetic polaron effects in quantum well systems[J].Solid State Communications,1986,57(11):853-856.[3] Brownstein K R.Variational principle for confined quantum systems[J]. Phys. Rev.,1993, B71(9);1427-30.[4] Lu T Q, Zheng Y S. Polaron properties in quantum wells[J]. Phys. Rev.,1996，B53(3):1438-1445.[5] Zhu X Q, Shi J J, Liu Z X,et al. Energy and efective mass of a polaron in asymmetric semiconductor quantum well structures[J]. Z.Phys.B, 1997，102:207-216[6] Li T Z, Wang K L, Yang J L,et al. A new variational method for the coupling system of polaron in a quantum well[J].Phys. Stat.Sol.(b).1999，212:271-279.[7] Comas F,Trallero G C,RieraR.LO-phonon confinement and polaron effect in a quantum well[J]. Phys.Rev.,1989,B39(9):5907-5912.[8] Buacker H, Mora R M, Comas F. Magnetopolaron in a quantum well[J]. Phys.Stat.Sol.(b),1990,159:117-125.[9] Chen C Y, Lin D L,Jin P W,et al.Strong-coupling theory of quasi-two-dimensional polaron[J]. Phys.Rev.,1994，B49 (19):13680-13684.[10] Shi J J，Zhu X Q，Liu z X，et a1．Polaron effects in asymmetric semiconductor quantum—well structures[J]．Phys Rev B，1996，55(7)：4670-4679.[11] N Tokuda. A variational approach to the polaron problem.J. Phys. C: Solid State Phys.，1980，13：L851-5[12] N Tokuda, H Shoji and K Yoneya. The acoustic polaron via the deformation potential under the influence of a Coulombic impurity and its phase diagram. J. Phys. C: Solid State Phys.1981，14：L637-L642[13] H Shoji and N Tokuda. Phase-transition-like behaviour in the problems of different types of polaron. J. Phys. C: Solid State Phys.，1981，14：1231-1242 [14] N Tokuda, H Shoji and K Yoneya. The optical polaron bound in a Coulomb potential and its phase diagram. J. Phys. C: Solid State Phys.，1981，14：4281-4290[15] N Tokuda. The surface polaron and its phase diagram. J. Phys. C: Solid State Phys.，1982，15：1353-1360[16] 赵翠兰,肖景林. 声学形变势表面极化子中的平均声子数[J].光电子·激光，2002,13(11)：1194-1197[17] 额尔敦朝鲁，王宝昌. 温度对非对称量子点中强磁耦合极化子声子平均数的影响[J]. 量子电子学报，2009,26(4)：477-481[18] 程正则，徐斌，张耀耀. 磁场中强耦合束缚极化子的声子平均数的研究[J].华中师范大学学报（自然科学版），2008,42(2)：54-57[19] 刘亚民，肖景林. 非对称量子点中极化子的声子平均数[J].发光学报，2006, 27(6)：866-870[20] 刘伟华，肖景林. 量子阱中极化子的声子平均数[J]. 发光学报，2005，26(5)：575-580[21] W J Huybrechts. Note on the ground-state energy of the Feynman polaron model[J]. J Phys C，1976，9：L211-212[22] 李亚利，肖景林. 无限深量子阱中强耦合极化子的基态结合能. 发光学报，2005，26(4)：436-440[23] 李亚利，肖景林. 量子阱中强耦合极化子的性质. 光电子·激光，2006，17(2)：244-247 |
