1) double parabolic quantum well (DPQW)
双抛量子阱(DPQW)
2) coupled double parabolic well
双抛量子阱
3) parabolic quantum well
抛物量子阱
1.
The binding energy of a bound polaron in a finite parabolic quantum well is studied theoretically by a fractional-dimensional variational method.
采用分维变分方法讨论了有限深抛物量子阱中束缚极化子的束缚能,得到了束缚能随阱宽的变化关系,并给出了声子对束缚能的贡献随阱宽的变化曲线。
2.
In the adiabatic approximation,the ground states energy of the electron in the parabolic quantum well structures was studied under an external magnetic filed.
采用变分法,研究了外界磁场对抛物量子阱中基态能量的影响,并给出抛物量子阱CaN/AlxCa1-xN中的数值结果。
3.
The polarization potential,the ground state energy and the energy shift of the bound polaron in a parabolic quantum well(PQW) are discussed.
利用变分法研究了抛物量子阱中束缚极化子的极化势、基态能量和能量移动,讨论了抛物量子阱中体纵光学(LO)声子和界面纵光学(IO)声子的影响。
4) double quantum wells
双量子阱
1.
Refractive index change in double quantum wells;
双量子阱中的折射率改变(英文)
2.
The periodicity of the spatial variation of the electron wavefunctions depends on the symmetry of the double quantum wells, satisfying a theoretical prediction of the lattice modulated electronic wave.
电子的几率密度变化周期依赖于双量子阱系统的对称性，其振荡周期符合一个晶格调制波的理论预言。
3.
The exciton binding energy of (ZnSe) n /(ZnS) m strained layer superlattices is calculated with a variational method in symmetric double quantum wells in this paper.
在双量子阱近似下，用变分法计算了（ＺｎＳｅ）ｎ／（ＺｎＳ）ｍ应变层超晶格的激子结合能，为光致发光谱和光致发光振荡谱的分析提供了依据和参考数据。
5) semi-parabolic quantum well
半抛物量子阱
1.
The influence of the depolarization effect on the third-harmonic generation spectrum in an asymmetric semi-parabolic quantum well is studied.
在半抛物量子阱中,给出三次谐波产生的数值结果。
2.
By adopting the methods of displacement harmonic oscillation and numerical calculation, the structures of the energy levels of the bound states in a semi-parabolic quantum well with an applied electric field is studied.
采用位移谐振子与数值求解相结合的方法,研究和讨论了施加电场的半抛物量子阱中束缚态的能级结构,得到了体系的本征能量与本征函数的表达式。
6) semiparabolic quantum well(QW)
半抛物量子阱(QW)
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条