1) Λbinding energy
Λ束缚能
2) binding energy
束缚能
1.
In order to investigate the well and barrier width and the position of donors effect on the binding energies of shallow-donor impurities, the binding energy of the system in symmetrical GaAs-Ga1-xAlxAs dou-ble quantum wells are calculated by using a variational method within the effective-mass approximation.
为了研究双量子阱的垒宽、阱宽以及杂质位置对浅施主杂质束缚能的影响,在有效质量近似下,采用变分方法计算了对称GaAs/Alxga1-xAs双量子阱中浅施主杂质的束缚能,本文结果与已有结果吻合较好。
2.
We have calculated the binding energy of hydrogenic donor in a triangular quantum well using variational method,The binjding energies as a function of the width of well is obtained for wells of different heights.
本文用变分法计算了三角形势阱中类氢施主杂质和激子的束缚能，给出了不同势阱深度（决定于ｘ值）下，束缚能随阱宽（２ｂ）变化的规律。
3.
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。
3) the binding energy
束缚能
1.
In this paper, the electronic structure and the binding energy of Cus cluster have been evaluated using the Self-Consistent Xa Scattering-Wave (SCF-Xa-SW) method.
本文应用自治场X_α散射波(SCF-X_α-SW)方法计算了Cu_n(n=2～7)原子簇的电子结构和束缚能。
2.
Firstly, we calculate variationally the binding energy and correlation energy of excitons in finite deep GaAs-Al0.
67)As量子阱中带电激子的基态束缚能及相关能，所得结果与实验结果符合得很好。
5) bound state
束缚[能]态
6) restraint level
束缚能级
1.
It is proved more generally that one-dimensional δ-potential well restraint level is the δ-barrier scattering amplitude pole.
在波函数含时状态下,利用Schrdinger表象和Heisenberg表象对一维δ势阱束缚态及势垒散射问题进行了讨论,给出了一维δ势阱束缚能级是δ势垒散射波幅极点的更普遍性证明。
补充资料：犯罪人束缚送狱
【犯罪人束缚送狱】
谓人违国正法，冒犯罪愆，枷锁萦身，系闭牢狱，受诸刑罚，苦不可言，是为狱苦。
谓人违国正法，冒犯罪愆，枷锁萦身，系闭牢狱，受诸刑罚，苦不可言，是为狱苦。
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