| 1. | Calculation of local density of states in the framework of u methods
方法框架下局域态密度的计算 |
| 2. | Two kinds of deriving to debye ' s density of states in solid state theory
固体理论中德拜态密度的两种推导 |
| 3. | In addition , the method is applied to discuss the situation of two defects in carbon nanotubes
态密度与电导的计算还被推广到两个点缺陷的情况。 |
| 4. | Density of states for one - dimensional photonic crystal composed of alternative left - handed and right - handed materials
左右手材料构成的一维光子晶体的态密度 |
| 5. | Studying on density of electronic states and half - metallic property of v - and cr - coded cdse ferromagnetic semiconductors
铁磁半导体的电子能态密度和半金属性质研究 |
| 6. | Through green ’ s function method , we find that a virtual bound state is induced by a point defect
格林函数方法计算态密度的结果表明,单个点缺陷在碳纳米管中引起准束缚态。 |
| 7. | The computations showed that , under some conditions , there appeared some unusual densities of states in the band gaps
计算表明：在一定条件下，禁带中出现了非寻常的态密度。 |
| 8. | Secondly , density of states for metallic carbon nanotubes with a magnetic impurity is studied based on a single orbital anderson model
其次,引入anderson模型和快速收敛的微扰展开方法研究了单个磁性杂质对碳纳米管态密度的影响。 |
| 9. | Firstly , the influence of point defects on the density of states and conductance for metallic carbon nanotubes is studied based on the tight - binding model
首先,基于紧束缚模型研究了非磁性点缺陷对金属型单壁碳纳米管态密度和电导的影响。 |
| 10. | From an analytic treatment , the state is determined by the nanotube diameter rather than chirality . the corresponding image of local density of states in real space shows a highly localized state around the defect
然后逐点计算局域态密度发现,在实空间准束缚态是一个非常局域化的效应,离开缺陷即迅速衰减。 |
