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Dynamical localization of an exciton in an asymmetric quantum dot molecule 非对称耦合量子点分子中激子的动力学行为
Influence of electron-phonon interaction on single electron tunneling in a quantum dot molecule 电声子相互作用对量子点分子中单电子隧穿的影响
quantum dot molecule 量子点分子
State-filling effects of exciton in quantum dot array are observed. 发现许多正负折射交替一维光子晶体新特性。
The Study of a Single Quantum Dot Lasers in Microcavity[J]. 引用该论文廖庆洪;刘正东;尤素萍;曹昌祺.
The latest progress of semiconductor quantum dot and quantum wirema. 综述了半导体量子点和量子线材料的最新发展动态及其制备技术。
Stimulated Emission Behavior of Single Quantum Dot in Microcavity[J]. 引用该论文廖庆洪;刘正东;尤素萍;曹昌祺.
Both doping and quantum dot sensitization extend the visible light absorption of the metal oxide materials. 掺杂和量子点敏化都增强了金属氧化物材料对可见光的吸收。
In this Paper, the coherent transport characteristics of electrons tunneling through a quantum dot are investigated. 摘要研究了电子隧穿通过量子点的相干输运特性。
Quantum dot gain spectra based on harmonic oscillator model are calculated including and excluding excitons. 基于谐振子模型的量子点能级;计算了包括和排除激子影响时多能级的增益谱.
These results are important for the study of the physical properties of exciton in quantum dot. 这些计算结果对深入理解半导体量子点中激子的物理本质具有一定学术意义。
In this paper, various methods for preparation of quantum dot are summarized and briefed. 对近年来量子点的各种制备方法进行了总结和评述。
Zhu K D,Gu S W.The polaron self-energy in a parabolic quantum dot[J].Commun Theor Phys,1992,19:27. 肖景林;肖伟.;半导体量子点中极化子的有效质量[J]
The biocompatible quantum dot platform presented in this study is especially flexible and robust. 在这个研究中，量子点是一个有弹性且实用的实验平台。
The underling importance of the Ge quantum dot resonant cavity enhanced photodetector is discussed and its prospects are offered. 最后对上述内容进行小结,并对Ge量子点共振腔增强型光电探测器的应用前景进行了探讨与展望。
The progress in quantum dot synthesis, its spectroscopic and photoelectronic properties, and its potential application to life science are reviewed. 现就量子点的光学特性、制备方法以及在生物学中的研究进展和应用前景作一简要综述。
Shen-De Chen, Ming-Wei Tsai, S. C. Lee, 2002, "Study of Photo-voltaic Effect in Quantum Dot Infrared Photodetector", 2002 Optics and Photonics, Taiwan. 李嗣涔，2003，"遨游有形(宇宙)与无形界(信息场)"，2003年中华生命电磁科学学会大会邀请演讲，台北，台湾。
Complete quantization of the electron’s free motion is implemented by trapping it in a quasi-zero-dimensional quantum dot (QD). 如果把电子束缚在一个准零维的量子点中，就可以实现电子运动就完全量子化。
The relation between the exciton binding energy and the spherical quantum dot radius has been calculated using the variational method. 摘要用无限深势阱和有限深势阱2种模型，计算了激子束缚能与球形量子点半径的关系。