Influence of an anisotropic parabolic potential on the quantum dot qubit

被引:0
作者
赵翠兰 [1 ]
蔡春雨 [1 ]
肖景林 [1 ]
机构
[1] College of Physics and Electronic Information, Inner Mongolia National University
基金
中国国家自然科学基金;
关键词
quantum dots; qubit; anisotropic parabolic potential; Pekar type variational method;
D O I
暂无
中图分类号
O413 [量子论];
学科分类号
070201 ;
摘要
To study the influence of an anisotropic parabolic potential(APP)on the properties of a quantum dot(QD)qubit,we obtain the eigenenergies and eigenfunctions of the ground and first excited state of an electron,which is strongly coupled to the bulk longitudinal optical(LO)phonons,in a QD under the influence of an APP by the celebrated Lee–Low–Pines(LLP)unitary transformation and the Pekar type variational(PTV)methods.Then,this kind of two-level quantum system can be excogitated to constitute a single qubit.When the electron locates at the superposition state of its related eigenfunctions,we get the time evolution of the electron’s probability density.Finally,the influence of an APP on the QD qubit is investigated.The numerical calculations indicate that the probability density will oscillate periodically and it is a decreasing function of the effective confinement lengths of theAPPindifferentdirections.Whereasitsoscillatoryperiodisanincreasingoneandwilldiminishwithenhancing the electron–phonon(EP)coupling strength.
引用
收藏
页码:11 / 14
页数:4
相关论文
共 16 条
[1]   Properties of Unsymmetrical Parabolic Confinement Potential Quantum Dot Qubit [J].
CHEN ShiHua XIAO JingLin College of SciencesHuzhou Vocational Technology CollegeHuzhou China Department of PhysicsInner Mongolia University for NationalitiesTongliao China .
Communications in Theoretical Physics, 2008, 50 (12) :1287-1289
[2]   Coulomb bound potential quantum rod qubit [J].
Xiao, Wei ;
Xiao, Jing-Lin .
SUPERLATTICES AND MICROSTRUCTURES, 2012, 52 (04) :851-860
[3]   Coulomb bound potential quantum rod qubit [J].
Xiao, Wei ;
Xiao, Jing-Lin .
SUPERLATTICES AND MICROSTRUCTURES, 2012, 52 (04) :851-860
[4]   Herzberg circuit and Berry's phase in chirality-based coded qubit in a triangular triple quantum dot [J].
Hsieh, Chang-Yu ;
Rene, Alexandre ;
Hawrylak, Pawel .
PHYSICAL REVIEW B, 2012, 86 (11)
[5]   Scalable qubit architecture based on holes in quantum dot molecules [J].
Economou, Sophia E. ;
Climente, Juan I. ;
Badolato, Antonio ;
Bracker, Allan S. ;
Gammon, Daniel ;
Doty, Matthew F. .
PHYSICAL REVIEW B, 2012, 86 (08)
[6]   Fast Hybrid Silicon Double-Quantum-Dot Qubit [J].
Shi, Zhan ;
Simmons, C. B. ;
Prance, J. R. ;
Gamble, John King ;
Koh, Teck Seng ;
Shim, Yun-Pil ;
Hu, Xuedong ;
Savage, D. E. ;
Lagally, M. G. ;
Eriksson, M. A. ;
Friesen, Mark ;
Coppersmith, S. N. .
PHYSICAL REVIEW LETTERS, 2012, 108 (14)
[7]   Pulse Designed Coherent Dynamics of a Quantum Dot Charge Qubit [J].
Cao Gang ;
Wang Li ;
Tu Tao ;
Li Hai-Ou ;
Xiao Ming ;
Guo Guo-Ping .
CHINESE PHYSICS LETTERS, 2012, 29 (03)
[8]   Two-qubit geometric phase gate for quantum dot spins using cavity polariton resonance [J].
Puri, Shruti ;
Kim, Na Young ;
Yamamoto, Yoshihisa .
PHYSICAL REVIEW B, 2012, 85 (24)
[9]   Ultrafast coherent control and suppressed nuclear feedback of a single quantum dot hole qubit [J].
De Greve, Kristiaan ;
McMahon, Peter L. ;
Press, David ;
Ladd, Thaddeus D. ;
Bisping, Dirk ;
Schneider, Christian ;
Kamp, Martin ;
Worschech, Lukas ;
Hoefling, Sven ;
Forchel, Alfred ;
Yamamoto, Yoshihisa .
NATURE PHYSICS, 2011, 7 (11) :872-878
[10]   Two-Qubit Gate of Combined Single-Spin Rotation and Interdot Spin Exchange in a Double Quantum Dot [J].
Brunner, R. ;
Shin, Y. -S. ;
Obata, T. ;
Pioro-Ladriere, M. ;
Kubo, T. ;
Yoshida, K. ;
Taniyama, T. ;
Tokura, Y. ;
Tarucha, S. .
PHYSICAL REVIEW LETTERS, 2011, 107 (14)