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CAREER: Spin degree of freedom in hole semiconductor nanostructures

CAREER: Spin degree of freedom in hole semiconductor nanostructures
职业:空穴半导体纳米结构的自旋自由度
批准号:
0348289
负责人:
Leonid Rokhinson
金额:
$40.0万
依托单位:
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2004
资助国家:
美国
项目状态:
已结题
起止时间:
2004-07-01 至 2009-06-30

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英文摘要
Spin is a fascinating property of matter which has no classical analog and which is largely ignored in mainstream charge-based electronics. As the scalability of conventional devices nears exhaustion, the spin degree of freedom moves to the forefront of research in the quest to find alternative device paradigms. Holesin semiconductor nanostructures are especially attractive for future implementation of spintronic devices due to their potentially very long spin relaxation times. The goal of this proposal is to understand mechanisms of spin interactions in p-type semiconductor nanostructures, to develop functional spin-based quantum devices, and to develop a versatile educational program closely integrated with this research project.Semiconductor nanostructures provide a unique controllable environment where a single spin can be isolated and fundamental aspects of its interactions can be investigated. Hole nanostructures have a peculiar set of parameters and symmetries that are largely unexplored. Strong anisotropy of exchange interaction, effective mass and $g$-factor for high index crystallographic axises will allow the applicant to investigate different mechanisms contributing to spin relaxation and to devise efficient methods of spin manipulation. Applications relevant to the emerging fields of spintronics and quantum information processing will be investigated.Educational activities are an essential part of the proposed career development plan and are closely integrated with the proposed research program, which include (i) training of graduate and undergraduate students in state-of-the-art experimental techniques via their direct involvement in the proposed research program, (ii) development of a special course ``Physics of Low-dimensional Systems'' and (iii) development of an enrichment program for K-12 students.
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