Nonlocal Andreev reflection with Rashba spin-orbital interaction in a triple-quantum-dot ring  

Nonlocal Andreev reflection with Rashba spin-orbital interaction in a triple-quantum-dot ring

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作  者:彭菊 郁华玲 左芬 

机构地区:[1]School of Physics and Electronic Electrical Engineering,Huaiyin Normal University

出  处:《Chinese Physics B》2010年第12期489-494,共6页中国物理B(英文版)

基  金:Project supported by the Natural Science Foundation of Education Bureau of Jiangsu Province of China (Grant Nos. 08KJB140002 and 09KJD430004)

摘  要:We theoretically studied the nonlocal Andreev reflection with Rashba spin-orbital interaction in a triple-quantumdot (QD) ring, which is introduced as Rashba spin-orbital interaction to act locally on one component quantum dot. It is found that the electronic current and spin current are sensitive to the systematic parameters. The interdot spin-flip term does not play a leading role in causing electronic and spin currents. Otherwise the spin precessing terra leads to shift of the peaks of the the spin-up and spin-down electronic currents in different directions and results in the spin current. Moreover, the spin-orbital interaction suppresses the nonlocal Andreev reflection, so we cannot obtain the pure spin current.We theoretically studied the nonlocal Andreev reflection with Rashba spin-orbital interaction in a triple-quantumdot (QD) ring, which is introduced as Rashba spin-orbital interaction to act locally on one component quantum dot. It is found that the electronic current and spin current are sensitive to the systematic parameters. The interdot spin-flip term does not play a leading role in causing electronic and spin currents. Otherwise the spin precessing terra leads to shift of the peaks of the the spin-up and spin-down electronic currents in different directions and results in the spin current. Moreover, the spin-orbital interaction suppresses the nonlocal Andreev reflection, so we cannot obtain the pure spin current.

关 键 词:aonlocal Andreev reflection Rashba spin-orbital interaction spin flip spin precess 

分 类 号:O471.1[理学—半导体物理]

 

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