典型文献
Quantum speed limit of the double quantum dot in pure dephasing environment under measurement
文献摘要：
The quantum speed limit(QSL)of the double quantum dot(DQD)system has been theoretically investigated by adopting the detection of the quantum point contact(QPC)in the pure dephasing environment.The Mandelstam-Tamm(MT)type of the QSL bound which is based on the trace distance has been extended to the DQD system for calculating the shortest evolving time.The increase of decoherence rate can weaken the capacity for potential speedup(CPS)and delay the evolving process due to the frequently measurement localizing the electron in the DQD system.The system needs longer time to evolve to the target state as the enhancement of dephasing rate,because the strong interaction between pure dephasing environment and the DQD system could vary the oscillation of the electron.Increasing the dephasing rate can sharp the QSL bound,but the decoherence rate would weaken the former effect and vice versa.Moreover,the CPS would be raised by increasing the energy displacement,while the enhancement of the coupling strength between two quantum dots can diminish it.It is interesting that there has an inflection point,when the coupling strength is less than the value of the point,the increasing effect of the CPS from the energy displacement is dominant,otherwise the decreasing tendency of the CPS is determined by the coupling strength and suppress the action of the energy displacement if the coupling strength is greater than the point.Our results provide theoretical reference for studying the QSL time in a semiconductor device affected by numerous factors.
文献关键词：
中图分类号：
作者姓名：
Zhenyu Lin;Tian Liu;Zongliang Li;Yanhui Zhang;Kang Lan
作者机构：
School of Physics and Electronics,Shandong Normal University,Jinan 250014,China;School of Physics,State Key Laboratory of Crystal Materials,Shandong University,Jinan 250100,China
文献出处：
引用格式：
[1]Zhenyu Lin;Tian Liu;Zongliang Li;Yanhui Zhang;Kang Lan-.Quantum speed limit of the double quantum dot in pure dephasing environment under measurement)[J].中国物理B（英文版）,2022(07):166-171
A类：
Mandelstam
B类：
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AB值：
0.476975
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