结合自洽玻恩近似，用量子输运主方程理论研究了串联双量子点在任意电压下的输运问题。
At the level of self-consistent Born approximation, the quantum transport of coupled dots under random voltages is studied by the quantum transport master equation.
接着阐述了量子主方程方法及其在研究电子在介观系统中量子输运的全计数统计中的应用。
Then, we introduce the quantum master equation method and its application in the full counting statistics of the electron transport through a mesoscopic system.
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