Goldman V J, Su B
Science. 1995 Feb 17;267(5200):1010-2. doi: 10.1126/science.267.5200.1010.
In experiments on resonant tunneling through a "quantum antidot" (a potential hill) in the quantum Hall (QH) regime, periodic conductance peaks were observed as a function of both magnetic field and back gate voltage. A combination of the two periods constitutes a measurement of the charge of the tunneling particles and implies that charge deficiency on the antidot is quantized in units of the charge of quasi-particles of the surrounding QH condensate. The experimentally determined value of the electron charge e is 1.57 x 10(-19) coulomb = (0.98 +/- 0.03) e for the states v = 1 and v = 2 of the integer QH effect, and the quasi-particle charge is 5.20 x 10(-20) coulomb = (0.325 +/- 0.01)e for the state v = (1/3) of the fractional QH effect.
在量子霍尔(QH) regime中通过“量子反点”(一个势垒)进行共振隧穿的实验中,观察到周期性电导峰是磁场和背栅电压的函数。这两个周期的组合构成了对隧穿粒子电荷的测量,并意味着反点上的电荷不足是以周围QH凝聚体的准粒子电荷为单位进行量子化的。对于整数QH效应的v = 1和v = 2状态,实验确定的电子电荷e值为1.57×10^(-19)库仑 = (0.98 ± 0.03)e,对于分数QH效应的v = (1/3)状态,准粒子电荷为5.20×10^(-20)库仑 = (0.325 ± 0.01)e。