The temperature dependent fractal dimension of magneto-conductance fluctuations in semiconductor billiards

A. Micolich, R. P. Taylor, R. Newbury, J. Bird, Y. Aoyagi, T. Sugano
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Abstract

We present a study of fractal behaviour in the magneto-conductance fluctuations of semiconductor billiards as function of temperature. Non-zero temperatures introduce a finite phase coherence time and we find that this does not suppress fractal behaviour in the experimental data. Instead we show that the fractal dimension decreases with increasing temperature and present a remarkable similarity between the fractal dimension and the phase coherence time.
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半导体台球中磁导波动的分形维数随温度的变化
我们研究了半导体台球的磁导波动随温度变化的分形行为。非零度温度引入了有限的相位相干时间,我们发现这并不能抑制实验数据中的分形行为。相反,我们发现分形维数随着温度的升高而降低,并且分形维数与相相干时间之间存在显著的相似性。
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