论文标题
量子步行和量子环。使用磁场的效果和通过Moire模式进行量子步行的构建
Quantum Walk and Quantum Rings. Effects of a Magnetic Field applied and construction of Quantum Walk by a Moire pattern
论文作者
论文摘要
到目前为止，量子环已经通过许多方面进行了模拟，但是在这项工作中，新的Aproximation被视为。我们使用没有角动量的颗粒，并且在不同的几何环境中使用了几个光谱。这些光谱取决于K，而不是L。还分析了磁场的应用，并观察到Aharonov-Bohm的效果。也引入了一些新的数学技术。我们认为，通过这种新方法，可以以不同的方式对待频谱矩阵，并且以这种方式处理Moire模式谱。此外，我们表明，两个电子量子通过某种双同心量子环行走，而摩尔电路的量子量子确实可以具有相同的频谱。因此，它们可能以某种方式显示出相似的行为和相似的属性
Quantum Rings have been simulated so far in many ways, but in this work a new aproximation is deemed. We use particles without angular momentum and several spectra, for different geometric settings, are gotten. These spectra depends on K, not on L. The application of a magnetic field is also analysed, and an Aharonov-Bohm kind of effect is observed. Some new math technique is introduced as well. We think that with this new approach the spectrum matrix can be treated in a distinct way, and in such a manner is how we get to handle the Moire pattern spectrum. Furthermore, we show that two electrons quantum walking by some kind of double concentric Quantum Rings and those very same electrons quantum walking by a Moire circunference could indeed have, if not for some parameters, the same spectrum. So they might somehow display similar behaviour and similar properties
