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Quantum Rings have been simulated so far in many ways, but in this work a newaproximation is deemed. We use particles without angular momentum and severalspectra, for different geometric settings, are gotten. These spectra depends onK, not on L. The application of a magnetic field is also analysed, and anAharonov-Bohm kind of effect is observed. Some new math technique is introducedas well. We think that with this new approach the spectrum matrix can betreated in a distinct way, and in such a manner is how we get to handle theMoire pattern spectrum. Furthermore, we show that two electrons quantum walkingby some kind of double concentric Quantum Rings and those very same electronsquantum walking by a Moire circunference could indeed have, if not for someparameters, the same spectrum. So they might somehow display similar behaviourand similar properties

Quantum Walk and Quantum Rings. Effects of a Magnetic Field applied and construction of Quantum Walk by a Moire pattern