Topological Effects of a Spiral Dislocation on Quantum Revivals

Topological Effects of a Spiral Dislocation on Quantum Revivals

Blog Article

We analyse the influence of spiral dislocation topology on the revival time for the harmonic oscillator, for a particle confined to one-dimensional quantum ring, Big Boys hoodie and a two-dimensional quantum ring.We first investigate the effects of a cut-off point that stems from the topology of this defect on the harmonic oscillator.Then, we show that the influence of spiral dislocation topology on the harmonic oscillator gives rise to a non-null revival time related to the radial quantum number.In the case of the two-dimensional quantum ring, we show that L-Proline the revival times related to the radial quantum number and the angular momentum quantum number are influenced by the spiral dislocation topology.