Emerging quantum ridges and dynamic patterns in diverse field landscapes

Abstract

We address the influence of magnetic fields with varying shapes and characters on the dynamics of open quantum systems. A configuration comprising magnetic pulses, thermal effects, gravity, and a non-locally correlated channel is studied. In a quantum magnetic system, we demonstrate how exponential and periodic magnetic pulses promote the formation of quantum and classical ridges against different ground and excited state energies. In particular, the detailed feasibility of the joint application of exponential and periodic magnetic pulses with correlated channels for the dynamics of quantum features and the associated experimental design for our studied theoretical model is elaborated. Finally, we find that the periodic magnetic functions are more powerful to induce non-Markovianity compared to the quantum channels, while the Markovian ones generate more stable and higher-entangled states. For the periodic magnetic fields, strong quantum entanglement ridges are witnessed against the very low ground and excited state amplitudes in the system.