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Effects of classical fluctuating environments on decoherence and bipartite quantum correlation dynamics

Atta Ur Rahman, Muhammad Noman, Muhammad Javed, Arif Ullah, Ming‐Xing Luo

2021Laser Physics37 citationsDOIOpen Access PDF

Abstract

Abstract We address the time evolution of quantum correlations (QCs) such as entanglement, purity, and coherence for a model of two non-interacting qubits initially prepared as a maximally entangled bipartite state. We contrast the comparative potential of the classical fields to preserve these QCs in the noisy and noiseless realms. We also disclose the characteristic dynamical behavior of the QCs of the two-qubit state under the static noise effects originating from the common and different configuration models. We show that there is a direct connection between the fluctuations allowed by an environment and the preservation of QCs. Due to the static noise dephasing effects, the QCs are suppressed, resulting in the separability of the two-qubit entangled state after a finite duration. For bipartite QCs preservation, we show that the common configuration is more resourceful than the different configuration. Furthermore, this protection of the QCs under static noise for large intervals is entirely attributable to the existence of the entanglement sudden death and birth phenomenon. Most importantly, we found the bipartite QCs less fragile than the tripartite ones in comparison under the static noise. In addition, we find the concurrence measure to show more evident revivals of entanglement in comparison.

Topics & Concepts

Quantum decoherenceBipartite graphStatistical physicsPhysicsQuantumQuantum mechanicsQuantum correlationDynamics (music)Stochastic dynamicsQuantum dynamicsQuantum discordClassical mechanicsComputer scienceTheoretical computer scienceAcousticsGraphQuantum Information and CryptographyQuantum Mechanics and ApplicationsSpectroscopy and Quantum Chemical Studies
Effects of classical fluctuating environments on decoherence and bipartite quantum correlation dynamics | Litcius