Effects of classical fluctuating environments on decoherence and bipartite quantum correlations dynamics
Atta Ur Rahman, Muhammad Javed, Muhammad Noman, Arif Ullah (Quantum, Optics, Quantum Information Research Group, Department of Physics,, University of Malakand), Chakdara Dir (Pakistan), Ming-Xing Luo (The school, of information science, technology, Southwest Jiaotong University

TL;DR
This paper investigates how classical static noise affects quantum correlations like entanglement, purity, and coherence in two-qubit systems, revealing conditions for their preservation and differences between common and separate noise configurations.
Contribution
It provides a comparative analysis of quantum correlation dynamics under classical static noise, highlighting the protective role of common noise and the phenomena of entanglement sudden death and rebirth.
Findings
Quantum correlations decay faster under static noise in separate configurations.
Common noise configurations better preserve quantum correlations than separate ones.
Concurrence effectively detects entanglement sudden death and revival phenomena.
Abstract
We address the time evolution of the quantum correlations () 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 in the noisy and noiseless realms. We also disclose the characteristic dynamical behavior of the of the two-qubit state under the static noisy 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. Due to the static noisy dephasing effects, the are suppressed, resulting in the separability of the two-qubit entangled state after a finite duration. Here, the decay effects are found much smaller in the common configuration model than that of…
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Taxonomy
TopicsQuantum Information and Cryptography · Quantum Mechanics and Applications · Quantum Computing Algorithms and Architecture
