Optimizing nonlocality generation in a two-qubit system coupled off-resonantly to a nonlinear coherent cavity under decoherence

IF 2.5 3区 物理与天体物理 Q3 NANOSCIENCE & NANOTECHNOLOGY
A.-B.A. Mohamed , E.K. Jaradat , F.M. Aldosari , H.A. Hessian
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引用次数: 0

Abstract

Steerability has recently been formalized as a quantum-information task involving arbitrary bipartite states, which can reveal a hierarchy of quantum entanglement, steering, and Bell nonlocality. Additionally, nonlinear atom–cavity interactions and atomic mutual interactions are considered a potential tool for creating two-qubit nonlocality, steerability, and entanglement. Therefore, by using the intrinsic decoherence model, this work investigates the time-dependent generation of atomic nonlocality, as measured by the CHSH-Bell inequality function, EPR steering, and negativity, between coupled two-level atoms interacting resonantly and off-resonantly with a lossless Kerr-like medium cavity filled by a superposition of coherent fields. Moreover, the mutual interaction between the two-level atoms is controlled by considering both Anti-Ferromagnetic Ising atom-atom coupling and dipole–dipole coupling. The time-dependent generation of atomic nonlocality can be optimized by increasing the non-classicality of the initial coherent cavity state, the lossless Kerr-like medium cavity, anti-ferromagnetic Ising atom-atom coupling, atom–cavity detuning dipole–dipole coupling, and the intrinsic atom–cavity decoherence. It has been found that the capability of the interaction between two atoms inside a coherent cavity to realize two-qubit atomic nonlocality can be enhanced by increasing the anti-ferromagnetic Ising atom-atom coupling, atom–cavity detuning, dipole–dipole coupling, as well as the non-classicality of the superposition of two coherent states. Conversely, this ability can be weakened by increasing the lossless Kerr-like medium cavity and the intrinsic atom–cavity decoherence. Moreover, it has been shown that the generated atomic nonlocalities confirm the hierarchy principle between Bell-nonlocality, steerability, and entanglement. Additionally, through the dynamics of steerability and entanglement, the phenomena of sudden birth and sudden death occur, and their occurrence depends on increasing the atom–cavity interaction parameters.
退相干下非共振耦合非线性相干腔的双量子位系统非局域性生成优化
导向性最近被形式化为涉及任意二部态的量子信息任务,它可以揭示量子纠缠、导向和贝尔非局部性的层次结构。此外,非线性原子-腔相互作用和原子相互作用被认为是创造双量子位非局部性、可方向性和纠缠的潜在工具。因此,通过使用本征退相干模型,本研究通过CHSH-Bell不等式函数、EPR转向和负性来测量原子非定域性的时间依赖产生,在耦合的两能级原子与一个由相干场叠加填充的无损kerr类介质腔共振和非共振相互作用之间。此外,通过考虑反铁磁Ising原子-原子耦合和偶极子-偶极子耦合来控制两能级原子之间的相互作用。通过增加初始相干腔态的非经典性、无损kerr类介质腔、反铁磁Ising原子-原子耦合、原子-腔失谐偶极子-偶极子耦合以及原子-腔的本征退相干,可以优化原子非局域性随时间的产生。研究发现,通过增加反铁磁的Ising原子-原子耦合、原子-腔失谐、偶极-偶极耦合以及两个相干态叠加的非经典性,可以增强相干腔内两个原子之间相互作用实现双量子位原子非定域性的能力。相反,这种能力可以通过增加无损的类克尔介质腔和固有的原子腔退相干来减弱。此外,所产生的原子非定域性证实了贝尔非定域性、可导向性和纠缠性之间的层次原则。此外,通过可操控性和纠缠动力学,发生了突生和猝死现象,其发生依赖于增加原子-腔相互作用参数。
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来源期刊
CiteScore
7.30
自引率
6.10%
发文量
356
审稿时长
65 days
期刊介绍: Physica E: Low-dimensional systems and nanostructures contains papers and invited review articles on the fundamental and applied aspects of physics in low-dimensional electron systems, in semiconductor heterostructures, oxide interfaces, quantum wells and superlattices, quantum wires and dots, novel quantum states of matter such as topological insulators, and Weyl semimetals. Both theoretical and experimental contributions are invited. Topics suitable for publication in this journal include spin related phenomena, optical and transport properties, many-body effects, integer and fractional quantum Hall effects, quantum spin Hall effect, single electron effects and devices, Majorana fermions, and other novel phenomena. Keywords: • topological insulators/superconductors, majorana fermions, Wyel semimetals; • quantum and neuromorphic computing/quantum information physics and devices based on low dimensional systems; • layered superconductivity, low dimensional systems with superconducting proximity effect; • 2D materials such as transition metal dichalcogenides; • oxide heterostructures including ZnO, SrTiO3 etc; • carbon nanostructures (graphene, carbon nanotubes, diamond NV center, etc.) • quantum wells and superlattices; • quantum Hall effect, quantum spin Hall effect, quantum anomalous Hall effect; • optical- and phonons-related phenomena; • magnetic-semiconductor structures; • charge/spin-, magnon-, skyrmion-, Cooper pair- and majorana fermion- transport and tunneling; • ultra-fast nonlinear optical phenomena; • novel devices and applications (such as high performance sensor, solar cell, etc); • novel growth and fabrication techniques for nanostructures
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