We investigate the dynamical behavior of local quantum Fisher information, linear entropy, fidelity, and entanglement of formation for a quantum scheme of two superconducting charge qubits in the presence of a L-deformed field. The effects of time-dependent (t-d) coupling and dipole-dipole (d-d) interaction on the temporal behavior of these four information quantifiers in the presence and absence of L-deformation effects are considered. We show that their dynamical behavior can be controlled by the d-d interactions and t-d coupling, for linear and L -deformed fields. Moreover, we clarify the link between the four quantifiers during the dynamics. The results obtained emphasize that in the presence and absence of t-d coupling, the proposed quantumness is very sensitive to the nonlinearity of the field but in the presence of t-d coupling it is only sensitive to the d-d interaction. We also identify new views to use and understand the nature of this nonlinearity through the behavior of the quantum quantifiers in systems of two superconducting qubits. Our observations have potential implications for the application of this phenomenon in quantum optics and information processing.
展开▼
机译:我们研究了在存在 L 形变场的情况下,两个超导电荷量子比特的量子方案的局部量子 Fisher 信息、线性熵、保真度和形成纠缠的动力学行为.考虑了在存在和不存在L形变效应的情况下,瞬态(t-d)耦合和偶极-偶极(d-d)相互作用对这4个信息量词的时间行为的影响。我们表明,对于线性场和L形变场,它们的动力学行为可以通过d-d相互作用和t-d耦合来控制。此外,我们阐明了动力学过程中四个量词之间的联系。结果表明,在存在和不存在t-d耦合的情况下,所提出的量子性对场的非线性非常敏感,而在t-d耦合存在的情况下,它只对d-d相互作用敏感。我们还确定了新的观点,通过两个超导量子比特系统中量子量化器的行为来使用和理解这种非线性的本质。我们的观察结果对这种现象在量子光学和信息处理中的应用具有潜在的启示意义。
展开▼