量子纠缠是量子信息和量子计算的关键资源,研究初态为混合态的电荷量子比特与单模量子化光场之间的纠缠,根据Peres的可分离态的密度矩阵部分转置正定(PPT)判据,测量系统的纠缠并观察初态的混合度λ和失谐量△对系统纠缠随时间演化的影响。
Quantum entanglement is a key resource in quantum information processing and quantum calculation. Taking the initial mixed state of a charge qubit and a single-mode quantum field into account, we compute the entanglement degree for the detuned system between them by the Peres' PPT (positive partial transposition) criterion, and investigate the function of the mixture λ and the detuning quantity △ to control the entanglement.