我们调查导致测量的骚乱的动力学(中间) 为在在各种各样的多本地的 decoherence 隧道下面的 noninertial 框架的一个 qubit-qutrit 系统(即, dephasing,阶段扭动,小点 --(trit-) 扭动,小点 --(trit-) 阶段扭动,和动摇隧道) 。我们发现为任何加速, MID 能以到零或到非零的一条 monotonic 路腐烂稳定的价值(即,剩余中间存在) 。因而, MID 的突然的死亡都不发生,它与纠纷不同。
We investigate the dynamics of measurement-induced disturbance (MID) for a qubit-qutrit system in noninertial frames under various multi-local decoherence channels (i.e., dephasing, phase-flip, bit-(trit-) flip, bit-(trit-) phase-flip, and depolarizing channels). We find that, for any acceleration, the MID can decay in a monotonic way to zero or to a nonzero steady value (i.e., residual MID exists). Consequently, no sudden death of the MID occurs, which is different from entanglement.