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首页> 外文期刊>Journal of Physics, A. Mathematical and General: A Europhysics Journal >Application of magnetic resonance force microscopy cyclic adiabatic inversion for a single-spin measurement
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Application of magnetic resonance force microscopy cyclic adiabatic inversion for a single-spin measurement

机译:磁共振力显微镜循环绝热反演在单轴测量中的应用

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We consider the process of a single-spin measurement using magnetic resonance force microscopy (MRFM) with a cyclic adiabatic inversion (CAI). This technique is also important for different applications, including a measurement of a qubit state in quantum computation. The measurement takes place through the interaction of a single spin with a cantilever modelled by a quantum oscillator in a coherent state in a quasi-classical range of parameters. The entire system is treated rigorously within the framework of the Schrodinger equation. For a many-spin system our equations accurately describe conventional MRFM experiments involving CAI of the spin system. Our computer simulations of the quantum spin-cantilever dynamics show that the probability distribution for the cantilever position develops two asymmetric peaks with the total relative probabilities mainly dependent on the initial angle between the directions of the average spin and the effective magnetic field, in the rotating frame. We show that each of the peaks is correlated with the direction of the average spin (being along or opposite to the direction of the effective magnetic field). This generates two possible outcomes of a single-spin measurement, similar to the Stem-Gerlach effect. We demonstrate that the generation of the second peak can be significantly suppressed by turning on adiabatically the amplitude of the rf magnetic field. We also show that MRFM CAI can be used both for detecting a signal from a single spin, and for measuring the single-spin state by measuring the phase of the cantilever driving oscillations. [References: 31]
机译:我们考虑使用磁共振力显微镜(MRFM)和绝热循环(CAI)进行单旋转测量的过程。该技术对于不同的应用也很重要,包括在量子计算中测量量子位状态。通过在准经典参数范围内的相干状态下,单自旋与由量子振荡器建模的悬臂相互作用来进行测量。整个系统在Schrodinger方程的框架内经过严格处理。对于多旋转系统,我们的方程式准确描述了涉及旋转系统CAI的常规MRFM实验。我们对量子自旋悬臂动力学的计算机模拟表明,悬臂位置的概率分布会形成两个不对称峰,其总相对概率主要取决于旋转中平均自旋方向与有效磁场之间的初始角度。帧。我们表明,每个峰值都与平均自旋的方向(沿有效磁场的方向或与之相反)相关。这会产生两次旋转测量的两种可能结果,类似于Stem-Gerlach效应。我们证明了通过绝热打开rf磁场的幅度可以显着抑制第二个峰值的产生。我们还表明,MRFM CAI既可以用于检测单旋转的信号,也可以通过测量悬臂驱动振荡的相位来测量单旋转状态。 [参考:31]

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