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PAPER: Quantum statistical physics, condensed matter, integrable systems Precise measurement of coupling strength and high temperature quantum effect in a nonlinearly coupled qubit-oscillator system

机译:纸质:量子统计物理,凝聚态,可排水系统精确测量非线性耦合QUBit-振荡器系统中的耦合强度和高温量子效应

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摘要

We study the coherence dynamics of a qubit coupled to a harmonic oscillator with both linear and quadratic interactions. As long as the linear coupling strength is much smaller than the oscillator frequency, the long time behavior of the coherence is dominated by the quadratic coupling strength g_2. The coherence decays and revives at a period 2π/g_2, with the width of coherence peak decreasing as the temperature increases, hence providing a way to measure g_2 precisely without cooling. Unlike the case of linear coupling, here the coherence dynamics never reduces to the classical limit in which the oscillator is classical. Finally, the validity of linear coupling approximation is discussed and the coherence under Hahn-echo is evaluated.
机译:我们研究了耦合到谐波振荡器的量子位的相干动态,具有线性和二次相互作用。 只要线性耦合强度远小于振荡器频率,即相干性的长时间行为由二次耦合强度G_2主导。 随着温度升高,相干衰减和恢复在2π/ g_2时,随着温度的增加,相干峰值的宽度降低,因此提供了一种方法来精确地测量G_2而不冷却。 与线性耦合的情况不同,这里的相干动态永远不会降低振荡器是经典的经典极限。 最后,讨论了线性耦合近似的有效性,并评估了Hahn-回波下的相干性。

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