论文标题

多个铁磁球与量子限制中的微波腔之间的相干耦合

Coherent coupling between multiple ferrimagnetic spheres and a microwave cavity in the quantum-limit

论文作者

Crescini, Nicolò, Braggio, Caterina, Carugno, Giovanni, Ortolan, Antonello, Ruoso, Giuseppe

论文摘要

电子的旋转共振可以耦合到微波腔模式,以获得光子 - 马格诺杂种系统。这些量子系统是针对基本物理和技术量子应用的广泛研究。在本文中,测试了大量的铁磁球的行为。我们使用谐波振荡器的第二定量建模来理论上描述我们的实验设置并了解几个参数的影响。木核 - 果龙分散性关系用于表征系统,特别关注由于多个球体而导致的真空狂犬模式分裂。我们将获得的结果与简单的混合系统结合在一起,以分析更复杂的结果的行为,并表明它可以通过这种方式来最大程度地降低完全描述它所需的自由度。通过研究单球耦合,已经确定了与样品直径相关的两个可能的尺寸效应,而多个球体配置显示了如何提高系统的方式。该表征对于在铁磁卤代搜索的铁磁卤素中实现轴向到电磁场传感器很有用。我们的专用设置由十2毫米直径的YIG球耦合到铜微波腔,用于此目的,并在MK温度下进行了研究。此外,我们表明,最佳控制混合系统的新应用可以预见到嵌入大量样品的设置中。

The spin resonance of electrons can be coupled to a microwave cavity mode to obtain a photon-magnon hybrid system. These quantum systems are widely studied for both fundamental physics and technological quantum applications. In this article, the behavior of a large number of ferrimagnetic spheres coupled to a single cavity is put under test. We use second-quantization modeling of harmonic oscillators to theoretically describe our experimental setup and understand the influence of several parameters. The magnon-polariton dispersion relation is used to characterize the system, with a particular focus on the vacuum Rabi mode splitting due to multiple spheres. We combine the results obtained with simple hybrid systems to analyze the behavior of a more complex one, and show that it can be devised in such a way to minimize the degrees of freedom needed to completely describe it. By studying single-sphere coupling two possible size-effects related to the sample diameter have been identified, while multiple-spheres configurations reveal how to upscale the system. This characterization is useful for the implementation of an axion-to-electromagnetic field transducer in a ferromagnetic haloscope for dark matter searches. Our dedicated setup, consisting in ten 2 mm-diameter YIG spheres coupled to a copper microwave cavity, is used for this aim and studied at mK temperatures. Moreover, we show that novel applications of optimally-controlled hybrid systems can be foreseen for setups embedding a large number of samples.

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