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arXiv 1810.00540cond-mat.supr-conphysics.acc-ph
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超导RF腔俘获磁通灵敏度与RF场幅值关系的简单模型

Simple model for the RF field amplitude dependence of the trapped flux sensitivity in superconducting RF cavities

Sergio Calatroni, Ruggero Vaglio

摘要:

射频超导腔性能的提高,最近激发了相当大的研究工作,以阐明捕获磁通量的表面电阻$R_{s}$的效果。在本文中,我们表明,通过引入一个非线性的钉扎力的Gittleman-Rosenblum方程的RF功率耗散由于在超导体中的捕获磁通量,我们可以经验地描述的线性依赖于RF场的振幅$B_{rf0}$的附加表面电阻$R_{fl}$。我们还表明,RF场的依赖性和独立的条款之间的比例$R_{fl}^{1}$和$R_{fl}^{0}$,和频率依赖性的$R_{fl}^{1}$自然遵循这种方法。

英文摘要:

The improvement of the performance of RF superconducting cavities has recently motivated a considerable research effort in order to elucidate the effect of trapped magnetic flux on the surface resistance $R_{s}$. In this paper we show that by introducing a non-linear pinning force in the Gittleman-Rosenblum equations for the RF power dissipation due to a trapped magnetic flux in a superconductor, we can empirically describe the linear dependence on the RF field amplitude $B_{rf0}$ of the additional surface resistance $R_{fl}$. We also show that the proportionality between the RF-field dependent and independent terms $R_{fl}^{1}$ and $R_{fl}^{0}$, and the frequency dependence of $R_{fl}^{1}$ follow naturally from this approach.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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