A. Fowler, M. Tobar, C. Locke, F.N. Ivanov, J. Hartnett, J. Anstie, D. Cros
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引用次数: 3
摘要
在高q谐振结构中激发行波可以简化低噪声振荡器的设计(Tobar et al., 1999), (Tobar et al., 2000), (D.P. Tsarapkin, N.A. Shtin, 2002),并且也可以应用于新提出的洛伦兹不变量检验(Tobar et al., 2005)。在这项工作中,我们使用微带探针来激发蓝宝石介电谐振器中的行波。先前的工作表明,将微带探针与蓝宝石谐振器匹配可能是一个困难的要求(D.P. Tsarapkin, N.A. Shtin, 2004)。建立了一个模型,该模型考虑了微带线在激励行波方向相反方向上的漏损。从该模型中,我们可以根据谐振腔中正向和反向行波的量来定义驻波比。理想情况下,行波的驻波比为0,驻波的驻波比为1。通过与实验的比较,我们发现在9997 GHz的wgh12,0,2模式下,在直径为5 cm,高度为3 cm的蓝宝石中,我们可以激发出一个SWR为0.35,卸载q因子为150,000的行波。根据该模型,我们还提出了用于低噪声应用的新振荡器设计
Exciting traveling waves in high Q structures using microstrip
Exciting traveling waves in high-Q resonant structures can simplify low noise oscillator designs (Tobar et al., 1999), (Tobar et al., 2000), (D.P. Tsarapkin, N.A. Shtin, 2002), and also has applications for newly proposed Lorentz invariance tests (Tobar et al., 2005). In this work, we use microstrip probes to excite traveling waves in a sapphire dielectric resonator. Previous work has indicated that matching microstrip probes to a sapphire resonator can be a difficult requirement (D.P. Tsarapkin, N.A. Shtin, 2004). A model has been developed, which takes into account leakage of the microstrip line in the reverse direction to which we excite the traveling wave. From such a model we can define the standing wave ratio (SWR) from the amount of forward and reverse traveling wave in the resonator. Ideally for a perfect traveling wave the SWR = 0, and for a standing wave the SWR = 1. By comparing the model with experiment we find that we can excite a traveling wave with an SWR of 0.35 and an unloaded Q-factor of 150,000 in a WGH12,0,2 mode at 9,997 GHz, in a sapphire of 5 cm diameter and 3 cm height. From the model, we also propose new oscillator designs for low noise applications