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Frequency-Temperature Relations of Novel Cuts of Quartz Crystals for Thickness-Shear Resonators

机译:厚度剪切共振器新型石英晶体切割的频率-温度关系

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In a recent study, we have reported that there are many novel cuts of quartz crystal exhibiting the highly treasured cubic frequency-temperature relations which are currently shown only with the AT-and SC-cut. Through setting the first-and second-order derivatives of the frequency respect to temperature to zeroes, a family of quartz crystal cuts with different temperatures of zero frequency (turnover temperatures) has been found and examined. It is now possible to fabricate quartz crystal resonators with turnover temperature near its operating temperature to keep the resonator functioning in a lean and more natural state. By selecting a few cuts based on orientations from our study, we analyzed the thickness-shear vibrations of quartz crystal plates to confirm the superior frequency-temperature relations with the theory of incremental thermal field and Mindlin plate equations and presenting comparisons with known AT-and SC-cut to demonstrate that resonators with newly found cuts can also achieve exceptional frequency stability as demanded.
机译:在最近的一项研究中,我们已经报道了许多新颖的石英晶体切割,它们显示出高度珍贵的立方频率-温度关系,目前仅在AT切割和SC切割中显示。通过将频率相对于温度的一阶和二阶导数设置为零,可以发现和检查一系列具有不同零频率温度(周转温度)的石英晶体切割。现在有可能制造周转温度接近其工作温度的石英晶体谐振器,以保持谐振器在稀薄和更自然的状态下工作。通过根据研究中的方向选择一些切口,我们分析了石英晶体板的厚度-剪切振动,以利用增量热场理论和Mindlin板方程确定了优越的频率-温度关系,并与已知的AT-和SC-cut演示了具有新发现的切口的谐振器也可以实现所需的出色频率稳定性。

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