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首页> 外文期刊>IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control >A contribution to solve the problem of coating properties extraction in quartz crystal microbalance applications
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A contribution to solve the problem of coating properties extraction in quartz crystal microbalance applications

机译:为解决石英晶体微天平应用中的涂层特性提取问题做出了贡献

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The problem of coating properties extraction in quartz crystal resonator (QCR) applications is one of the challenging tasks of QCR applications, not completely solved even in theoretical conditions. The present work demonstrates that the problem is determined only for a set of three parameters of the coating, which concentrate the four coating properties. The following parameters are chosen: the surface mass density m/sub s/ = /spl rho//sub 1/h/sub 1/, the loss tangent tan /spl delta//sub 1/ and the magnitude of the characteristic impedance | Z/sub 1//sup c/| = (/spl rho//sub 1/ | G/sub 1/|)/sup 1/2/. An algorithm is proposed that permits, in ideal conditions, an unambiguous extraction of these parameters, starting only from the admittance spectrum of a three-layer compound resonator, obtained from the one-dimensional transmission-line model (TLM) around the resonance. The algorithm introduces three additional improvements in relation to other routines: the calculation time is drastically reduced, the problem of erroneous solutions related to relative minima in typical fitting routines is eliminated, and a systematic error analysis in the extraction of the coating properties in real practice can be carried out. The use of the proposed algorithm as a tool for studying the effects of different phenomena such as slipping or surface roughness is introduced.
机译:石英晶体谐振器(QCR)应用中的涂层特性提取问题是QCR应用的挑战性任务之一,即使在理论条件下也无法完全解决。本工作表明,仅针对涂层的三个参数集确定了该问题,该参数集中了四个涂层特性。选择以下参数:表面质量密度m / sub s / = / spl rho // sub 1 / h / sub 1 /,损耗角正切tan / spl delta // sub 1 /和特性阻抗的大小| Z / sub 1 // sup c / | =(/ spl rho // sub 1 / | G / sub 1 / |)/ sup 1/2 /。提出了一种算法,该算法允许在理想条件下仅从三层复合谐振器的导纳谱开始明确提取这些参数,该三层复合谐振器是从谐振周围的一维传输线模型(TLM)获得的。该算法相对于其他例行程序引入了三个额外的改进:大大减少了计算时间,消除了典型装配例行程序中与相对最小值有关的错误解决方案的问题,并且在实际操作中对涂层性能的提取进行了系统的误差分析可以进行。介绍了将所提出的算法用作研究不同现象(例如打滑或表面粗糙度)影响的工具的方法。

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