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Design Considerations of Miller Oscillators for High-Sensitivity QCM Sensors in Damping Media

机译:阻尼介质中高灵敏度QCM传感器的Miller振荡器的设计考虑

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In this paper, a new contribution to the design of quartz crystal oscillators for high-sensitivity microbalance sensors used in liquid media is presented. The oscillation condition for a Miller configuration was studied to work in a wide dynamic range of the resonator losses. The equations relating the values of the active and passive components with the maximum supported damping and mass were obtained. Also, the conditions to obtain a stable frequency according to the resonator damping (RQ), the static capacity (Cp) and the filter frequency (fF) were found. Under these conditions, the circuit oscillation frequency will be proportional to the resonant series frequency and does not depend on the previous parameters (RQ, fF, and Cp). If these conditions cannot be satisfied, the expression of the oscillation frequency is given and the discrimination of these effects is obtained through resonator frequency measurements.
机译:本文提出了对液体介质中使用的高灵敏度微量天平传感器的石英晶体振荡器设计的新贡献。研究了米勒配置的振荡条件,以使其在谐振器损耗的宽动态范围内工作。获得了将有源和无源部件的值与最大支撑阻尼和质量相关的方程。此外,找到了根据谐振器阻尼(RQ),静态电容(Cp)和滤波器频率(fF)获得稳定频率的条件。在这些条件下,电路振荡频率将与谐振串联频率成比例,并且不取决于先前的参数(RQ,fF和Cp)。如果不能满足这些条件,则给出振荡频率的表达式,并通过谐振器频率测量获得对这些影响的区分。

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