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Model for a quartz-crystal tuning fork using plate spring approximated to torsion spring adopted at the joint of the Arm and the base

机译:使用近似扭转弹簧的石英晶叉的模型,臂和底座采用扭转弹簧

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We developed a method for analyzing the frequency of a quartz-crystal tuning fork using plate spring approximation. In order to calculate the actual frequency of the tuning fork, we approximated the right half of the tuning fork to an L-shaped bar which two bars, acting as the base and the arm undergo bending vibration, and torsion spring at the joint of beams A corresponding to the base and B corresponding to the arm combined to form. Furthermore, we approximated torsion spring with torsion spring constant R to plate spring composed of the base. R was expressed in terms of both the sizes and the bending stiffness of the tuning fork. We could obtain a series of equations for calculating the frequency of the tuning fork by plate spring approximation and the convenient new frequency equation for a cantilever with the length l{sub}2+w{sub}1/10 by considering the bend of a plate spring. A comparison was made of frequencies calculated by these methods and experimental results.
机译:我们开发了一种用于使用板簧近似分析石英晶叉频率的方法。为了计算调谐叉的实际频率,我们将调谐叉的右半部分近似于两个条的L形杆,其用作底座和臂进行弯曲振动,以及梁的接头处的扭转弹簧对应于与臂组合以形成的臂的基部和B。此外,我们近似具有扭转弹簧常数R的扭转弹簧,到由基部组成的板簧。 R在调谐叉的尺寸和弯曲刚度方面表达R.我们可以通过考虑弯曲,通过板簧近似通过板簧近似和具有长度L {Sub} 2 + W} 1/10的悬臂的方便新的频率方程来获得一系列方程。板簧。比较由这些方法和实验结果计算的频率。

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