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A New Theory for Electroded Piezoelectric Plates and Its Finite Element Application for the Forced Vibrations Analysis of Quartz Crystal Resonators

机译：压电压电板的新理论及其在石英晶体谐振器强迫振动分析中的有限元应用

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Ji Wang; Jiun-der Yu; Yook-kong Yong; Tsutomu Imai;
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年度 1998
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1. A new theory for electroded piezoelectric plates and its finite element application for the forced vibrations of quartz crystal resonators [J] . Wang J., Yong YK., Imai T., International Journal of Solids and Structures . 2000,第40期

机译：压电压电板的新理论及其在石英晶体谐振器强迫振动中的有限元应用
2. A perturbation method for finite element modeling of piezoelectric vibrations in quartz plate resonators [J] . Yong Y.-K., Zhang Z. IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control . 1993,第5期

机译：石英板谐振器中压电振动有限元建模的摄动方法
3. A finite element analysis of frequency-temperature relations of AT-cut quartz crystal resonators with higher-order Mindlin plate theory [J] . Wang J, Yu JD, Yong YK, Acta Mechanica . 2008,第1a4期

机译：基于高阶Mindlin板理论的AT切石英晶体谐振器频率-温度关系的有限元分析
4. A new theory for electroded piezoelectric plates and its finite element application for the forced vibrations analysis of quartz crystal resonators [C] . Ji Wang, Jiun-der Yu . 1998

机译：电极压电板的新理论及其有限元在石英晶体谐振器强迫振动分析中的应用
5. A new two-dimensional theory for vibrations of piezoelectric crystal plates with electroded faces [D] . Lin, Wen-Sen 1998

机译：电极面压电晶体振动的二维理论
6. Performance Enhancement of Interdigital Electrode-Piezoelectric Quartz Crystal (IDE-PQC) Salt Concentration Sensor by Increasing the Electrode Area of Piezoelectric Quartz Crystal (PQC) [O] . Hui Zhang, Yao Yao, Yue Shi 2018

机译：通过增加压电石英晶体（PQC）的电极面积来增强叉指电极压电石英晶体（IDE-PQC）盐浓度传感器的性能
7. Finite Element Analysis of the Piezoelectric Vibrations of Quartz Plate Resonators With Higher-order Plate Theory [O] . Ji Wang, Yook-kong Yong, Tsutomu Imai 1997

机译：基于高阶板理论的石英板谐振器压电振动的有限元分析
8. Piezoelectrically forced vibrations of electroded doubly rotated quartz plates by state space method [R] . Chander, R. 1990

机译：通过状态空间法压电电极强制双旋转石英板的振动

A New Theory for Electroded Piezoelectric Plates and Its Finite Element Application for the Forced Vibrations Analysis of Quartz Crystal Resonators

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