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An electromechanical coupling model of a bending vibration type piezoelectric ultrasonic transducer

机译:弯曲振动型压电超声换能器的机电耦合模型

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An electromechanical coupling model of a bending vibration type piezoelectric ultrasonic transducer is proposed. The transducer is a Langevin type transducer which is composed of an exponential horn, four groups of PZT ceramics and a back beam. The exponential horn can focus the vibration energy, and can enlarge vibration amplitude and velocity efficiently. A bending vibration model of the transducer is first constructed, and subsequently an electromechanical coupling model is constructed based on the vibration model. In order to obtain the most suitable excitation position of the PZT ceramics, the effective electromechanical coupling coefficient is optimized by means of the quadratic interpolation method. When the effective electromechanical coupling coefficient reaches the peak value of 42.59%, the optimal excitation position (L-1 = 22.52 mm) is found. The FEM method and the experimental method are used to validate the developed analytical model. Two groups of the FEM model (the Group A center bolt is not considered, and but the Group B center bolt is considered) are constructed and separately compared with the analytical model and the experimental model. Four prototype transducers around the peak value are fabricated and tested to validate the analytical model. A scanning laser Doppler vibrometer is employed to test the bending vibration shape and resonance frequency. Finally, the electromechanical coupling coefficient is tested indirectly through an impedance analyzer. Comparisons of the analytical results, FEM results and experiment results are presented, and the results show good agreement. (C) 2015 Elsevier B.V. All rights reserved.
机译:提出了弯曲振动型压电超声换能器的机电耦合模型。换能器是Langevin型换能器,它由指数喇叭,四组PZT陶瓷和后梁组成。指数喇叭可以集中振动能量,并可以有效地增大振动幅度和速度。首先构造换能器的弯曲振动模型,然后基于该振动模型构造机电耦合模型。为了获得最合适的PZT陶瓷激励位置,通过二次插值法优化了有效的机电耦合系数。当有效的机电耦合系数达到峰值42.59%时,可以找到最佳激励位置(L-1 = 22.52 mm)。有限元方法和实验方法被用来验证开发的分析模型。构造了两组FEM模型(不考虑A组中心螺栓,但考虑了B组中心螺栓),并分别与分析模型和实验模型进行比较。制造并测试了围绕峰值的四个原型传感器,以验证分析模型。使用扫描激光多普勒振动计测试弯曲振动的形状和共振频率。最后,通过阻抗分析仪间接测试机电耦合系数。给出了分析结果,有限元分析结果与实验结果的比较结果,表明结果吻合良好。 (C)2015 Elsevier B.V.保留所有权利。

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