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Progress in stacked piezocomposite ultrasonic transducers for low frequency applications

机译:用于低频应用的叠压压电复合超声换能器的进展

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摘要

A stacked ultrasonic transducer comprises multiple individual layers connected mechanically in series and electrically in parallel to reduce the fundamental thickness mode resonance to a frequency corresponding to the transit time of the completestack and the electrical impedance to a value which corresponds to that of the layers of the stack in parallel. In turn. this allows lower frequency resonant operation than would be possible with a single layer, and facilitates electrical impedancematching to typical transmission circuitry. On transmission, an ideal stack of uniform layers will have an output amplitude larger than that of the equivalent single layer by a factor equal to the. However, using conventional signal amplificationcircuitry on reception, the output voltage amplitude will be smaller than that of the equivalent single layer by a similar factor. In the past stacks have commonly been assembled from layers of conventional piezoceramic material but more recently therehave been reports of stacks of 1-3 piezocomposites and it is this type that is considered here. The work described in this paper is motivated by the need to operate at frequencies lower than are possible using conventional piezocomposite fabricationtechnology. Progress in comparison of experimental and simulated results is outlined and the highlights of a theoretical design study are presented. These show that although the general behaviour of a stacked structure is easily predicted. a rigoroustheoretical analysis is essential to understand the detail of even a limited range of possible designs.
机译:堆叠的超声换能器包括机械串联和并联电连接的多个单独的层,以将基本厚度模式共振降低到对应于整个堆叠的通过时间的频率,并将电阻抗降低到对应于整个堆叠层的频率的值。并行堆叠。反过来。与单层相比,这允许更低的频率谐振操作,并有助于电阻抗与典型传输电路的匹配。在传输时,均匀层的理想堆叠将具有比等效单层大的输出振幅,等于其的振幅。但是,在接收时使用常规的信号放大电路,输出电压幅度将比等效单层的幅度小一个相似的因子。在过去,通常由常规的压电陶瓷材料的层组装成叠层,但是最近有1-3种压电复合材料叠层的报道,这里考虑这种类型。本文描述的工作是由于需要以低于使用常规压电复合材料制造技术所能达到的频率工作。概述了比较实验结果和模拟结果的进展,并提出了理论设计研究的重点。这些表明尽管容易预测堆叠结构的一般行为。严格的理论分析对于理解有限范围的可能设计的细节至关重要。

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