1-3个压电复合声纳换能器的热产生、扩散和耗散:有限元分析和实验测量

N. Abboud, J. Mould, G. Wojcik, D. Vaughan, D. Powell, V. Murray, C. Maclean
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引用次数: 22

摘要

热管理是超声换能器设计中的重要考虑因素。它出现在满足诊断和治疗超声的监管和安全要求,以及在高功率应用(如水下声纳)中保持性能。提出了一种有限元建模方法来帮助分析这一机电热耦合问题。有限元模型跟踪问题机电部分的阻尼损失,并将损失的能量转换为热剂量,热剂量构成了问题热部分的“输入”。然后求出所得温度的时空分布。该建模方法用于研究几种具有实验数据的1-3压电复合材料高功率换能器。先前的实验评估表明,这些设备在持续工作时,在大约2 W/cm/sup 2/的功率水平下,由于显著的温度上升,性能可能会下降,而当占空比降低到10%以下时,它们可以在大于20 W/cm/sup 2/的功率水平下有效地工作。需要对这些换能器内部的散热效率进行详细的热分析,以便理解并因此提高这些器件的高驱动性能。这项初步研究的目的是评估建模方法,并确定解决方案敏感的关键参数。这样确定的参数,无论是材料常数还是建模方法,都将在后续研究中进行更完整的表征,旨在定量验证超声波应用中热管理的计算建模。
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Thermal generation, diffusion and dissipation in 1-3 piezocomposite sonar transducers: finite element analysis and experimental measurements
Thermal management is an important consideration in ultrasound transducer design. It arises in satisfying regulatory and safety requirements in diagnostic and therapeutic ultrasound, as well as in sustaining performance in high power applications such as underwater sonar. A finite element modeling approach was developed to aid in the analysis of this coupled electro-mechanical-thermal problem. The finite element model tracks the damping losses in the electromechanical portion of the problem and converts the lost energy into a thermal dose which constitutes the "input" to the thermal portion of the problem. The resultant temperature spatial and temporal distribution is then solved for. This modeling approach was used to study several 1-3 piezocomposite high power transducers for which experimental data was available. Previous experimental evaluation has demonstrated that these devices can suffer from a degradation in performance due to significant temperature rises at power levels of approximately 2 W/cm/sup 2/ for continuous operation, whereas they can operate efficiently at power levels greater than 20 W/cm/sup 2/ when the duty cycle is reduced below 10%. A detailed thermal analysis of these transducers with respect to efficiency of the thermal dissipation within them is required with a view to understanding and consequently improving the high drive performance of these devices. The goal of this preliminary study is to evaluate the modeling approach and identify key parameters to which the solution is sensitive. Parameters so identified, be they material constants or modeling approaches, will be subject to more complete characterization in follow-up studies aimed at quantitative validation of computational modeling of thermal management in ultrasonic applications.
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