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Ultrasonic Piezoceramic Transducer Modeling With VHDL-AMS: Application to Ultrasound Nonlinear Parameter Simulations

机译:VHDL-AMS超声压电陶瓷换能器建模:在超声非线性参数仿真中的应用

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This paper presents an ultrasonic transducer modeling with very high-speed integrated circuit (VHSIC) hardware description language-analog and mixed signal (VHDL-AMS) IEEE 1076.1 integrated in a global measurement cell modeling dedicated to biological tissue ultrasound characterization. Usual modeling of ultrasonic transducers is based on electrical analogy and is not simulated in the global measurement environment. The ultrasonic transducer modeling proposed is simulated with a nonlinear acoustic load and electronic excitation. The nonlinear B/A parameter is used to characterize a medium with a comparative method. The measurement cell is composed of two piezoelectric ceramic transducers, which are implemented with Redwood's electric scheme. The analyzed medium is placed between the transducers and modeled to take into account the nonlinear propagation with the B/A parameter. The usual transmission line model has been modified to take into account the nonlinear propagation for a one-dimensional (1-D) wave. Simulations of the transducer pulse response and electrical impedance show a VHDL-AMS model that is in good agreement with measurement and compared to the usual personal computer simulation program with integrated circuit emphasis results simulations. Results obtained by simulation of mediums (blood, milk, liver, and human fat tissue) showed good agreement between modeling and experimental measurement, and a maximum error of about 12.5% for B/A measurement-simulation
机译:本文介绍了一种超声换能器建模,该模型具有集成在专门用于生物组织超声表征的全局测量单元建模中的超高速集成电路(VHSIC)硬件描述语言-模拟和混合信号(VHDL-AMS)IEEE 1076.1。超声换能器的常规建模基于电气类比,并且不在全局测量环境中进行仿真。所提出的超声换能器建模是在非线性声负载和电子激励下进行的。非线性B / A参数用于通过比较方法表征介质。测量单元由两个压电陶瓷换能器组成,这些换能器采用Redwood的电气方案实现。分析的介质放置在换能器之间,并进行建模以考虑B / A参数的非线性传播。修改了常规传输线模型,以考虑一维(1-D)波的非线性传播。换能器脉冲响应和电阻抗的仿真显示了VHDL-AMS模型,该模型与测量结果非常吻合,并且与带有集成电路强调结果仿真的常规个人计算机仿真程序进行了比较。通过对介质(血液,牛奶,肝脏和人体脂肪组织)进行仿真得到的结果表明,建模与实验测量之间具有良好的一致性,而B / A测量仿真的最大误差约为12.5%。

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