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Modeling of Ultrasonic Measurement Systems with Waveguides

机译:带有波导的超声测量系统的建模

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Ultrasonic measurements are very popular techniques used for material characterization and non-destructive testing applications. One of the most popular is a pulse echo technique [1]. In specific cases of non-destructive testing applications, such as investigation of properties of hot fluids, hot or melted metals, measurements must be performed at a high pressure and/or at high temperatures [2]. However conventional ultrasonic transducers can't withstand high temperatures. In this case special high temperature transducers must be used or in order to protect conventional ultrasonic transducers from influence of a high temperature and avoid depolarization, measurements must be performed using special waveguides with a low thermal conductivity between the object under investigation and an ultrasonic transducer. On the other hand, presence of the ultrasonic waveguide has a significant influence on the transmission of the ultrasonic wave from ultrasonic transducer to the object under investigation [3]. It is very important to select a proper configuration of the waveguide [4]. In order to save materials and manufacturing time resources numerical modeling must be used. Objective of this work was comparison of the two modeling techniques of the ultrasonic measuring systems with waveguides: 1D matrix technique and 2D finite element method.
机译:超声波测量是非常流行的技术,用于材料表征和无损检测应用。最受欢迎的方法之一是脉冲回波技术[1]。在非破坏性测试应用的特定情况下,例如研究热流体,热金属或熔融金属的特性,必须在高压和/或高温下进行测量[2]。但是,传统的超声换能器不能承受高温。在这种情况下,必须使用特殊的高温换能器,或者为了保护常规的超声换能器免受高温的影响并避免去极化,必须使用在研究对象和超声换能器之间具有低导热率的特殊波导来进行测量。另一方面,超声波导的存在对超声波从超声换能器到被测物体的传输有重要影响[3]。选择合适的波导结构非常重要[4]。为了节省材料和制造时间资源,必须使用数值建模。这项工作的目的是比较带有波导的超声测量系统的两种建模技术:一维矩阵技术和二维有限元方法。

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