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A discontinuous galerkin approach for the numerical simulation of transit-time ultrasonic flowmeters

机译:时差超声流量计数值模拟的不连续伽勒金方法

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A Discontinuous Galerkin approach is presented for the numerical simulation of acoustic waves propagation in transit-time ultrasonic flowmeters with clamp-on transducers. In this configuration, the ultrasonic beam crosses multiple solid-solid and fluid-solid interfaces which generate complex physical phenomena with an important impact on the flow rate measurement. To capture all these phenomena, the employed physical model is based on the wave theory. The wave propagation in the fluid part is described by the linearized Euler equations and in the solid part by the equations of linear elasticity. Considering the good parallelization properties of the numerical method, the simulation code was implemented to run on graphical processing units. To validate it, several test cases are performed for both separated and coupled fluid-solid media. Furthermore, a study on the impact of pipe flow profiles on the flow rate measurement is carried out.
机译:提出了一种不连续Galerkin方法,用于声波在带有夹钳式换能器的时差超声流量计中传播的数值模拟。在这种配置中,超声波束穿过多个固体-固体和液体-固体界面,这些界面会产生复杂的物理现象,对流速测量产生重要影响。为了捕获所有这些现象,所采用的物理模型是基于波动理论的。流体部分中的波传播通过线性化的Euler方程描述,而固体部分中的波传播通过线性弹性方程描述。考虑到数值方法的良好并行化特性,仿真代码被实现为在图形处理单元上运行。为了验证这一点,针对分离的和耦合的流固介质都执行了几个测试用例。此外,还对管道流量曲线对流量测量的影响进行了研究。

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