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Mathematical Modeling of Ultrasonic Gas Flow Meter Based on Experimental Data in Three Steps

机译:基于三步实验数据的超声波气体流量计的数学建模

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According to experimental data, the features of ultrasonic echo are studied, and a new mathematical model of ultrasonic gas flow meter is built so as to reflect the effects of the excitation signal and gas flow rate on ultrasonic echo. This mathematical model consists of three parts, and is established in three steps. An amplitude sub-model expressed as a polynomial is set up with the curve fitting method to express the non-linear relationship between the echo amplitude and the gas flow rate. A process sub-model described as an output-error model is established by the system identification method to reveal the influence of excitation on the echo shape. A delay time sub-model is built with piecewise fitting to obtain a relationship between the propagation time and the gas flow rate. These sub-models can quantitatively analyze the relationship between the excitation signals, gas flow rates, ultrasonic echo amplitudes, shapes, and propagation time.
机译:根据实验数据,研究了超声回波的特点,建立了超声气体流量计的数学模型,以反映激励信号和气体流量对超声回波的影响。该数学模型包括三个部分,并分三个步骤建立。用曲线拟合方法建立表示为多项式的振幅子模型,以表达回波振幅与气体流速之间的非线性关系。通过系统识别方法建立了一个描述为输出误差模型的过程子模型,以揭示激励对回波形状的影响。通过分段拟合建立延迟时间子模型,以获得传播时间与气体流速之间的关系。这些子模型可以定量分析激励信号,气体流速,超声回波幅度,形状和传播时间之间的关系。

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