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首页> 外文期刊>Journal of Mechanical Science and Technology >Correction of flow metering coefficients by using multi-dimensional non-linear curve fitting
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Correction of flow metering coefficients by using multi-dimensional non-linear curve fitting

机译:使用多维非线性曲线拟合校正流量计量系数

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Flow disturbances can significantly affect flow metering because the downstream flow of flow disturbances can become unstable and asymmetric, thus resulting in measurement errors in the flow meter. A clamp-on type ultrasonic flow meter is an example of a flow meter that is susceptible to flow disturbances given its diametrical configuration of ultrasonic paths. Several flow rate correction formulas have been suggested to mitigate the effect of flow disturbance for improved flow metering. As a novel method, a multi-dimensional non-linear correction formula is suggested to overcome limitations in flow metering that are attributed to the non-linearity of flow disturbances. The non-linear correction formula comprises n-th order polynomials with multiple variables. To validate the usefulness of the non-linear correction formula, the standard error of estimate (SEE) is introduced. Four types of flow configurations, namely, downstream of a contraction pipe, an expansion pipe, a single elbow joint, and a tee joint, are used to show the effect of the non-linear correction formula. The expanded uncertainty based on the SEE indicates estimated values of 1.29%, 11.14%, 1.07%, and 6.31% for the four upstream flow configurations, respectively. Thus, the effect of the non-linear correction formula is limited according to the upstream flow conditions. In the downstream flow of the contraction pipe and of the single elbow joint, the non-linear correction formula not only harmonizes the distribution of the flow rate deviations but also removes the biases of flow rate deviations with respect to the flow velocity, the installation location, and the diameter ratio.
机译:流量扰动会严重影响流量计量,因为流量扰动的下游流量会变得不稳定和不对称,从而导致流量计的测量误差。钳式超声波流量计是流量计的示例,鉴于其超声波路径的直径配置,该流量计容易受到流量干扰。为了改善流量计量,已经提出了几种流速校正公式来减轻流量扰动的影响。作为一种新颖的方法,提出了多维非线性校正公式,以克服由于流量干扰的非线性而导致的流量计量限制。非线性校正公式包括具有多个变量的n阶多项式。为了验证非线性校正公式的有效性,引入了标准估计误差(SEE)。四种类型的流动配置,即收缩管,膨胀管,单肘关节和三通接头的下游,用于显示非线性校正公式的效果。基于SEE的扩展不确定性表明,四种上游流量配置的估计值分别为1.29%,11.14%,1.07%和6.31%。因此,非线性校正公式的作用受到上游流动条件的限制。在收缩管和单肘关节的下游流动中,非线性校正公式不仅可以协调流量偏差的分布,而且可以消除流量偏差相对于流速,安装位置的偏差。 ,以及直径比。

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