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Fuzzy logical flow regime identification for two-phase flow

机译:两相流的模糊逻辑流态辨识

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摘要

The conventional flow regime map to determine the correlations of interfacial transfer in immiscible multi-phase flow is reconstructed using the fuzzy logic membership function in the present study. Since in the present fuzzy flow regime the interfacial transfer rate is determined by the summation of each term weighted with the its own membership, the present fuzzy flow regime is capable of removing spurious numerical instability in the simulation due to the abrupt change of the flow regime. The fuzzy logic membership functions for various flow regimes have been constructed by the experimental observation in the vertical two-phase flow loop using the impedance signals to measure the void fraction. The impedance signals of the two-phase flow are feed into the feed forward neural network which has the output nodes corresponding flow regimes. The excitement of the output nodes are used to construct the Fuzzy Membership function. Therefore, the present fuzzy flow regime map is not heuristic but phenomenological. It was found that smoother transition of the interfacial transfer terms are produced by the fuzzy logic reasoning based on the membership functions of the both flow regimes near the transition. Therefore, the present fuzzy representation of the flow regime map can be recommended for the computer codes to enhance their stability of the convergence and accuracy.
机译:在本研究中,使用模糊逻辑隶属函数重建了确定不相溶多相流中界面转移相关性的常规流态图。由于在当前的模糊流态中,界面传输速率是由每个项的权重加上其自身的隶属关系确定的,因此,由于流态的突然变化,当前的模糊流态能够消除仿真中的虚假数值不稳定性。通过在垂直两相流回路中使用阻抗信号测量空隙率的实验观察,已经构建了用于各种流态的模糊逻辑隶属函数。两相流的阻抗信号被馈送到前馈神经网络,该神经网络的输出节点具有对应的流态。输出节点的兴奋用于构造模糊隶属度函数。因此,当前的模糊流态图不是启发式的,而是现象学的。已经发现,基于过渡附近的两个流动状态的隶属函数,通过模糊逻辑推理可以产生界面转移项的更平滑过渡。因此,可以将当前流态图的模糊表示推荐给计算机代码,以增强其收敛性和准确性的稳定性。

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