Numerical Simulation of Effective Medium Approximation Using Monte Carlo Method and Its Experimental Evaluation

Qian Zhang, Z. Cui, Zihan Xia, Long Yan, Huaxiang Wang
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Abstract

The phase fraction in the industrial multi-phase flows is a key factor affecting the process efficiency and safety. The capacitance and other impedance based sensors can be employed to estimate this parameter by resorting to the effective medium approximation (EMA) method, which describes the macroscopic properties of composite materials with analytical or theoretical modeling. The EMAs have been paid increasingly attentions in determining the phase fraction in the multi-phase flow. There exist several different EMA models that can be utilized for phase fraction measurement, i.e., Maxwell-Garnett, Bruggeman and Böttcher models. It is essential to evaluate feasibility of these EMA models in gas-solid two-phase flows with different flow regimes, i.e., the homogenous and laminar flows. A four-electrode capacitance sensor is evaluated to validate multiple EMA models for estimating the solid fraction by numerical simulations and static experiments. The numerical simulation work focuses on comparing the solid fraction results obtained from different EMA models by Monte Carlo method.
蒙特卡罗法有效介质近似的数值模拟及其实验评价
工业多相流中的相分数是影响工艺效率和安全的关键因素。基于电容和其他阻抗的传感器可以通过有效介质近似(EMA)方法来估计该参数,该方法通过分析或理论建模来描述复合材料的宏观性能。电磁法在多相流中相分数的测定中受到越来越多的关注。有几种不同的EMA模型可用于相分数测量,即Maxwell-Garnett, Bruggeman和Böttcher模型。在不同流型的气固两相流中,即均匀流和层流中,评估这些EMA模型的可行性至关重要。通过数值模拟和静态实验,对四电极电容传感器进行了评估,验证了多种EMA模型对固体分数的估计。数值模拟工作的重点是比较用蒙特卡罗方法从不同的EMA模型得到的固相分数结果。
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