Mahesh Nadda , Suresh Kumar Shah , Sangram Roy , Ashutosh Yadav
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引用次数: 1
摘要
流化床是许多应用的核心,如干燥、燃烧、气化、热解、二氧化碳利用、混合和分离。由于流体力学的复杂性,流化床的设计和开发仍在不断发展。为了了解其流体力学特性,进行了各种实验研究和CFD模拟。然而,实验方法的成本非常高且仅限于小规模,而CFD建模则需要大量的计算资源和时间。因此,在这一贡献中,我们提出了一种基于cfd的混合ML模型来估计流化床的流体动力学。对Taghipour等人(2005)进行了CFD模拟,并通过实验测量对包括多种流型在内的大范围进口气体速度进行了验证。利用CFD模型的时间平均模拟数据建立深度神经网络(DNN)模型。利用基于cfd的DNN模型预测了流体动力学参数,如固体速度场、体积分数和床层压降。结果表明,深度神经网络具有优越的空间学习能力,当与CFD一起使用时,它可以在不牺牲精度的情况下降低所需的计算能力。为了评估基于cfd的DNN模型在不同工况和水动力参数下的通用性,使用了(Cloete et al., 2013)和(Li and Zhang, 2013)的独立数据进行了令人满意的验证。
CFD-based deep neural networks (DNN) model for predicting the hydrodynamics of fluidized beds
Fluidized beds are central to numerous applications such as drying, combustion, gasification, pyrolysis, CO2 utilization, mixing, and separation. The design and development of fluidized beds are still evolving owing to the complex hydrodynamics. Various experimental investigations and CFD simulations have been carried out to understand its hydrodynamics. Whereas the experimental approaches are very costly and limited to small scale, CFD modeling on the other hand requires significant computational resources and time. Thus, in this contribution, we propose a hybrid CFD-based ML model for estimating the hydrodynamics of fluidized beds. The CFD simulations of Taghipour et al., 2005 were performed and validated with the experimental measurements for a wide range of inlet gas velocities encompassing multiple flow regimes. A time-averaged simulation data of the CFD model was used for developing a Deep Neural Network (DNN) model. The hydrodynamic parameters, such as solid velocity field, volume fraction, and bed pressure drop, are predicted using the CFD-based DNN model. The results demonstrate that DNN has superior spatial learning capabilities and that, when used with CFD, it can reduce the computational power required without sacrificing accuracy. To evaluate the versatility of the CFDbased DNN model with different operating conditions and hydrodynamic parameters, independent data from (Cloete et al., 2013) and (Li and Zhang, 2013) were used for satisfactory validation.