Predictive Ann Modelling of Thermorheological Properties of Iron-Oxide Yield Stress Nanofluid

Suraj Narayan, Dhar, M. A. Hassan
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Abstract

The intent of the research is to find the dependency of the volume fraction of nanoparticle (φ) and the temperature on the absolute viscosity (μnf) of Fe3O4 nanoparticles in Carbopol polymer gel. Rheological and stability analysis of the solution is identified. A total of 48 viscosity values has been calculated from experiments using two different base fluid concentrations and two different nanofluid concentrations at eight different temperatures. The data gathered are used for the training of an ANN (Artificial Neural Network) to observe results in a predefined range of two input criteria. It uses a feed-forward perceptron ANN with a temperature input, a volume concentration input, and a viscosity output. The topology was established by trial and error, and the two-layer model having ten neurons in the hidden layer that used the tansig function produced the best results. Ten training functions were utilized to analyze the best result for nf prediction, and the trainbr algorithm was found to be the best ANN. Due to the trained ANN, the anticipated value of viscosity is obtained from each temperature and volume concentration combination. The best results were witnessed with trainlm algorithm with an MSE value of 5.92e-4 and a R2 value of 0.9988 for forecasting of viscosity. Nanoparticle volume concentration increases with viscosity, while temperature increases cause viscosity to decrease. As the temperature rises from 15°C to 50°C, the shear stress value drops with a corresponding shear rate. The shear stress value of the associated shear rate decreases as the nanoparticle concentration rises.
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氧化铁屈服应力纳米流体热流变特性的预测人工神经网络建模
研究的目的是寻找纳米颗粒体积分数(φ)和温度对caropol聚合物凝胶中Fe3O4纳米颗粒绝对粘度(μnf)的依赖关系。对溶液进行了流变性和稳定性分析。在8种不同温度下,使用两种不同的基液浓度和两种不同的纳米流体浓度,共计算出48个粘度值。收集到的数据用于训练人工神经网络,在预定义的两个输入标准范围内观察结果。它使用具有温度输入、体积浓度输入和粘度输出的前馈感知器ANN。通过反复试验建立拓扑结构,隐藏层有10个神经元的二层模型使用tansig函数得到了最好的结果。利用10个训练函数对nf预测的最佳结果进行分析,发现trainbr算法是最佳的人工神经网络算法。由于训练好的人工神经网络,粘度期望值由每个温度和体积浓度组合得到。用trainlm算法预测黏度效果最好,MSE值为5.92e-4, R2值为0.9988。纳米颗粒体积浓度随粘度的增加而增加,而温度的升高导致粘度的降低。随着温度从15℃升高到50℃,剪切应力值随相应的剪切速率下降。随着纳米颗粒浓度的升高,相关剪切速率的剪应力值减小。
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