Statistical thermal study of ternary hybrid nanofluid flow in coaxial cylinder: artificial neural network approach

Q1 Chemical Engineering
s Manjunatha , Khalil Ur Rehman , Wasfi Shatanawi , Tanuja T N
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引用次数: 0

Abstract

The objective of this study is to examine heat and mass transfer aspects of ternary nanofluid flow in coaxial cylinder under the influence of Arrhenius activation energy, microorganisms’ concentration and bioconvection Peclet number, which a pivotal rolet in various scientific and engineering applications. The flow of ternary nanofluid is caused due to stretching inner cylinder with stationary outer cylinder. The nonlinear partial equations are derived for the flow model and reduced to non-linear ordinary differential equation by applying suitable similarity transformation. The resultant equations are resolved mathematically using Runge Kutta Fehlberg (RKF45) technique. The obtained numerical results are validated with the published work to check the exactness of the solution methodology and it is noticed that the present outcomes are on par with published work. The physical behaviour of the pertinent parameters is analysed through graphical depiction. The derived quantities like drag force and Sherwood number are studied through tabular column. Additionally, the heat transfer rate is analysed by using backpropagated Levenberg-Marquardt Machine learning algorithm. Further, the correlation between the parameter on the rate of heat transfer is analysed by using Mean square error and regression graphs. The key outcome of this research is that, the temperature upsurges by increasing the solid volume of nanoparticle due to higher thermal conductivity of the nanoparticles. Further, it is perceived from the artificial neural network model that, the correlation between the input parameters and output data are strongly correlated (R = 1).
三元混合纳米流体在同轴圆柱体内流动的统计热研究:人工神经网络方法
本研究的目的是研究三元纳米流体在阿伦尼乌斯活化能、微生物浓度和生物对流佩莱特数的影响下,在同轴圆柱体中流动的传热传质问题,这在各种科学和工程应用中具有关键作用。三元纳米流体的流动是由内筒拉伸和外筒静止引起的。推导了流动模型的非线性偏方程,并通过适当的相似变换将其转化为非线性常微分方程。利用Runge - Kutta - Fehlberg (RKF45)技术对所得方程进行了数学求解。所得数值结果与已发表的研究结果进行了验证,验证了求解方法的准确性,并注意到目前的结果与已发表的研究结果相当。通过图形描述分析了相关参数的物理行为。通过表列法对阻力和舍伍德数等导出量进行了研究。此外,采用反向传播Levenberg-Marquardt机器学习算法对传热速率进行了分析。利用均方误差和回归图分析了各参数对传热速率的影响。本研究的主要结果是,由于纳米颗粒的高导热性,增加了纳米颗粒的固体体积,从而使温度升高。进一步,从人工神经网络模型中可以看出,输入参数与输出数据之间的相关性是强相关的(R = 1)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
International Journal of Thermofluids
International Journal of Thermofluids Engineering-Mechanical Engineering
CiteScore
10.10
自引率
0.00%
发文量
111
审稿时长
66 days
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