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A novel design of Gaussian WaveNets for rotational hybrid nanofluidic flow over a stretching sheet involving thermal radiation

机译:拉伸杂交纳米流体流动涉及热辐射的拉伸杂交纳米流体的新颖设计

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摘要

The aim of this study is to analysis the mass and heat transfer in radiative three dimensional flow of hybrid nanofluid over the stretchable sheet by exploiting the strength of integrated computational intelligent algorithm by utilization of Gaussian wavelet neural networks (GWNNs) trained with the genetic algorithms (GAs) based global search supported with sequential quadratic programming (SQP) based local refinements i.e., GWNN-GA-SQP. The mean squared error based cost function is developed for the fluidic problem by applying Gaussian WaveNet GWNNs optimize with GAs and SQP. The numerical outcomes of the fluidic model are obtained by the proposed GWNN-GA-SQP solver to examine the thermal and velocities profile effect for three physical quantities based on magnetic parameter, nanomaterial concentration and transformated angular velocity. Moreover, a exhaustive analysis of the numerical solutions of GWNN-GA-SQP solver with reference Adams method endorse the stability, accuracy and consistency on multiple autonomous runs through different statistical performance operators and complexity analysis.
机译:本研究的目的是通过利用遗传算法培训的高斯小波神经网络(GWNNS)通过利用群体小波神经网络(GWNNS)来分析可拉伸板上的散热纳米流体在可拉伸板上辐射三维流动的质量和热传递。基于气体的全局搜索支持了基于顺序二次编程(SQP)的本地改进,即GWNN-GA-SQP。通过使用气体和SQP优化Gaussian Wavenet GWNN来开发基于平方的基于误差的成本函数。通过所提出的GWNN-GA-SQP求解器获得流体模型的数值结果,以基于磁性参数,纳米材料浓度和转化的角速度来检查三种物理量的热和速度曲线效应。此外,通过参考ADAMS方法对GWNN-GA-SQP求解器的数值解提供了通过不同统计性能运算符和复杂性分析的多种自主运行的稳定性,准确度和一致性的详细分析。

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