基于人工神经网络的CuO-Water纳米流体导热系数和雷诺数热物性建模及多目标优化

Amin Moslemi Petrudi
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引用次数: 2

摘要

在纳米流体中,由于颗粒尺寸小,它们大大减少了由腐蚀、杂质和压降引起的问题,并且流体对沉积物的稳定性显着提高。由于纳米颗粒的高导电性,随着它们在基流体中的分布,它们增加了流体的导热系数,这是传热的基本参数之一。本文将性能实验数据与人工神经网络相结合,为了最大限度地优化NSGA-II的导热系数、温度变化和纳米流体体积分数,并从154个实验数据中获得导热系数值,采用人工神经网络建模。包括r平方和均方误差(MSE)在内的各种指标被用来评估模型在预测、雷诺数和纳米流体导热性方面的准确性。关系的决定系数(r平方)等于0.9988,表明所提出的关系与实验数据的一致性是可以接受的。为了优化,结果呈现为目标函数,partto -front及其最优点。优化结果表明,在体积分数为2%时,导热系数最大,雷诺数最优。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling and Multi-Objective Optimization of Thermophysical Properties for Thermal Conductivity and Reynolds number of CuO-Water Nanofluid using Artificial Neural Network.
In nanofluids, due to the small size of the particles, they greatly reduce the problems caused by corrosion, impurities, and pressure drop, and the stability of fluids against sediment is significantly improved. Due to the high conductivity of nanoparticles, with the distribution in the base fluid, they increase the thermal conductivity of the fluid, which is one of the basic parameters of heat transfer. In this paper, properties using experimental data and artificial neural networks, to maximize thermal conductivity, temperature changes, and nanofluid volume fraction of NSGA-II optimization algorithm and also to obtain thermal conductivity values from 154 experimental data, artificial neural network modeling is used. Various indices including R-squared and Mean Square Error (MSE) have been used to evaluate the modeling accuracy in prediction, Reynolds number, and nanofluid thermal conductivity. The coefficient of determination of the relation (R-squared) is equal to 0.9988, which indicates the acceptable agreement of the proposed relationship with the experimental data. To optimize, the results are presented as a target function, the Parto-front, and its optimal points. Optimal results showed that the maximum thermal conductivity coefficient and the optimal Reynolds number occur in a volume fraction of 2%.
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