首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Analytical Investigation of Magnetic Field on Unsteady Boundary Layer Stagnation Point Flow of Water-Based Graphene Oxide-Water and Graphene Oxide-Ethylene Glycol Nanofluid over a Stretching Surface
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Analytical Investigation of Magnetic Field on Unsteady Boundary Layer Stagnation Point Flow of Water-Based Graphene Oxide-Water and Graphene Oxide-Ethylene Glycol Nanofluid over a Stretching Surface

机译:拉伸表面上水基石墨烯氧化物 - 水和石墨烯乙二醇纳米烯氧化乙二醇纳米烯流动磁场磁场分析研究

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This study explains the effect of magnetic field of the stagnation point flow of a water-based nanofluid graphene oxide-water (GO-W) and graphene oxide-ethylene glycol (GO-EG). Heat transfer analyses are discussed by converting the given partial differential equation into a nonlinear ordinary differential equation using the similarity transformation and solved using an approximate analytical method, namely, the optimal homotopy analysis method (OHAM), to obtain an approximate analytical solution of the nonlinear problem that analyzes the problem. The BVPh 2.0 package function of Mathematica is used to obtain the numerical results. The results of important parameters such as the magnetic field parameter, unsteady parameter, stretching parameter, Prandtl number, Eckert number, and kinematic parameter for both velocity and temperature profiles are plotted and discussed. The convergence control parameter of the approximate analytical method is obtained up to the 25th iteration using the BVPh 2.0 package. The skin friction coefficient and Nusselt number are explained in tabular form.
机译:本研究介绍了水基纳米流体石墨烯氧化物 - 水(GO-W)和石墨烯氧化乙二醇(GO-EG)的滞留点流动磁场的磁场的影响。通过使用相似性转换将给定的部分微分方程转换为非线性常微分方程来讨论传热分析,并使用近似分析方法解决,即最佳同型分析方法(OHAM),以获得非线性的近似分析解分析问题的问题。 Mathematica的BVPH 2.0包功能用于获得数值结果。绘制和讨论了重要参数,如磁场参数,不稳定参数,拉伸参数,Prandtl号码,Eckert编号和运动学参数的重要参数。获得最多使用BVPh 2.0软件包第25次迭代的近似分析方法的收敛控制参数。以表格形式解释皮肤摩擦系数和营养数。

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