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Radiation and slip effects on MHD Maxwell nanofluid flow over an inclined surface with chemical reaction

机译：用化学反应对倾斜表面上MHD Maxwell纳米流体流动的辐射和滑移效应

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The numerical solutions of the upper-convected Maxwell (UCM) nanofluid flow under the magnetic field effects over an inclined stretching sheet has been worked out. This model has the tendency to elaborate on the characteristics of "relaxation time" for the fluid flow. Special consideration has been given to the impact of nonlinear velocity slip, thermal radiation and heat generation. To study the heat transfer, the modified Fourier and Fick's laws are incorporated in the modeling process. The mass transfer phenomenon is investigated under the effects of chemical reaction, Brownian motion and thermo-phoresis. With the aid of the similarity transformations, the governing equations in the ordinary differential form are determined and then solved through the MATLAB's package "bvp4c" numerically. This study also brings into the spotlight such crucial physical parameters, which are inevitable for describing the flow and heat transfer behavior. This has been done through graphs and tables with as much precision and exactitude as is possible. The ascending values of the magnetic parameter, the Maxwell parameter and the angle of the inclined stretching sheet cause decay in the dimensionless velocity while an assisting behavior of the thermal and concentration buoyancy parameters is noticed.
机译：已经制定了在倾斜拉伸板上的磁场效应下的上对焦的麦克斯韦（UCM）纳米流体流动的数值解。该模型具有详细阐述流体流动“松弛时间”的特征的趋势。已经特别考虑了非线性速度滑移，热辐射和发热的影响。为研究传热，修改的傅立叶和Fick的定律纳入了建模过程中。在化学反应，褐色运动和热敏的影响下研究了传质现象。借助于相似性转换，确定常规形式的控制方程，然后用Matlab的包装“BVP4C”在数值上求解。该研究还带入了聚光灯如此至关重要的物理参数，这是不可避免的，用于描述流动和传热行为。这已经通过图形和表格来完成，其具有尽可能多的精度和精密性。磁性参数的上升值，距离的倾斜拉伸片的麦克斯韦尔参数和角度导致无量纲速度衰减，而注意到热和浓度浮力参数的辅助行为。

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