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Effect of Radiation on Unsteady MHD Flow of aChemically Reacting Fluid Past a Hot VerticalPorous Plate: A Finite Difference Approach

机译:辐射对通过热垂直多孔板的化学反应流体不稳定MHD流动的影响:有限差分法

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The paper deals with the effect of radiation on unsteady free convention flow of a viscous, incompressible, electrically conducting fluid past an infinite hot vertical porous plate embedded in porous medium. A magnetic field of uniform strength is applied normal to the fluid flow. Chemical reaction, viscous dissipation and Heat generation/absorption effects are included. Temperature of the plate is assumed to be span wise cosinusoidally fluctuating with time. In order to establish a mathematical convenience of converging the solution at a finite point ( η → 1), the governing equations of the problem are transformed to a new system of co-ordinates and then resulting equations are reduced to coupled non-linear ordinary differential equations of zeroth and first order, using appropriate perturbation technique. These zeroth and first order equations are solved numerically by making use of finite difference method and the simulation is carried out by coding in C-Program. Graphical results for velocity, temperature and concentration fields are presented and discussed at various parametric conditions. A research finding of this study, achieved that the temperature and velocity profiles are observed to be decreasing with the increasing values of radiation parameter.
机译:本文讨论了辐射对粘性,不可压缩,导电流体通过嵌入多孔介质中的无限热垂直多孔板的非稳态自由常规流动的影响。垂直于流体流施加强度均匀的磁场。包括化学反应,粘性耗散和生热/吸收效应。假定板的温度随时间呈弦状正弦波动。为了建立在有限点(η→1)上收敛解的数学方便性,将问题的控制方程式转换为新的坐标系,然后将所得方程式简化为耦合的非线性常微分零阶和一阶方程,使用适当的摄动技术。利用有限差分法对这些零阶和一阶方程进行数值求解,并通过在C-Program中进行编码进行仿真。在各种参数条件下显示和讨论了速度,温度和浓度场的图形结果。这项研究的一项研究发现实现了温度和速度剖面随辐射参数值的增加而减小。

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