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首页> 外文期刊>Physica Scripta: An International Journal for Experimental and Theoretical Physics >Thermal investigation for electrified convection flow of Newtonian fluid subjected to damped thermal flux on a permeable medium
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Thermal investigation for electrified convection flow of Newtonian fluid subjected to damped thermal flux on a permeable medium

机译:牛顿流体电气化对流流动在渗透介质上抑制热通量的热敏调查

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The main purpose of this manuscript is to study an unsteady, MHD and free convection flow with the thermal transport for an electrical conducted, incompressible, and linearly viscous fluid flow close to a moving vertical plate in the existence of an exponential heating process. The flow area is considered permeable half-space as well as the utilization of an electromagnetic field perpendicular to fluid motion. The Caputo time-fractional derivative is utilized to present a heat flux constitutive-equation through a weak memory. The Laplace transformation technique is utilized to achieve the exact solutions of the dimensionless governing equations for the temperature field, Nusselt number, fluid velocity, and skin friction coefficient and stated in connection with Wright functions as well as a generalized G-Lorenzo-Hartley function. As a limiting case, a comparison with (Awanet al2019Chin. J. Phys.6098-106) equation (38) is done to verify the applied technique as well as for validity of our results. The influences of a variety of fractional as well as material factors are pictured with MathCad15. For low estimations of time, Fluid temperature and velocity are increased by decreasing fractional factor gamma and both illustrate a contrary behavior for larger estimations of the timet1.M1.
机译:本文的主要目的是研究在指数加热过程中,靠近移动竖板的导电、不可压缩和线性粘性流体流动的非定常、MHD和热传输自由对流流动。流动区域被认为是可渗透的半空间,以及垂直于流体运动的电磁场的利用。利用Caputo时间分数阶导数,通过弱记忆提出热流本构方程。利用拉普拉斯变换技术获得温度场、努塞尔数、流体速度和表面摩擦系数的无量纲控制方程的精确解,并结合Wright函数和广义G-Lorenzo-Hartley函数进行说明。作为一个极限情况,将其与(Awanet al2019Chin.J.Phys.6098-106)方程(38)进行比较,以验证所应用的技术以及我们结果的有效性。MathCad15显示了各种分数和材料因素的影响。对于较低的时间估计,流体温度和速度通过降低分数因子γ而增加,这两种情况都说明了时间t1较大估计的相反行为。M1<我

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