首页> 外文期刊>International journal of nanomechanics science and technology >NUMERICAL INVESTIGATION OF HEAT TRANSFER OF MHD NANOFLUID OVER A VERTICAL CONE DUE TO VISCOUS-OHMIC DISSIPATION AND SLIP BOUNDARY CONDITIONS
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NUMERICAL INVESTIGATION OF HEAT TRANSFER OF MHD NANOFLUID OVER A VERTICAL CONE DUE TO VISCOUS-OHMIC DISSIPATION AND SLIP BOUNDARY CONDITIONS

机译:由于粘滞耗散和滑移边界条件,MHD纳米流体在垂直锥上的传热的数值研究

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摘要

An analysis is made of heat transfer characteristics of Ag–water nanofluid flow towards a permeable vertical cone due to the ambiguity of thermal conductivity in the presence of magnetic force, viscous-ohmic dissipation, heat generation/absorption, and suction/blowing effects. Adequatetransformations yield a nonlinear system of ODEs, and the fourth-fifth-order RKF technique with a shooting scheme is used to attain the solution of involved ODEs in cooperation with auxiliary boundary conditions. Two models of thermal conductivity of shape-dependent nanoparticles with dynamic viscosity are considered. The influence of the solid volume fraction on dimensionless skin friction and Nusselt number along with velocity slip, thermal slip, magnetic parameter,Eckert number, heat generation/absorption, and suction/blowing parameters are depicted by graphs and tables. The upshots show that an increment in the volume fraction of solid particles decreases the Nusselt number for each value of velocity slip, thermal slip, and magnetic parameter. Moreover, it is accelerated when injection shifts to the suction region for each value of solid volumetric fraction of silver nanoparticles in both models of thermal conductivity. The acquired data are compared with prior investigation, and excellent agreement is obtained.
机译:由于存在磁力,粘性欧姆耗散,生热/吸收和吸力/吹气效应,由于存在导热性的歧义,因此对Ag-水纳米流体流向可渗透垂直锥体的传热特性进行了分析。适当的变换会产生一个非线性的ODE系统,并且使用带有射击方案的四阶五阶RKF技术与辅助边界条件配合使用来获得所涉及ODE的解。考虑了具有动态粘度的形状依赖性纳米颗粒的两种导热系数模型。固形物分数对无量纲皮肤摩擦和努塞尔数以及速度滑移,热滑移,磁参数,埃克特数,生热/吸收和吸气/吹气参数的影响用图表表示。结果表明,对于速度滑移,热滑移和磁参数的每个值,固体颗粒体积分数的增加都会减小Nusselt数。此外,在两种热导率模型中,当注射转移到吸气区域时,银纳米颗粒的固体体积分数的每个值都会加速。将获得的数据与先前的调查进行比较,并获得了很好的一致性。

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