首页> 外文会议>ASME biennial conference on engineering systems design and analysis >INVESTIGATION OF MHD NATURAL CONVECTION FLOW EXPOSED TO CONSTANT MAGNETIC FIELD VIA GENERALIZED DIFFERENTIAL QUADRATURE METHOD
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INVESTIGATION OF MHD NATURAL CONVECTION FLOW EXPOSED TO CONSTANT MAGNETIC FIELD VIA GENERALIZED DIFFERENTIAL QUADRATURE METHOD

机译:用广义微分求积法研究恒定磁场中的MHD自然对流。

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In this work, nanofluid flow characteristics of an inclined channel flow exposed to constant magnetic field and pressure gradient is investigated. The nanofluid considered is water based Cu nanoparticles with a volume fraction of 0.06. The viscous dissipation is taken into account in the energy equation and the governing differential equations are nondimensionalized. The coupled one dimensional differential equations are solved via Generalized Differential Quadrature Method (GDQM) discretization followed by Newton Raphson method. Furthermore, the effect of magnetic field, inclination angle of the channel and volume fraction on nanoparticles in the nanofluid on velocity and temperature profiles are examined and represented by figures to give a thorough understanding of the system behavior. Designing systems utilizing nanofluids optimally, is highly dependent to achieving accurate model definitions figuring their inherent performance.
机译:在这项工作中,研究了在恒定磁场和压力梯度作用下的倾斜通道流的纳米流体流动特性。所考虑的纳米流体是体积分数为0.06的水基Cu纳米颗粒。在能量方程中考虑了粘性耗散,并且控制微分方程是无量纲的。耦合的一维微分方程是通过广义微分正交方法(GDQM)离散化,然后是牛顿拉夫森方法求解的。此外,检查了磁场,通道的倾斜角度和体积分数对纳米流体中纳米颗粒的速度和温度分布的影响,并用数字表示,以全面了解系统行为。最佳地利用纳米流体的设计系统高度依赖于获得准确的模型定义,从而确定其固有性能。

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