瞬态轴向自由射流撞击均匀加热的平面:固体-流体特性影响

A. Bula, M. M. Rahman, J. Leland
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引用次数: 0

摘要

研究了轴向自由射流冲击有限厚度固体圆盘时的瞬态共轭传热过程。当流体达到稳定状态时,电源被打开,均匀的热流被施加到磁盘对面的表面上。数值模型同时考虑了固体区域和流体区域。在考虑了进口和出口边界以及固液和液气界面的输运过程的情况下,求解了液体区域的质量、动量和能量守恒方程。在固体内部,只求解了热传导方程。作为求解过程的一部分,通过满足运动学条件以及该界面处法向力和剪力的平衡,迭代确定了自由表面(液气界面)的形状和位置。从系统网格独立研究中获得的非均匀网格分布用于充分适应固液界面附近的大变化。计算结果包括六种不同的衬底材料的模拟,即铝、康铜、铜、金刚石、硅和银,以及三种不同的冲击液体FC - 77、Mil - 7808和水。所选择的固体和流体涵盖了广泛的共轭传热现象的可能性。分析表明,蓄热能力(定义为密度乘以比热)是决定材料在共轭传热过程中更快达到稳态的重要因素,就像纯传导传热中的热扩散率一样。
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Transient Axial Free Jet Impinging Over a Flat Uniformly Heated Disk: Solid–Fluid Properties Effects
Transient conjugate heat transfer process during axial free jet impingement on a solid disk of finite thickness was considered. As the fluid reached steady state, power was turned on and a uniform heat flux was imposed on the disk at its opposite surface. The numerical model considered both solid and fluid regions. Equations for conservation of mass, momentum, and energy were solved in the liquid region taking into account the transport processes at the inlet and exit boundaries, as well as at the solid-liquid and liquid-gas interfaces. Inside the solid, only the heat conduction equation was solved. The shape and location of the free surface (liquid-gas interface) was determined iteratively as a part of the solution process by satisfying the kinematic condition as well as the balance of normal and shear forces at this interface. A non-uniform grid distribution, captured from a systematic grid-independence study, was used to adequately accommodate large variations near the solid-fluid interface. Computed results include the simulation of six different substrate materials namely, aluminum, constantan, copper, diamond, silicon, and silver, and three different impinging liquids, FC - 77, Mil - 7808, and water. The solids and fluids selected covered a wide range of possibilities of conjugate heat transfer phenomena. The analysis performed showed that the thermal storage capacity, defined as density times specific heat, is an important factor defining which material will attain steady state faster during conjugate heat transfer process, like the thermal diffusivity does it for pure conduction heat transfer.
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