The Interaction of Thermal Vibrational and Thermal Gravitational Mechanisms of Convection Onset in a Fluid-Porous Layer

被引:0
作者
Ekaterina A. Kolchanova
Nikolay V. Kolchanov
机构
[1] Perm State University,
来源
Microgravity Science and Technology | 2021年 / 33卷
关键词
Thermal vibrational convection; Longitudinal and Transversal High-Frequency Vibration; Gravitational field; Superposed Fluid-Porous Layer; Local; Large-Scale and Interfacial Convection; 44.25.+f; 47.56.+r;
D O I
暂无
中图分类号
学科分类号
摘要
The paper reports a numerical study concerning the effect of high-frequency small-amplitude vibration on the onset of thermal convection in a fluid-porous layer in the gravitational field. It is found that vertical vibration stabilizes the thermally conductive state of the fluid heated from below. Local convection in the fluid sublayer is replaced by the large-scale one with increasing the value of oscillatory forcing. The latter convection covers the entire layer. In the case of horizontal vibration, the stabilization manifests itself at low vibrational accelerations. Their further growth reduces the stability threshold and causes an abrupt transition to a new type of convection called “interfacial” convection. It arises in the form of the rolls locating near the interface between the fluid and porous sublayers. The nature of interfacial convection is due to the thermal vibrational force alone, since it occurs in the layer heated from above where the natural thermal gravitational convection is impossible to be excited.
引用
收藏
相关论文
共 45 条
[1]  
Beavers GS(1967)Boundary conditions at a naturally permeable wall J. Fluid Mech. 30 197-207
[2]  
Joseph DD(1937)Fluid flow through granular beds Transactions of the Institution of Chemical Engineers 15 S32-S48
[3]  
Carman PC(1989)Experimental investigation of convective stability in a superposed fluid and porous layer when heated from below J. Fluid Mech. 207 311-321
[4]  
Chen F(1988)Onset of finger convection in a horizontal porous layer underlying a fluid layer J. Heat Transfer 110 403-409
[5]  
Chen C(1987)Resistance to the flow of fluids through simple and complex porous media whose matrices are composed of randomly packed spheres J. Fluids Eng. 109 268-273
[6]  
Chen F(2015)Dynamics of the interface between miscible liquids subjected to horizontal vibration J. Fluid Mech. 784 342-372
[7]  
Chen CF(2007)Linear stability of natural convection in superposed fluid and porous layers: influence of the interfacial modeling Int. J. Heat Mass Transf. 50 1356-1367
[8]  
Fand RM(2017)Vibration effect on the onset of thermal convection in an inhomogeneous porous layer underlying a fluid layer Int. J. Heat Mass Transf. 106 47-60
[9]  
Kim BYK(2019)Vibroconvective stability of liquid in horizontal plane layer subject to circular translational vibrations Microgravity Sci. Technol. 31 759-765
[10]  
Lam ACC(2015)Vibration effect on the nonlinear regimes of thermal convection in a two-layer system of fluid and saturated porous medium Transp. Porous Media 106 237-257