Analysis of factors affecting destabilization of a viscous liquid flow in channels

Q3 Chemical Engineering
Asiman MAMEDOV, Roman HNATIV, Oleg YAKHNO, Alena MURASHCHENKO
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引用次数: 0

Abstract

An analysis of the influence of inertia forces and ponderomotive forces on the destabilization of the flow of viscous fluids in the hydrodynamic initial section is given. Cases of flow of viscous, anomalously viscous and electrically conductive liquids are considered; the degree of influence of mass forces on the destabilization of the flow is estimated. As applied to the flow in the hydrodynamic initial section, the degree of influence of inertia forces from convective acceleration and forces with a magnetic nature can be different. Inertia forces stimulate the accelerated movement of the fluid, and in the case of forces with a magnetic nature, ponderomotive forces contribute to deceleration, which is confirmed by the results of studies of the velocity field. Recommendations are given for calculating the length of the hydrodynamic initial section in the presence of mass forces with different nature.
通道内粘性液体流动失稳影响因素分析
分析了惯性力和质心动力对粘性流体在水动力初始段流动不稳定的影响。考虑了粘性、异常粘性和导电液体的流动情况;估计了质量力对流动不稳定的影响程度。当应用于流体动力初始段的流动时,对流加速度惯性力和磁性力的影响程度可能不同。惯性力刺激流体加速运动,在磁性力的情况下,质动力有助于减速,速度场的研究结果证实了这一点。在存在不同性质的质量力的情况下,给出了计算水动力初始截面长度的建议。
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来源期刊
International Journal of Applied Mechanics and Engineering
International Journal of Applied Mechanics and Engineering Engineering-Civil and Structural Engineering
CiteScore
1.50
自引率
0.00%
发文量
45
审稿时长
35 weeks
期刊介绍: INTERNATIONAL JOURNAL OF APPLIED MECHANICS AND ENGINEERING is an archival journal which aims to publish high quality original papers. These should encompass the best fundamental and applied science with an emphasis on their application to the highest engineering practice. The scope includes all aspects of science and engineering which have relevance to: biomechanics, elasticity, plasticity, vibrations, mechanics of structures, mechatronics, plates & shells, magnetohydrodynamics, rheology, thermodynamics, tribology, fluid dynamics.
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