Název: Irrotational flow analysis of Rayleigh-Taylor instability in nanofluid layer with tangential magnetic field
Autoři: Rana, Anand Singh
Gupta, Soniya
Garg, Sudesh Kumar
Kumar, Vivek
Awasthi, Mukesh Kumar
Citace zdrojového dokumentu: Applied and Computational Mechanics. 2024, vol. 18, no. 1, p. 111-124.
Datum vydání: 2024
Nakladatel: University of West Bohemia
Typ dokumentu: článek
article
URI: http://hdl.handle.net/11025/55657
ISSN: 1802-680X (Print)
2336-1182 (Online)
Klíčová slova: nanotekutina;horizontální magnetické pole;Rayleigh-Taylorova nestabilita;teorie irotačního proudění
Klíčová slova v dalším jazyce: nanofluid;horizontal magnetic field;Rayleigh-Taylor instability;irrotational flow theory
Abstrakt v dalším jazyce: The application of nanofluids in the presence of a magnetic field holds promise for advanced drug delivery sys tems, where controlled manipulation of magnetic nanoparticles within nanofluids can enhance targeted and local ized drug delivery. This study explores the instability of a viscous fluid-nanofluid interface arranged in a planar configuration influenced by a tangential magnetic field using the irrotational flow theory. When the nanofluid is positioned above a viscous fluid, the interface is susceptible to the Rayleigh-Taylor instability. Employing lin ear stability theory, an explicit relationship connecting the perturbation growth parameter with the wavenumber is derived. Different dimensionless quantities such as the Atwood number, Weber number, Froude number, and Reynolds number are analyzed using stability plots. These plots provide valuable information about the behavior of interfaces. Increased magnetic field strength is observed to delay instability onset. Surface tension is found to stabilize the interface, whereas inertial forces destabilize it. This investigation contributes to understanding and controlling the interface dynamics in nanofluid systems.
Práva: University of West Bohemia. All rights reserved.
Vyskytuje se v kolekcích:Volume 18, number 1 (2024)
Volume 18, number 1 (2024)

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