Surface waves at the interface between two viscous fluids
The Surface Green Function Matching analysis (SGFM) is used to study the normal modes of the interface oscillations between two non-mixed fluids by considering the difference in their densities and viscosities. The limiting case of viscous-inviscid system is used for comparison. The role of the visc...
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| creator | Rodriguez, Arezky H Marin-Antuna, J Rodriguez-Coppola, H Dopazo, C |
| description | The Surface Green Function Matching analysis (SGFM) is used to study the
normal modes of the interface oscillations between two non-mixed fluids by
considering the difference in their densities and viscosities. The limiting
case of viscous-inviscid system is used for comparison. The role of the
viscosity and the density ratios on the momentum exchange and on the
polarization of the surface modes is analyzed. |
| doi_str_mv | 10.48550/arxiv.physics/0004065 |
| format | Article |
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normal modes of the interface oscillations between two non-mixed fluids by
considering the difference in their densities and viscosities. The limiting
case of viscous-inviscid system is used for comparison. The role of the
viscosity and the density ratios on the momentum exchange and on the
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normal modes of the interface oscillations between two non-mixed fluids by
considering the difference in their densities and viscosities. The limiting
case of viscous-inviscid system is used for comparison. The role of the
viscosity and the density ratios on the momentum exchange and on the
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normal modes of the interface oscillations between two non-mixed fluids by
considering the difference in their densities and viscosities. The limiting
case of viscous-inviscid system is used for comparison. The role of the
viscosity and the density ratios on the momentum exchange and on the
polarization of the surface modes is analyzed.</abstract><doi>10.48550/arxiv.physics/0004065</doi><oa>free_for_read</oa></addata></record> |
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| subjects | Physics - Fluid Dynamics |
| title | Surface waves at the interface between two viscous fluids |
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