A note on the stability of slip channel flows
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Publication:3557134
DOI10.1063/1.2032267zbMath1187.76297arXivphysics/0503225OpenAlexW2065471521MaRDI QIDQ3557134
Publication date: 22 April 2010
Published in: Physics of Fluids (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/physics/0503225
Related Items (20)
The effect of slip on the development of flow separation due to a bump in a channel ⋮ Steady solution and spatial stability of gravity-driven thin-film flow: reconstruction of an uneven slippery bottom substrate ⋮ A note on optimal transient growth in turbulent channel flows ⋮ Magnetohydrodynamic instability of fluid flow in a porous channel with slip boundary conditions ⋮ Linear stability analysis of miscible two-fluid flow in a channel with velocity slip at the walls ⋮ A novel linear stability analysis method for plane Couette flow considering rarefaction effects ⋮ Role of slip in the stability of viscoelastic liquid flow through a channel ⋮ Dynamics of laminar and transitional flows over slip surfaces: effects on the laminar–turbulent separatrix ⋮ The equivalence between BE-LSE and NS-LSEs under continuum assumption ⋮ Instability mechanism for miscible two‐fluid channel flow with wall slip ⋮ Turbulent transition in a channel with superhydrophobic walls: anisotropic slip and shear misalignment effects ⋮ Linear stability analysis of pressure-driven flows in channels with porous walls ⋮ Modal and non-modal linear stability of Poiseuille flow through a channel with a porous substrate ⋮ Influence of slip on the dynamics of two-dimensional wakes ⋮ Linear stability of slip pipe flow ⋮ Purely elastic linear instabilities in parallel shear flows with free-slip boundary conditions ⋮ Optimal transient growth and very large–scale structures in turbulent boundary layers ⋮ Instability of a slip flow in a curved channel formed by two concentric cylindrical surfaces ⋮ Linear instability of lid- and pressure-driven flows in channels textured with longitudinal superhydrophobic grooves ⋮ Viscoelastic Poiseuille flows with total normal stress dependent, nonlinear Navier slip at the wall
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