Search Results - "Mellibovsky, F"

Streamwise-localized solutions at the onset of turbulence in pipe flow by Avila, M, Mellibovsky, F, Roland, N, Hof, B

“…Although the equations governing fluid flow are well known, there are no analytical expressions that describe the complexity of turbulent motion. A recent…”
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Active flow control optimisation on SD7003 airfoil at pre and post-stall angles of attack using synthetic jets by Tousi, N.M., Coma, M., Bergadà, J.M., Pons-Prats, J., Mellibovsky, F., Bugeda, G.

“…•At various AoA, Five SJA parameters are optimised using a multi-objective optimiser.•By coupling a mesh generator to a CFD package, Over 2200 2D-CFD cases are…”
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Edge state in pipe flow experiments by de Lozar, A, Mellibovsky, F, Avila, M, Hof, B

“…Recent numerical studies suggest that in pipe and related shear flows, the region of phase space separating laminar from turbulent motion is organized by a…”
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Towards a better understanding of wall-driven square cavity flows using the lattice Boltzmann method by AN, Bo, Mellibovsky, F, Bergadà, JM, Sang, WM

“…Wall-driven flow in square cavities has been studied extensively, yet it appears some main flow characteristics have not been fully investigated. Previous…”
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Numerical investigation on the flow around a square cylinder with an upstream splitter plate at low Reynolds numbers by An, Bo, Bergadà, J. M., Mellibovsky, F., Sang, W. M., Xi, C.

“…The present study focuses on the flow over a 2D square cylinder with a plate placed in front of it. An in-house code using the lattice Boltzmann method was…”
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Square cavity flow driven by two mutually facing sliding walls by An, Bo, Bergadà, Josep M., Sang, Weimin, Li, Dong, Mellibovsky, F.

“…We investigate the flow inside a 2D square cavity driven by the motion of two mutually facing walls independently sliding at different speeds. The exploration,…”
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Solenoidal spectral formulations for the computation of secondary flows in cylindrical and annular geometries: Solenoidal spectral formulations by Meseguer, A., Avila, M., Mellibovsky, F., Marques, F.

“…Novel spectral methods are formulated in terms of divergence-free vector fields in order to compute finite amplitude time-dependent solutions of incompressible…”
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Fold-pitchfork bifurcation for maps with Z(2) symmetry in pipe flow by Marques, F, Mellibovsky, F, Meseguer, A

“…This study aims to provide a better understanding of recently identified transition scenarios exhibited by traveling wave solutions in pipe flow. This…”
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Large Eddy Simulation of optimal Synthetic Jet Actuation on a SD7003 airfoil in post-stall conditions by Tousi, N.M., Bergadà, J.M., Mellibovsky, F.

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On a solenoidal Fourier–Chebyshev spectral method for stability analysis of the Hagen–Poiseuille flow by Meseguer, A., Mellibovsky, F.

“…In this work we study the efficiency of a spectral Petrov–Galerkin method for the linear and nonlinear stability analysis of the pipe or Hagen–Poiseuille flow…”
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7n a solenoidal Fourier-Chebyshev spectral method for stability analysis of the Hagen-Poiseuille flow by MESEGUER, A, MELLIBOVSKY, F

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Self-sustainment of coherent structures in counter-rotating Taylor-Couette flow by Wang, B, Ayats, R, Deguchi, K, Mellibovsky, F, Meseguer, A

“…We investigate the local self-sustained process underlying spiral turbulence in counter-rotating Taylor-Couette flow using a periodic annular domain, shaped as…”
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Fold-pitchfork bifurcation for maps with Z 2 symmetry in pipe flow by Marques, F., Mellibovsky, F., Meseguer, A.

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Fully nonlinear mode competitions in magnetised Taylor-Couette flow by Ayats, R, Deguchi, K, Mellibovsky, F, Meseguer, A

“…We study the nonlinear mode competition of various spiral instabilities in magnetised Taylor-Couette flow. The resulting finite-amplitude mixed-mode solution…”
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Takens-Bogdanov bifurcation of travelling wave solutions in pipe flow by Mellibovsky, F, Eckhardt, B

“…Journal of Fluid Mechanics 2011, 670, 96-129 The appearance of travelling-wave-type solutions in pipe Poiseuille flow that are disconnected from the basic…”
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