2014
DOI: 10.1016/j.proeng.2014.06.126
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Fluid Mechanics in Rowing: The Case of the Flow Around the Blades

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Cited by 8 publications
(13 citation statements)
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“…From those numerical simulations it was concluded that both free surface and unsteadiness effects are crucial features in the generation of propulsive forces, since the simulations incorporating both these features were the only ones to match reasonably well with the experimental data. In a more recent study by Robert et al (2014) a realistic oar blade path was simulated using the same software as Leroyer et al (2010). Again agreement between experiments and simulations was fair.…”
Section: Previous Work On Hydrodynamics In Rowingmentioning
confidence: 93%
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“…From those numerical simulations it was concluded that both free surface and unsteadiness effects are crucial features in the generation of propulsive forces, since the simulations incorporating both these features were the only ones to match reasonably well with the experimental data. In a more recent study by Robert et al (2014) a realistic oar blade path was simulated using the same software as Leroyer et al (2010). Again agreement between experiments and simulations was fair.…”
Section: Previous Work On Hydrodynamics In Rowingmentioning
confidence: 93%
“…Again agreement between experiments and simulations was fair. Both Leroyer et al (2010) and Robert et al (2014) note that viscosity appeared to play a minor role in the obtained drag and lift coefficients, and therefore an Euler method was used. Since vortex shedding is observed during on-water rowing and the generation of vorticity is strongly linked to viscosity, the choice of an inviscid method might be a reason why the numerical Drag on an immersed flat plate 371 results only 'fit fairly' well when compared to experiments.…”
Section: Previous Work On Hydrodynamics In Rowingmentioning
confidence: 99%
“…In a similar way than the simplified model, we add the added-mass terms on both sides of the matrix system (15) and we use the BDF2 to transform the increment of acceleration into an increment of position, through the e c 2 coefficient. This gives the following expression: with Finally, we can retrieve a more interesting expression with a left multiplication both sides by D −1 :…”
Section: Stabilisation Using the Added Mass For The Fsi Coupling Withmentioning
confidence: 99%
“…The authors continue their analysis of the flow [9] and conclude that the free surface and the unsteadiness are of paramount importance but viscous contributions are negligible. They also set up a modelling of a real rowing stroke [10], also used by Robert et al [15]. The kinematics of the blade comes from in situ recordings, i.e.…”
Section: Introductionmentioning
confidence: 99%
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