Affiner les résultats
Type de document
Institution
Collection spécifique
Langue
- Anglais (3)
Auteur
- Albayrak, Ismail (1)
- Feiler, Ute (1)
- Ilg, Christiane (1)
- Knauer, Katja (1)
- Miler, Oliver (1)
- Mohr, Silvia (1)
- Nikora, Vladimir (1)
- O'Hare, Matthew (1)
- Oertli, Beat (1)
Domaine
Mot clé
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Aquatic plants (3)
- $$C_{d - FPL}$$ C d - F P L : Drag coefficient of laminar flat plate flow (1)
- $$C_{d - FPT}$$ C d - F P T : Drag coefficient of turbulent flat plate flow (1)
- $$C_{xy}$$ C x y : Covariance function (1)
- $$F_{m}$$ F m : Total mean drag force (i.e., tip+leaf) (1)
- $$F_{t}$$ F t : Mean drag force acting on the rod tip (1)
- $$MR_{{\hat{F}_{m} u_{d} }}$$ M R F ^ m u d : Average of maximum cross-correlation coefficients between drag force and downstream velocity (1)
- $$MR_{{u_{a} \hat{F}_{m} }}$$ M R u a F ^ m : Average of maximum cross-correlation coefficients between approach velocity and drag force (1)
- $$MR_{{u_{a} u_{d} }}$$ M R u a u d : Average of maximum cross-correlation coefficients between approach velocity and downstream velocity (1)
- $$R_{xy}$$ R x y : Cross-correlation function (1)
- $$R_{{\hat{F}_{m} U_{d} }}$$ R F ^ m U d : Cross-correlation function between drag force and downstream velocity (1)
- $$R_{{u_{a} \hat{F}_{m} }}$$ R u a F ^ m : Cross-correlation function between approach velocity and drag force (1)
- $$R_{{u_{a} u_{d} }}$$ R u a u d : Cross-correlation function between approach and downstream velocities (1)
- $$S_{{\hat{F}_{m} }}$$ S F ^ m : Power spectral density of drag force (1)
- $$S_{{u_{a} }}$$ S u a : Power spectral density of approach velocity (1)
- $$S_{{u_{d} }}$$ S u d : Power spectral density of downstream velocity (1)
- $$\Delta z$$ Δ z : Leaf ridge height (1)
- $$\delta$$ δ : Viscous sublayer height (1)
- $$\delta^{ + }$$ δ + : Normalised height of the viscous sublayer (1)
- $$\hat{F}_{m}$$ F ^ m : Instantaneous total drag force (i.e., tip+leaf) (1)
- $$\hat{F}_{t}$$ F ^ t : Instantaneous drag force acting at the rod tip (1)
- $$\overline{{z^{ + } }}$$ z + ¯ : Average $$z^{ + }$$ z + (1)
- $$\rho$$ ρ : Fluid density (1)
- $$\sigma_{d}$$ σ d : Standard deviation of drag force (1)
- $$\sigma_{m}^{2}$$ σ m 2 : Total variance of drag force (1)
- $$\sigma_{t}^{2}$$ σ t 2 : Variance related to the rod tip (1)
- $$\sigma_{{u_{a} }}^{2}$$ σ u a 2 : Variance of approach velocity (1)
- $$\sigma_{{u_{a} }}^{{}}$$ σ u a : Standard deviation of approach velocity (1)
- $$\sigma_{{u_{d} }}$$ σ u d : Standard deviation of the downstream velocity (1)
- $$\tau$$ τ : Time lag (1) Plus Moins