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Type de document
Institution
Collection spécifique
Auteur
- Porté-Agel, Fernando (7)
- Buchmann, Nina (5)
- Eugster, Werner (5)
- Parlange, Marc (4)
- Bugmann, Harald (3)
- Bürgi, Matthias (3)
- Burri, Susanne (2)
- Conedera, Marco (2)
- Fang, Jiannong (2)
- Fäh, D. (2)
- Gimmi, Urs (2)
- Higgins, Chad (2)
- Hiller, Rebecca (2)
- Lu, Hao (2)
- Roten, D. (2)
- Wan, Feng (2)
- Zumbrunnen, Thomas (2)
- Alewell, Christine (1)
- Alvarez-Rubio, S. (1)
- Baggi, Stefano (1)
- Balogh, János (1)
- Barr, A. (1)
- Bechmann, Andreas (1)
- Beniston, Martin (1)
- Bernhofer, C. (1)
- Beyrich, Frank (1)
- Black, T. (1)
- Bonilla, L. F. (1)
- Bossard, Peter (1)
- Bou-Zeid, Elie (1) Plus Moins
Domaine
Mot clé
- Large-eddy simulation (8)
- Eddy covariance (4)
- Switzerland (3)
- Central Alps (2)
- Climate (2)
- Complex terrain (2)
- Footprint model (2)
- Site effects (2)
- Subgrid-scale modelling (2)
- Wave propagation (2)
- eddy covariance (2)
- $$A_\mathrm{b}$$ A b : Surface area of wavy building block $$(\hbox {m}^{2})$$ ( m 2 ) (1)
- $$C_\mathrm{a}$$ C a : Vapor concentration in air $$(\hbox {kg/m}^{3})$$ ( kg/m 3 ) (1)
- $$C_\mathrm{s}$$ C s : Saturated vapor concentration $$(\hbox {kg/m}^{3})$$ ( kg/m 3 ) (1)
- $$E^\mathrm{o}$$ E o : Potential evaporation flux $$(\hbox {kg/m}^{2}\,\hbox {s})$$ ( kg/m 2 s ) (1)
- $$H_\mathrm{C}$$ H C : Evaporative characteristic length (m) (1)
- $$H_\mathrm{G}$$ H G : Gravity characteristic length (m) (1)
- $$H_\mathrm{wt}$$ H wt : Water table depth measured from ridges (m) (1)
- $$K_\mathrm{a}$$ K a : Air thermal conductivity (W/mK) (1)
- $$K_\mathrm{eff}$$ K eff : Effective hydraulic conductivity (m/s) (1)
- $$K_\mathrm{s}$$ K s : Saturated hydraulic conductivity (m/s) (1)
- $$M_\mathrm{w}$$ M w : Molar mass of water (kg/mol) (1)
- $$N_\mathrm{b}$$ N b : Number of wavy building blocks (-) (1)
- $$P_\mathrm{sat}$$ P sat : Saturated vapor pressure (Pa) (1)
- $$R_\mathrm{BL}$$ R BL : Boundary layer resistance (s/m) (1)
- $$R_\mathrm{sv}$$ R sv : Capillary-viscous resistance (s/m) (1)
- $$T_\mathrm{a}$$ T a : Air temperature (K) (1)
- $$T_\mathrm{s}$$ T s : Surface temperature (K) (1)
- $$U_\mathrm{a}$$ U a : Air velocity (m/s) (1)
- $$Z_\mathrm{T}$$ Z T : Height of trough above water table (m) (1) Plus Moins