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SUEWS_Conductance.txt#
SUEWS_Conductance.txt contains the parameters needed for the Jarvis
(1976) [Jarvis, 1976] surface conductance model used in the modelling of evaporation in
SUEWS. These values should not be changed independently of each
other. The suggested values below have been derived using datasets for
Los Angeles and Vancouver (see Järvi et al. [2011]) and should be
used with gsModel = 1. An alternative formulation ( gsModel =2) uses
slightly different functional forms and different coefficients (with
different units).
No. |
Column Name |
Use |
Description |
|---|---|---|---|
1 |
Code linking to a corresponding look-up table. |
||
2 |
Maximum surface conductance parameter. Controls the upper limit of stomatal/surface conductance under optimal conditions [mm s-1] |
||
3 |
Radiation response parameter. Controls how surface conductance responds to incoming shortwave radiation (Kdown) [W m-2] |
||
4 |
Vapour pressure deficit (VPD) response parameter 1. Controls conductance sensitivity to atmospheric dryness [units depend on |
||
5 |
Vapour pressure deficit (VPD) response parameter 2. Additional VPD sensitivity parameter for non-linear responses [units depend on |
||
6 |
Temperature response parameter. Controls how surface conductance responds to air temperature changes [°C] |
||
7 |
Soil moisture response parameter. Controls conductance sensitivity to soil water availability [mm-1] |
||
8 |
Upper air temperature limit [°C] |
||
9 |
Lower air temperature limit [°C] |
||
10 |
A parameter related to soil moisture dependence [-] |
||
11 |
A parameter related to soil moisture dependence [mm] |
||
12 |
Maximum incoming shortwave radiation [W m-2] |
||
13 |
Formulation choice for conductance calculation. |
An example SUEWS_Conductance.txt can be found below:
1 2 3 4 5 6 7 8 9 10 11 12 13
Code G1 G2 G3 G4 G5 G6 TH TL S1 S2 Kmax gsModel
100 16.4764 566.0923 0.2163 3.3649 11.0764 0.0176 40 0 0.45 15 1200 1 ! Default Jarvi et al. (2011) gsModel=1
200 3.5 200 0.13 0.7 30 0.05 55 -10 5.56 0 1200 2 ! Updated Ward et al. (2016) gsModel=2
-9
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