HydroThermodynamicSoilVegetationScheme
In HTSVS (Kramm 1987, Kramm et al. 1994, 1996, Mölders and Kramm 1999), the treatment of the (vertical) heat- and water-transfer processes is based on the Philips-and-de-Vries-type soil physics, i.e., it is based on the principles of the linear thermodynamics of irreversible processes (including the Richards-equation) allowing long-term integration. The exchange of energy and matter between vegetation and atmosphere is parameterized analogous to the resistance networks shown in Figure 1. Vegetation is represented by a single layer. The heterogeneity of the system 'soil-vegetation' on microscale is described by a Deardorff-type mixture-approach, i.e., the effects of bare and plant-covered soil are linearly weighted by the shielding factor associated with the degree to which foliage prevents shortwave radiation from reaching the ground (Fig. 1). Transpiration of water by plants is described by using a Jarvis-type bulk-stomatal resistance approach. Additions are made to HTSVS to accommodate the effects of water extraction by roots and soil wetness on soil albedo (Mölders et al. 1999). Soil albedo now depends on volumetric water content. Moreover, the simple parameterization of infiltration is replaced by an explicit formulation of the Green-and-Ampt-approach (Mölders 1999).
HTSVS was developed at University of Frankfurt by Dr. G. Kramm (see, e.g., Kramm and Herbert 1984, Kramm 1987) and further developed for 3D-purposes by Dr. habil. N. Mölders (see, e.g., Mölders 1999) at University of Leipzig. Moreover, HTSVS was enlarged by the inclusion of parameterizations of infiltration and root effects by Dr. habil. N. Mölders (see, e.g., Mölders 1999, Mölders et al. 1999, 2000). In 2000, HTSVS was implemented into MM5 at NCAR by Dr. habil. N. Mölders.
HTSVS is evaluated using GREIV74-, Great PlainsExperiment- (see, e.g., Kramm 1987, 1995, Kramm et al. 1994, 1996), lysimeter- and tensiometer data (see, e.g., Mölders et al. 1999, 2000, 2003) as well as CASES97-data
FRAD=1,2,3,4
ICLOUD=1
ICUPA=2,3
IMPHYS=6,7
IBLTYP=5
ISHALLO=0,1
Within the framework of MM5, HTSVS was run for IOP5 of CASES97
Like OSULSM, but set ISOIL=4. The parameter IGIVLAI allows to chose how the vegetation fraction and leaf area index are dealt with. IGIVLAI=0 shielding factor is pregiven, =1 LAI is pregiven, =2 LAI and shielding factor are taken from DATA statement, =3 2D-field of vegetation fraction is read in and LAI is taken from DATA statement. The parameter ZSLMAX (negative values required) gives the depth of first soil layer (m). ZSLMIN (negative values required) gives the deepest soil layer (m) and TKR=0.5 is a coefficient in the implicit scheme of HTSVS. TKR should be changed for sensitivity studies purposes only.
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OSULSM |
HTSVS |
|
|
canopy layer |
one |
one |
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prognostic variables |
Interception, snow stored on ground, soil temperature, volumetric water content |
ponded water, volumetric water content, soil temperature |
|
soil layers |
free to choose |
free to choose, but logarithmically increasing thickness |
|
roots |
in upper 1 m of soil, function of vegetation type |
depth limited to depth of model, unequal vertical-distribution depending on vegetation type, root depth, distribution and length |
|
lower boundary condition |
reservoir with gravity drainage at the bottom |
constant values of volumetric water content, soil temperature |
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exchange of heat and matter |
single linearized energy balance equation, representing the combined ground/vegetation surface |
coupled energy and water budgets for the temperatures and humidity of foliage and ground, respectively |
|
determination of soil heat and moisture fluxes |
decoupled equations soil heat and moisture fluxes |
coupled equations for soil heat and moisture fluxes |
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Infiltration |
Schaake et al. (1996) |
explicit Green-Ampt (Schmid 1990) |
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Interception |
Jacquemin and Noilham (1990) |
Rutter-type, not yet implemented |
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Canopy evapotranspiration |
resistance approach, Jarvis-type correction functions |
resistance network, Jarvis-type correction functions |
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Snow model |
Ek and Mahrt (1990); one layer snow model |
Fröhlich and Mölders (2002), Mölders and Walsh (2004); multi-layer snow model based on snow metamorphism |
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Frozen ground |
only in further-developed NOAH version |
Mölders et al. (2003), Mölders and Walsh (2004) |
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Parameters needed |
a , zo, s f, rst,min, rgl, hs, h s, y s, Ks, cSr S, h fc, h pwp |
e f, e g, a f, zo, rst,min, rr, h, h s, Ks, y s, h fc, h pwp, cSr S, zd, bst, m, a, Tmin, Topt, Tmax, zroot, y c, r r, s f |
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other dependencies |
a g(h ), h(zo) |
This work was funded by DFG under contract Mo770/2-1. Investigations on the uncertainty of parameters and parameterizations as well as evaluation studies are now partly funded by BMBF (grant 07 ATF30) and GIPAS. Development of a frozen ground/permafrost module is funded by NSF under contract OPP-0327664.
HTSVS is further-developed for application in Artic and Subarctic regions. In doing so, a soil-frost-module is developed within the framework of DEKLIM funded by BMBF. It is now under evaluation as a stand-alone version as well as coupled to MM5.
The one-layer-snow-module will be substituted by a multi-layer snow model which is currently developed and evaluated in the stand-alone mode as well as when coupled to MM5.
Within the framework of CAMP (IARC) funded by NSF the soil frost part of HTSVS will be incorporated into the NCAR Climate Community System Model (CCSM) to examine the impact of snow and permafrost on regional climate. Below you find a schematic view of the snow and soil frost modules.

For further information mail to: molders@gi.alaska.edu