Soil
depths
A revised land surface model (TESSEL) was introduced
in June 2000 (with Cycle23r3); This is also the model used in ERA40. At
the same time the soil water units in the MARS archive changed and it was
decided to change the variable names accordingly. The soil is discretized
in four layers for temperature and water.
The previous major modification to the land surface model
was introduced in August 1993 with Cycle 48; The land surface in ERA15
correspond to the Cycle 48 model.
Finally, before August 1993 the soil is discretized in
3 layers (Cycle 47) and only the values of temperature and water in the
two top layers evolve during the forecast, while the values for the lowest
layer are kept constant.
The table below summarises the soil layers distribution
and, for each layer, the depths of its top and bottom.
|
MARS
Name
|
Cy 47
Top
(m)
|
Cy 47 Bottom (m)
|
MARS
Name
|
Cy 48
Top
(m)
|
Cy 48 Bottom
(m)
|
MARS
Name
|
TESSEL
Top
(m)
|
TESSEL Bottom
(m)
|
1
|
ST/SSW
|
0
|
0.07
|
STL1/SWL1
|
0
|
0.07
|
STL1/SWVL1
|
0
|
0.07
|
2
|
DST/DSW
|
0.07
|
0.49
|
STL2/SWL2
|
0.07
|
0.21
|
STL2/SWVL2
|
0.07
|
0.28
|
3
|
CDST/CDSW
|
0.49
|
0.91
|
STL3/SWL3
|
0.21
|
1.00
|
STL3/SWVL3
|
0.28
|
1.00
|
4
|
-
|
-
|
-
|
STL4/SWL4
|
1.00
|
2.89
|
STL4/SWVL4
|
1.00
|
2.89
|
Soil water units
Since the introduction of TESSEL, the MARS archived
soil water (SWVLi) have volumetric units.
To convert MARS values for layer i, with
depth di to water content in the layer
i, the following operation should be performed:
| Water content
|
 |
 |
Before TESSEL soil water was stored in MARS with
units of meters of water scaled to the depth of the top soil layer ((m
of water)/0.07).
The following table describes the operations to convert
old soil water at layer i, (MARS name
SWLi), into other units.
|
Parameter
|
Symbol
|
Formula
|
| Old MARS soil water content : |
|
|
| Volumetric water content : |
|
|
| Water content : |
|
|
Some characteristic values (in TESSEL and cycle
48)
The maximum value of water in any layer corresponds
to saturation (0.47 m3/m3). However, saturation can only
occur during very short periods, because the model will lose water due
to bottom drainage. Field capacity corresponds to the
maximum value that the model can sustain for more than a few hours, in
the absence of precipitation. The vegetated fraction of the soil evaporates
at the maximum rate for soil wetness larger than field capacity
(0.32 m3/m3) and stops
evaporating below the permanent melting point (0.17 m3/m3),
with a continuous variation between the two extremes.
|