capillary pressure -another try #29379
Replies: 1 comment 1 reply
-
It has been real quiet on this end and unfortunately I have no spare time left, so I will close the discussion as outdated. Some closing remarks on this if someone else tries to do something simila in the future: |
Beta Was this translation helpful? Give feedback.
-
Hello everyone,
this is a continuation of discussion #26790, so I guess one you guys @GiudGiud @cpgr @WilkAndy would be the ones to adress. So far I've been through the user manual and the available objects multiple times, however with no success. Maybe you can clarify this:
The sensitivity I am talking about in the discussion above does not seem to be related to wrong calculations in the capillary pressure as the approximation by van genuchten was chosen to fit available WRC-data.
Since the capillary pressures are fine this must be related to either
a) insufficiently reproduced mass transport:
in unsaturated porous media mass transport is often related to isothermal and thermal vapor and liquid transport, such as described here in section 2.3.: https://acsess.onlinelibrary.wiley.com/doi/full/10.1002/vzj2.20173
This results in a equilibrium where water flows towards an area of increased temperature and vapor is transported away, up to a point where this equilibrium holds no longer such that no liquid flow occurs, leading to a dry area.
I tried going a little bit in that direction using the ThermoDiffusion Kernel, which actually improved the results a little bit, however still not really satisfying:
showing a lack of sensitivity but nicely repocing the shape
showing kind of an inversed behaviour compared to the measured data (most likely due to drying front now progressing as fast) and also lack of sensitivity
b) insufficiently reproduced phase change (evaporation):
assuming that the capillary pressures are calculated correctly and mass transport is fine (more or less? see a)), maybe the amount of water evaporation due to increased temperature as calculated by IAWPS97 does not work properly (doubt that) or is simply not entirely applicable to unsaturated porous media?
Right now I tend to think, that option a) is the likely candidate and that the mass transport equations are simply not appropiate for this type of problem.
I would be very happy to hear your opinions on this.
marin
Beta Was this translation helpful? Give feedback.
All reactions