Hi,
I would like to use FeFlow to model subsurface and groundwater flow across a river basin having a drainage area of about 500 km2. I would like to simulate both groundwater flow in the saturated zone and specially the flow in the unsaturated zone, in order to compute the fluxes from groundwater to the surface and vice versa. Unfortunately, I couldn't find any example or study in literature at a similar scale, where Feflow is used to solve a unsaturated flow problem. Perhaps, could anyone indicate me some paper or example that could be useful to my work?
However, I started trying with a unsaturated steady flow model having the 1st slice coincident with the topographic surface and a total depth of 200 m, all layers parallel to the surface. After consulting geological studies made in that area, I set Ks = 3x10-7 m/s in the first 100 m from the top and Ks = 10-8 m/s in the lower layers, and also tried different vertical discretizations. In order to allow water to exit the model through the surface, I set a 3rd kind boundary condition on all the superficial nodes with hR equal to the elevation, so that, when a node gets saturated (hR is bigger then elevation), an outflow is expected. Inflows are instead coincident with the mean annual recharge (300 mm/yr is the value I'm using). Hence, the inflow transfer rate is equal to zero, while I tried different values for the outflow transfer rate. The problem I have is that water doesn't seem to leave the model, because all the resulting configurations have saturation equal to one in all nodes except one or two nodes in the middle of the basin where saturation is next to zero. I also tried using constraints for boundary conditions but I couldn't get any improvement but convergence got more difficult, instead. Do you think my strategy for boundary conditions is a good one or is there something wrong in my model, due to some aspects of Feflow that I probably ignore?
Afterwards I would also like to perform some transient simulations but first of all I would like to obtain a good steady-state simulation.
Thanks!
Alice