Hi to all,
i'm trying to solve a problem of heat transfer in porous medium in non local thermal equilibrium.
I use 2 ht modules linked by a source term to compute fluid and solid phase equations.
This model is ok when i use a BC like Tf=Ts=cost.
Now i want to apply this condition:
On fluid phase an heat flux: 100[W/m^2]-ht2.tfluxx where ht2fluxx is the flux on solid phase and is unknown.
On solid phase Tf=Ts where Tf=Ts is unknown
The model runs and reach a solution.
When I check this one i should find that ht.tfluxx+ht2.tfluxx=100 W/m2 indeed i find 90 W/m2.
So i would personalize a convergence criterium on BC or use a stop condition...i don't know.
I tried to use finer meshes and strong tolerance to check convergece (1e-10) but this unbalance still remain.
Thanks in advance.
Paolo
i'm trying to solve a problem of heat transfer in porous medium in non local thermal equilibrium.
I use 2 ht modules linked by a source term to compute fluid and solid phase equations.
This model is ok when i use a BC like Tf=Ts=cost.
Now i want to apply this condition:
On fluid phase an heat flux: 100[W/m^2]-ht2.tfluxx where ht2fluxx is the flux on solid phase and is unknown.
On solid phase Tf=Ts where Tf=Ts is unknown
The model runs and reach a solution.
When I check this one i should find that ht.tfluxx+ht2.tfluxx=100 W/m2 indeed i find 90 W/m2.
So i would personalize a convergence criterium on BC or use a stop condition...i don't know.
I tried to use finer meshes and strong tolerance to check convergece (1e-10) but this unbalance still remain.
Thanks in advance.
Paolo