Laminar unsteady flow convergence
Im doing a simulation for a heat exchanger where i heat water inside an aluminum block. The flow rate is low i assume laminar model.
When I try to solve it steady, the solutions converge and i get fine results. but when i tried to do it unsteady they dont.
I started with a condition where there was no heat coming to the water, and then i assumed a heat generation of 20000 w/m2 going towards the water with 20 time steps of 3 seconds interval solving on maximum 40 iterations each.
In the beginning the water starts heating but after 6 time steps it doesn't converge... it prompts error on minimum temperature 1k...
minimum temperature 1kelvin I think means that somewhere in your solution, you are effectively getting values of temperature under absolute zero, which is physically impossible and thus fluent doesnt like it.
any error that fluent pops up is an error from your grid generation/boundary definitions or boundary conditions in my experience...try changing the boundary conditions around to pinpoint the error, i.e. make all your walls fixed temperature boundary conditions, and then one by one make them fixed flux (at zero) boundary conditions to see when the error comes up and that will tell you if its a boundary issue which i suspect it is. otherwise, try decreasing your timestep to see if that makes a difference.. hope that helps
I found the problem.
The mesh quality was really poor and there was a discontinuity in some points of the geometry.. i will start it over..
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