chtMultiregionFoam issues with heat sources
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Hi everyone!
I'm in desperate need of help! I set up a case in which a cylindrical heating element 2 cm in diameter and 4 cm long is heated with a power of 404 W and irradiates the surroundings. The heater is surrounded by vacuum (modeled as air with very low kappa and cp, frozen flow), and everything is enclosed in a reradiating furnace wall, except that two stripes of this wall are actually held at 600K and so absorb all the exceding heat. I used fvDOM as radiation model. The analytical calculation shows that the heater, which is made of silicon carbide, should heat up at a rate of 52 K/s, while calculation with cht shows a heating of only 8K/s, which is much lower. The setup can be seen in the image I attached (PS there is a mesh in between the heater and the external wall) I'll post here the configuration files related to the heating element: Code:
/*--------------------------------*- C++ -*----------------------------------*\ Code:
/*--------------------------------*- C++ -*----------------------------------*\ Code:
/*--------------------------------*- C++ -*----------------------------------*\ the whole case can be found here: https://drive.google.com/open?id=1xi...5dn-LkhGKw7QKl Any idea of what could be causing this issue? Wrong unit in the thermophysical properties? Wrong injection of heat? Please help! :eek: |
Hi Nicoló,
I think the heatSource may have different units. The field h is defined inside the source code as solidThermo::he, which have units of [J/kg]. So the rate of change may be [W/kg] if the volumeMode is absolute, as it seems your case. If that is correct and you want the cylinder to provide 404W, you need to set the scalarSemiImplicitSource to be around 5050 W/kg (according to some rough calculations). That is in the order of the error you mentioned, so may be reasonable to try. Hopes it helps! |
Hi Crubio!
Turns out that the units were right, but there was an error in the fvSolution file, that was making my solver use the PGC algorithm for the solution of the enthalpy equation instead of GAMG. All solved now! |
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