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July 25, 2019, 09:20 |
Heat transfer coefficient in star ccm
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#1 |
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I’m working in a heat sink similar to the attached one, I applied a heat source at the bottom and I added the fluid domain for the heat sink as attached. It is a natural convection flow. The issue here that I don’t know the way of getting the heat transfer coefficient. If I use the expression (Q/deltaT) which Q can I use and from where I can get it. Can someone please help me with this?.
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July 26, 2019, 19:46 |
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#2 |
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There is no one?.
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July 29, 2019, 03:57 |
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#3 | |
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Quote:
There are few things first. Is all the heat produced by heat source is dissipated to an atmosphere by natural convection? Do you know the equilibrium surface temperature at which it is dissipating heat to environment. ( HTC is constant for pair of surfaces and fluid flow(constant) over it, So temperature of surface will increase at first when heat starts to dissipate and then it will achieve a equilibrium deltaT value such that whatever heat is being produced will be dissipated because of that temperature difference ) Then you can use Q/deltaT for htc. Q is heat flux here. Please do keep in mind that you are considering radiation heat transfer into convection heat transfer here. So you will be predicting higher HTC in this case. Which is okay because you are dissipating whatever heat is produce anyway. If you consider radiation too as a heat transfer media, you will get lower HTC value. This HTC is often termed as convective HTC. If you don't want to go into radiation, Convection is sufficient and will take care of heat transfer by radiation as well. Let me know if you have some doubt in this. Do refer Wikipedia first for natural convection and radiation article. Hope this helps. |
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July 30, 2019, 07:33 |
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July 30, 2019, 09:46 |
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#5 | |
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Generally we don't know how much heat is transferred because of convection alone. So normal method to calculate HTC is from Nusselt's number. For Nusselt's number calculation, we need to calculate Rayleigh's and Grashoff's number. Refer some document on internet for it. But here, as you are considering all the heat is dissipate by convection itself, HTC will be more than convective HTC from Nusselt's number. Depending on what and where you want to use these you can choose how you want to move forward. If you are interested in Heat transfer by radiation as well, then you are better with calculation of HTC from Nusselt's number. Just for a rough idea, to see the ratio of convection vs radiation, calculate heat flux by radiation as well as heat flux by convection. You can consider HTC around 10-20 for this. As for natural convection, you will be getting htc value near to 10-20. Hope this helps. |
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July 30, 2019, 18:01 |
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July 31, 2019, 02:55 |
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#7 |
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Let's take it one by one.
1) If you don't consider radiation Then you will get higher surface temperature in calculation than in actual practical. Because HTC don't depend on temperatures, but as heat by radiation is dissipated by convection now, deltaT needs to be higher. So calculation (or simulation) temps are higher than practical. 2) If you consider radiation as well. Now your practical and calculation (or simulation) temps will be near to each. This will be more accurate approach if you can calculate (or simulate) the case with radiation as well. |
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July 31, 2019, 03:11 |
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#8 |
Senior Member
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Empirical relation for pin-fin are difficult but are already formulated.
Search for Yoav Peles naturak convection on internet. Refer to below Links for Natural convection empirical relations. Yoav Peles has lots of lectures and papers on this. https://slideplayer.com/slide/9286917/ This is one of the lecture on natural convection. These are some documentation form his lectures. yoav peles 1.jpg yoav peles 2.jpg Do refer this before going foreword. Hope this helps. |
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July 31, 2019, 07:26 |
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July 31, 2019, 08:48 |
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#10 | |
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Yes you look very confused. First thing is take your own time for asking question. Read it twice before posting. Ask every question differently. Don't mix them up.
Explain this to me first. It is not making any sense to me. Quote:
Your wall must be adiabatic as you have insulation there. Am I right? Second thing is what you wish to get from this simulation. Do you want to match the results of some experiment or something else? |
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August 1, 2019, 04:36 |
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August 8, 2019, 09:12 |
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