Rocket Soul
Well-Known Member
I might be getting my explanation a bit mixed up as its based on practice, i suggest anyone try to see what happens if you put this in practice.
Let me put it too you this way: 2 heat sinks with same surface area. One has twice the weight due to base being 5mm thick instead of 1mm, this one just having a bit extra fins. Which one do you prefer running higher power?
Thermal dynamics are much trickier than just surface area. Also note how thermal resistance is not really a constant, its a curve in relation how much energy you push thru the sink.
The mass of the sink relates to how much power you need to heat it up. The difference in temperature between sink and air, together with surface area determines how fast the sink sheds that energy to the air. The maths get complicated fast. But mass is defo part of it.
If youre running naked boards, what heats up more? A 1mm board or a 3mm board, difference in surface area is negligible? Isnt it fair to say 1mm hotter?
Let me put it too you this way: 2 heat sinks with same surface area. One has twice the weight due to base being 5mm thick instead of 1mm, this one just having a bit extra fins. Which one do you prefer running higher power?
Thermal dynamics are much trickier than just surface area. Also note how thermal resistance is not really a constant, its a curve in relation how much energy you push thru the sink.
The mass of the sink relates to how much power you need to heat it up. The difference in temperature between sink and air, together with surface area determines how fast the sink sheds that energy to the air. The maths get complicated fast. But mass is defo part of it.
If youre running naked boards, what heats up more? A 1mm board or a 3mm board, difference in surface area is negligible? Isnt it fair to say 1mm hotter?
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