alright, I looked around for a bit for some numbers and formulas but I'm not sure this is right (in fact I'm almost positive that it's wrong) so if anyone's good at chemistry, feel free to help out
Heat transfer coefficient - Wikipedia, the free encyclopedia
plugging in the correct numbers here should give an answer in the form of (Joules/second)/(m^2Kelvin) which would then tell me the amount of heat my solution should remove from the heatsink
Assuming the following numbers: (I use D for Delta)
(If someone could verify these it would be great!)
DQ = 1055 J (1 btu)
A = 0.007808 m2 (a 97.6 x 80mm heat sink)
DT = 333K (temp of heatsink) - 245K (temp of coolant) = 88K
Dt = 3600 seconds (btu is J/hour)
some quick math and I get 1055/(0.007808*88*3600) = ~0.4285 (J/s)/(m^2K)
so, using the heat sinks surface area and high end temperature above, I get ~0.4285 (J/s)/(0.007808*333) = ~0.1648 J/s per 1K per BTU
If you have 5000 BTUs of power, you can move remove 824 J/s of heat from the heat sink to the liquid
I've run outta time so I can't finish my calculations -.-
anyway I'm sure all the numbers are wrong so I'm looking forward to all the corrections ^_^