Hi everyone,
I'm trying to build a peltier chamber which goes down to -20 C. I'm ignoring the control aspect at the moment and just powering them with DC supplies (if I can get them to easily go below -20C, then I will add control). I have two "12710" peltiers from Aliexpress and a Corsair CPU AIO watercooler with a single fan. The peltiers are powered by independent power supplies, and they are mounted on a die cast aluminium enclosure so that they are thermally in parallel. There is an aluminium bar (maybe 5mm thick) covering the hot side of both, and then the water cooling block is attached on top of the aluminium bar. The watercooling block uses the stock thermal paste, and the peltiers both have thermal pads (I think roughly 1mm) on each side. The die cast aluminium box (which is roughly 140x120x25mm) is surrounded by about 40mm thick of closed cell insulation foam, except for the water cooling pump area where I tried to seal around it as best as possible. I also have two thermocouples mounted on the inside of the die cast enclosure taped down with kapton roughly in the location of the coolers.
Presumably, these coolers should be run at 12V 10A. However, if I run them at 12V, they draw about 3.5A or so. I have also found that they actually perform much better at 8V 2.4A, where my setup gets down to nearly -2C in a 25C ambient room. If I increase the voltage to 9V (~2.8A) or 10V (~3.1A), there is a quick burst of cooling (maybe an extra 0.5C or so) and then the performance gets worse and the whole system begins warming up slowly. Reducing the voltage back down improves the situation.
Can anyone help me understand what is happening with the transient behaviour here, and why the current draw is so low? Do I just have dud peltiers? Also, does a cooling limit of -2C for 25C ambient sound about right with 40mm of foam and 2 peltiers running at 20W each (although they should be running at 120W each...)? I was hoping for a little better than that. From what I understand the theoretical limit is about 70C difference between both sides, so I am just over 1/3 there - though I am not sure exactly how hard it is to approach the theoretical limit.