Unfortunately, from my trolling of various forums, I assume a lot of people will read the first word in the title and come in to tell me how dumb of an idea and bad it is.
That really isn't needed here as I am not trying to get on a pedistal or anything.
The ultimate goal here is knowledge. I have been doing some research on peltiers and they seem interesting for sure! I was hoping I could get some expert information, preferably in the form of math equations.
Here is my projected set up, please weigh in with numbers or advice on any part.
I would like to fabricate a waterblock that simply pumps the liquid from CPU to block. This would be mounted with a couple, I imagine 2 on each side, peltiers to cool this liquid below ambient, with the goal of getting below 0C if possible. I know condensation will be a problem, but nothing insulation can't fix. And if I DO ruin a computer from condensation... that's fine, at least I made something and tried it out for myself. Moving on!
I know that the Peltiers would need to be kept cool, so I would also fabricate a waterblock for each of the peltier sides that would go through a normal rad system to bring that to ambient.
When I try to calculate the hot side of the Peltier, so I can get to the cold side, the equation I am using asks for a Heatsink efficiency ( Degrees C/Watts). I think I understand what this is, the heatsink setup's ability to get the hot side to ambient. But I am not 100% that that is correct, nor do I know how to calculate this number. First inclination would be, "If my WC setup can cool X watts to 1C above ambient, ambient @ 23, then Loop/amb - 1 = C/W? Anyone have better way to come up with this number, because I am not too comfortable with it.
That was a heck of a first post, but I am really hoping that I can learn something. Heck, if it comes out that a sub-ambient peltier setup is not possible, then fine. I just will not accept this conclusion on the basis of, "Pelts suck, just do WC."
Thank you for your time, and I look forward to hearing your input and contributing to the forum in the future.
TLDR: What are all the equations behind how Peltiers actually work.
That really isn't needed here as I am not trying to get on a pedistal or anything.
The ultimate goal here is knowledge. I have been doing some research on peltiers and they seem interesting for sure! I was hoping I could get some expert information, preferably in the form of math equations.
Here is my projected set up, please weigh in with numbers or advice on any part.
I would like to fabricate a waterblock that simply pumps the liquid from CPU to block. This would be mounted with a couple, I imagine 2 on each side, peltiers to cool this liquid below ambient, with the goal of getting below 0C if possible. I know condensation will be a problem, but nothing insulation can't fix. And if I DO ruin a computer from condensation... that's fine, at least I made something and tried it out for myself. Moving on!
I know that the Peltiers would need to be kept cool, so I would also fabricate a waterblock for each of the peltier sides that would go through a normal rad system to bring that to ambient.
When I try to calculate the hot side of the Peltier, so I can get to the cold side, the equation I am using asks for a Heatsink efficiency ( Degrees C/Watts). I think I understand what this is, the heatsink setup's ability to get the hot side to ambient. But I am not 100% that that is correct, nor do I know how to calculate this number. First inclination would be, "If my WC setup can cool X watts to 1C above ambient, ambient @ 23, then Loop/amb - 1 = C/W? Anyone have better way to come up with this number, because I am not too comfortable with it.
That was a heck of a first post, but I am really hoping that I can learn something. Heck, if it comes out that a sub-ambient peltier setup is not possible, then fine. I just will not accept this conclusion on the basis of, "Pelts suck, just do WC."
Thank you for your time, and I look forward to hearing your input and contributing to the forum in the future.
TLDR: What are all the equations behind how Peltiers actually work.