I'm saying that I never understood the thought process that leads folks to people to conclude things that defy science and logic. There's people in this day and age that belive that the earth is flat and I can't understand that. The science in both cases is simple and irrefutable. The arguments you're making are self defeateting.
Yes, thermodynamics certainly does work that way ... at least it did when I last taught it (and fluids) to college students. I hope that in an age of alternative facts, it remains so. In all experimentation when a variable is being examined it requires that all other factors are equal ... there is no "magic thermodynamics".
The argument that "the hotter the water" is specious because a) it's self defeating and b) it fails to recognize the fact that this is a closed system. When you increase the delta T at the rad to get more cooling, you decrease the effectiveness of the block. A custom loop is usually designed for a Delta T of 10C, at 23C ambient coolant will have a coolant temperature 33C if wattage loads are accurate. WhenI sit down and sesign a system, I have yet to have a result that varies by more than 0.5C
Your "make the water hotter" solution looks like a simple explanation but you have to remember that we are in a closed system. Let's do the math. If we make the water hotter as you suggested from 10C hotter than ambient to 20C Delta T, I agree, you've essentially doubled the performance of the radiator ... quick and easy, no problem. Really ? But wait, with a water temp of 43C ... hows that gonna effect the thermal heat transfer between your GPU and the coolant ? Haven't you just dropped the thermal transfer of your water block by a huge margin ? lets use an assumed 55C temperature of your water block 10C delta T for your radiator and 33C coolant, you had a Delta T of (55-33) or 22C at the block. Making the water 10C hotter to double radiator efficiency means you have 43C water and a Delta T of 12C (55-43) at the block
The temperature of the water is not a determining factor. Delta T is the determining factor.... at both ends ... improving one hurts the other.
Look at the radiator testing on matins liquid lab site. Radiator sizing, for any design Delta T depends on:
a) Watts
b) Fan speed
c) Pump speed (pm) ... beyond a certain speed / flow rate (1.0 - 1.5 gpm) effect is minimal ...radiator testing is typically done at 1.5 gpm. CLC's are typically 0.11 gpm
d) Thickness has minimal effect except at high fan speeds
This is #13 in my series of triple radiators the Alphacool NexXxos ST30. We saw how “Full Copper” of the thicker 60mm UT60 and 45mm XT45 did really well, so I made a second request to…
martinsliquidlab.wordpress.com
A radiator is in no way influenced by the source of the heat. In testing, they measure the precise amount of heat required to produce a temperature differential of 10C. 300 watts is 300 watts, measured at the wall and it's finely controlled.
Ya also can't use dual logic ... to say that the VRMs, memory and PCB throw off most of the heat and then turn around and say, there's no point in making sure those very same items are cooled when switching to a CLC. Either it has a lot of heat or it doesn't.
Which is exactly what has been done! ...Read the post and the links ?
The radiators are tested are not in a PC which negates everything you're saying. Martin test every rad in exactly the same manner with all the conditions you have described. How do you disregard, when sizing rads based upon martins data, we get a predicted Delta T and then when the systems are built, the resultant Delta T is right on target ? The Radiator Size Estimator / Calculator created based on that data has never been "off" by more than 0.5C.
Let's go one by one in your list and compare to test setup
- reliable and repeatable heat source with a variable output - check
- controlled temperatures - check
- amounts of water - check .... while test setup is the same, in an installed system the volume of water does not affect steady state conditions. Thermal mass will affect how long it takes to heat up to "steady state conditions" and how long it takes to cool down ... but once steady state conditions are met, volume ir irrelevant. Heat gets into the system from the block. it get out thru the rads . .. the end. You could argue that, theoretically a larger reservoir has more surface area and therefore will radiate more heat. Try measuring it .. try calculating it. It's below the instrument margin of error.
- testing at various heat loads, which will then give you a delta T number - check
Obviously different mounts, different TIM, etc will result in a range of individual test results. But which one of these are you saying eliminates the 400% disparity we have here ? You have more than twice the heat load and half the rad... and your argument is the up to 2% variation from block mounting erases a 400% unit loading ?
Let's look at the math ... on variable at a time
1. Is the GPU load really 250 ? And how does it matter if it isn't ? Seems to me no matter what it is the heat load per unit of rad area is still several orders of magnitude. Suffice to say, no matter what reasonable number you put in there, it doesn't change the argument that the 1 x 120mm GPU has no shot at cooling at a level anywhere near the 2 x 120m on the CPU. Add up all your "variables" (TIM, plate transfer efficiency) and tell us what combination gets you comparable to a heat dissipation per unit area close to that z x 1200m rad on the CPU. If the GPU is putting more than 60 watts in, you're not going to match it.
Heat Load (watts) | 120 | 250 | 225 | 200 | 175 | 60 |
Radiator Area | 28800 | 14400 | 14400 | 14400 | 14400 | 14400 |
Heat Load / 1000 mm^2 | 4.17 | 17.36 | 15.63 | 13.89 | 12.15 | 4.17 |
2. Is the actual heat dissipation of the radiator significant ? What if its not 50 per 120mm ? I mean it seems rather obvious that a 2 x 120mm rad will be about twice as effective as a a single 1 x 120mm radd. Can you explain how that changes if the capacity of each 120mm is 50, 40, 60 ? ... when we look at 100 / 50 ... 80 / 40 ... 120 / 60 ... isn't the first number in every pairing still twice as big as the 2nd ? Is there any heat dissipation number you can pick that makes the coolant temp anywhere near that of number that you can pick that can support the position mathematically ? Your GPU cooler would have to have 400% of the heat dissipation capacity per unit area of the CPU cooler to get close to th 2x 120's performance. Please give us the numbers in % for each factor beyond our control that can eat up that 400%.
| CPU (2 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) |
Heat Load (watts) | 120 | 250 | 250 | 250 | 200 | 200 |
Watts Dissipated @ 10C | 100 | 50 | 40 | 60 | 40 | 60 |
Delta T Required | 12.00 | 50.00 | 62.50 | 41.67 | 50.00 | 33.33 |
Coolant Temperature Req'd | 35.00 | 73.00 | 85.50 | 64.67 | 73.00 | 56.33 |
What do we see ? ... Let's look at the last column
We took off 50 watts beyond what we can expect the GPU to have in heat output
We added 20% better radiator performance due to factors you believe may favor the GPU cooler.
Letting all of that slide for a moment ... How effective will a block be with a water temp so close to its operating temp ?
And again ... we have verified martins test results on our own test bench.
- 3 x 140mm and 2 x 240mm
- Dual Pump Speed control from 0 - 4500 rpm
- Fan Speed control from 325 - 1250 rpm
- Radiator Inlet and Outlet temperature probes (0.1C accuracy)
- Ambient and case temperature probes (0.1C accuracy)
- Reeven 6 channel digital display (0.1C accuracy)
We can create steady state conditions on our own test bed and and we can calculate results, accurately and repeatedly ...
Relative amount of heat added by CPU by, measuring the amount of temperature rise from Radiator Out => CPU Block ==> Radiator in
Relative amount of heat added by GPUs by, measuring the amount of temperature rise from Radiator Out => GPU Block ==> Radiator in
Relative Amount of heat removed by each 140mm of radiator
Delta T based upon varying pump speeds
Delta T based upon varying fan speeds
There is no mathematical model which you can produce which
Look at martins testing procedures and equipment and name one.
Then explain the repeatability of the results ? How can there be dozens and dozens of builds in operation where folks have built system using the Radiator Size Estimator or Martins Data and obtain results so closely aligned with the data. Looking at water clocking sites can you find one person who says the data is inaccurate ? Can you create a mathematical model including all the supposed variations which, added up, eliminate the inherent 400+% advantage.
Let's not introduce another specious argument here. We are talking about "what we can expect" within a small range. The 50 watts I used was based upon the Alphcool ST30 3 x 120mm @ 1,000 rpm (50 watts per 120) which is closest in thickness to most CLCs ...do other rads gave different results ... yeah, double the thickness and it removes 1 more watt (151). But we dont have different thicknesses here. We are talking identical blocks connect to otherwise identical radiators (120 vs 240mm. 30mm thick of same material) where the block has been "adapted" to fit a GPU and with identical fans at identical speeds. It should certainly be expected that the block's larger size "may" be capable of transferring more heat ... the question is, can the radiator dissipate it ?
The only other thing we can be assured of is that the aluminum rads in the CLC will not do as well as the copper ones. Id expect them to do about 45 atts at 1000 rpm. I should cover that CLCs tend to use extreme speed fans to compensate for the cheap rads... so lets cover what happens at 2200 rpm. being only 30mm thick, we won't see the gains that thicker copper radiators get with increased thickness. Where the ST30 sits in 2nd place at 1000 rpm, it drops to 11th at 2200 with just under 94 watts per 120mm ... so differences will be greater
Heat Dissipation of 120mm radiator ~ 94 watts
Heat Dissipation of 120mm radiator ~ 188 watts
| CPU (2 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) |
Heat Load (watts) | 120 | 250 | 225 | 200 | 175 | 60 |
Radiator Area | 28800 | 14400 | 14400 | 14400 | 14400 | 14400 |
Heat Load / 1000 mm^2 | 4.17 | 17.36 | 15.63 | 13.89 | 12.15 | 4.17 |
| | | | | | |
| CPU (2 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) | GPU (1 x 120mm) |
Heat Load (watts) | 120 | 250 | 250 | 250 | 200 | 200 |
Watts Dissipated @ 10C | 188 | 94 | 85 | 103 | 85 | 103 |
Delta T Required | 6.38 | 26.60 | 29.41 | 24.27 | 23.53 | 19.42 |
Coolant Temperature Req'd | 29.38 | 49.60 | 52.41 | 47.27 | 46.53 | 42.42 |
When doing a custom loop, one generally looks to design around a Delta T of around 10C ... 15C - 20C is typically considered acceptable for CLCs ... so why design the CPU for 6.4C and the GPU for something in the mid 20s ? Thats the logic that is hard to understand. 1 x 120mm on CPU would be 12-13 and 2 x 120mm on GPU would be 11.75 ish (200 watts) 13.3 (250 watts)