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Which do you prefer: Delta-T or Normalized to 20 C?

Which do you prefer: Delta-T or Normalized to 20 C?

  • Delta-T

    Votes: 2 28.6%
  • Normalized to 20 C

    Votes: 5 71.4%

  • Total voters
    7

Black Haru

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There are two schools of thought when presenting temperature data:

1. Delta-T: This is the temperature of the component being measured minus the ambient temperature. Ex: VRM temperature is 63 C and Ambient temperature is 25 C, the resulting Delta-T is 38 C (63 -25 = 38)

2. Temperature normalized to 20 C: For this method you take the actual ambient temperature and subtract 20 C; this new number is then subtracted from your measurement to correct for changes in ambient temperature. Ex: VRM temperature is 63 C and ambient temperature is 25 C. Subtract 20 from 25 to get an ambient delta of 5 C then subtract that from 63 C to get 58 C (25 - 20 = 5, 63 - 5 = 58)

Both are accurate representations of the data, it is just a matter of presentation. As such, I thought it would be best to ask you guys what you prefer.

To better illustrate the two methods, I will include actual data from my recent ASRock Z390 Phantom Gaming X review presented both ways for comparison.

First is standard Delta-T


Second is Normalized to 20 C
 
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Benchmark Scores Faster than yours... I'd bet on it. :)
Normalized. But to 22C. 68F is a pretty chilly room. 72F is closer to a normal.
 
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It's the same thing, delta T is easier

Option A = Delta T
Option B = Delta T + Math

Delta T is less work and more easily applied

Say Im ordering in a restaurant, what would you prefer.

Hamburger w/ Fries = $6.95 *
Angus Beef Burger = $7.95 *
Kobe Beef Burger + $11.95 *

* + $0.50 w/ cheese

or

Hamburger w/ Fries = $6.95 *
Angus Beef Burger = $7.95 *
Kobe Beef Burger + $11.95 *

* If the burger was $8.55 adding cheese would be $9.05

If Delta T is +20.... i can more quickly determine the expected test result I'm looking for ...

Look at thermometer, add +20 ... see if that's what i get



And if doing water cooling, everything is based upon delta T. For example, when you calculate required rad sizes, it's all based upon maintaining a air => coolant differential of a set number:

High End: Delta T = 10C
Mid Range: Delta T = 15C
Low End: Delta T = 20C\

Radiator test results are published @ 10C delta T

Here we see if using fans at 1400 rpm, I can expect the UT60 radiator to handle 210 watts ... so if i calculate the heat load to be handled by the rad to be 245, then calculating coolant temp is easy 245 / 210 x 10C delta T ... much easier to multiply every number by 10 when making comparisons then a different number every time.
 
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sneekypeet

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Using normalized temperatures tends to mean the the environment is temperature, and typically, humidity controlled too. Using a Delta allows the temperature to be anywhere, and usually humidity is too, which can play hell on fans and cause readings to be higher when humidity is higher. I typically normalize at 23C but I mention there is some variance in that starting point a half of a degree either way (while humidity is as close to 40% as I can keep it) .
 
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They are the same thing. Scenario 2 will always be 20 C higher than scenario 1. So.... same thing, only with a constant offset.

Edit: I guess you're asking for preference, can't say I have one. Sorry for the distraction.
 
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