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Thread: Test Report: XSPC RX120

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  1. #1
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    Quote Originally Posted by skinnee View Post
    As Vapor said...it is a trendline and above or below the actual plotted data points are forecasts/predictions based on the data being plotted. It is probably close, but as to a confidence factor I could not say. I've been trying to find a way in Excel to calculate confidence factor like I can in other Statistical Analysis apps, but I have not found a method to do so yet.
    With only 5 data points dictating a trendline with a (visually) low R^2 value, even the interpolative confidence level isn't great.

    If you could get any data at low RPMs (400-500RPM), it'd probably go a long way toward contributing to the shape of the curve at low RPMs

    In this case, I think it's close (because the rad is designed for low airflow), but in situations where a radiator can be easily airflow starved....data at very low airflow levels goes a long way toward showing the shape of the curve

    Again, great review skinnee

    EDIT: is it just me or are the trendlines different on the various 10CdT graphs?
    Last edited by Vapor; 01-11-2009 at 01:22 PM.

  2. #2
    Never go full retard
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    Quote Originally Posted by Vapor View Post
    With only 5 data points dictating a trendline with a (visually) low R^2 value, even the interpolative confidence level isn't great.

    If you could get any data at low RPMs (400-500RPM), it'd probably go a long way toward contributing to the shape of the curve at low RPMs

    In this case, I think it's close (because the rad is designed for low airflow), but in situations where a radiator can be easily airflow starved....data at very low airflow levels goes a long way toward showing the shape of the curve
    Well said! Yes, anytime you add data near or modify your spec limits that will start to change the regression/trendline.

    Quote Originally Posted by Vapor View Post
    EDIT: is it just me or are the trendlines different on the various 10CdT graphs?
    Yes...nice catch. The single 10CdT is a Power trendline and the comparison is a 2nd order polynomial. The R^2 value is +/- 0.0007 between the two different regression/trendline types.

  3. #3
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    Wicked price

    Insane rads for a super price

    http://www.tilatech.com/xspcrx120.html - 120
    http://www.tilatech.com/xspcrx240.html - 240
    http://www.tilatech.com/xspcrx360.html - 360

    I think TC and Feser need to rethink their prices.
    I like turtles

  4. #4
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    Brilliant job, very informative. Great to see some reliable results for these new rads at last and they're worth waiting for! Thanks Skinnee

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