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Planetary data


Trickplay

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I have some remarks about the orbital object data displayed in the tracking center. Please check my statements and please cut me down ruthlessly if I am wrong :confused:

  • Eccentricity should have no unit - it is a unitless measure. Currently it shows "°" (as in degrees angle)
  • Sidereal period is a time value  and should be in seconds (or a derived unit). It now shows as m/s (as in speed)
  • Circumference (in the Physical block) I would expect to give me the circumference of the planet itself. 
    I have no idea what that value represents, but  definitely not the circumference of the body (2 x PI x Radius of the planet). I approximated the orbital circumference, but that does not fit either.
  • The values for planet gravity have a unit as if they are absolute values, but when I calculate based on mass and density the values for all objects seem to be off by a factor of approx. 9.80 or the earth surface gravity (g).
    Either use absolute values (Kerbin about 9.8 m/s^2 and Laythe about 7.84 m/s^2) or use relative values: the presented numbers but with a unit g (small letter to avoid confusion with G for Gravitational constant)

Just my 2 cents to help improve the work already done.

Leo

 

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2 hours ago, Trickplay said:

thank you, that is fine....

At the time of this typing, you did not include the measure for Sidereal period as a timespan instead of a speed? Is my assumption wrong?

You are absolutely right .

17 hours ago, Trickplay said:

I have some remarks about the orbital object data displayed in the tracking center. Please check my statements and please cut me down ruthlessly if I am wrong :confused:

  • Eccentricity should have no unit - it is a unitless measure. Currently it shows "°" (as in degrees angle)
  • Sidereal period is a time value  and should be in seconds (or a derived unit). It now shows as m/s (as in speed)
  • Circumference (in the Physical block) I would expect to give me the circumference of the planet itself. 
    I have no idea what that value represents, but  definitely not the circumference of the body (2 x PI x Radius of the planet). I approximated the orbital circumference, but that does not fit either.
  • The values for planet gravity have a unit as if they are absolute values, but when I calculate based on mass and density the values for all objects seem to be off by a factor of approx. 9.80 or the earth surface gravity (g).
    Either use absolute values (Kerbin about 9.8 m/s^2 and Laythe about 7.84 m/s^2) or use relative values: the presented numbers but with a unit g (small letter to avoid confusion with G for Gravitational constant)

Just my 2 cents to help improve the work already done.

Leo

 

  • yes
  • yes
  • the circumference values mentioned are really strange. Kerbol has a value of about 100Ly . What could that even be? Distance to next star system (too far then).
  • 9.8 m/s^2 looks good for Kerbin gravity. Unit is (abolute of course) correct SI Unit . So if you see a factor of 9.8 the shown value is a relative factor to Kerbin gravity. Then clearly this value is not allowed to have a unit at all.
Edited by TomKerbal
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