Difference between revisions of "Talk:Kerbin"

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(Orbital information)
(Sidereal day length changed)
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With the release of 0.24 the solar day is now exactly 6 hours long.  Is my understanding correct?  What would make the sidereal day then?  Is there an objection to updating the page to reflect this new information?  [[User:Benschwab|Benschwab]] ([[User talk:Benschwab|talk]]) 20:25, 24 July 2014 (UTC)
 
With the release of 0.24 the solar day is now exactly 6 hours long.  Is my understanding correct?  What would make the sidereal day then?  Is there an objection to updating the page to reflect this new information?  [[User:Benschwab|Benschwab]] ([[User talk:Benschwab|talk]]) 20:25, 24 July 2014 (UTC)
 
:I'm not sure if that hadn't already changed before. — [[User:XZise|xZise]] <small>&#91;[[User talk:XZise|talk]]&#93;</small> 17:14, 25 July 2014 (CDT)
 
:I'm not sure if that hadn't already changed before. — [[User:XZise|xZise]] <small>&#91;[[User talk:XZise|talk]]&#93;</small> 17:14, 25 July 2014 (CDT)
 +
:Okay thanks to [[User:UmbralRaptor]] on the IRC I was able to make calculations. He placed a command pod on top of the launch pad at a altitude of 72&nbsp;m in 0.19, 0.23.5 and 0.24.2 and always gets a orbital velocity of 174.6&nbsp;m/s.
 +
:The orbital velocity while standing on the surface is basically the rotational speed at that altitude. Now using <math>v = \frac{s}{t}</math> we can calculate the time required to do a full circle with a radius of 600&#8239;072&nbsp;m: <math>t = \frac{2 \cdot \pi \cdot r}{v}</math> = [http://www.wolframalpha.com/input/?i=600072m*2*pi%2F%28174.6+m%2Fs%29%3D = 21594 seconds] (or 5h 59m 54s) which is almost 6 hours. When you do the reverse you get [http://www.wolframalpha.com/input/?i=600072m*2*pi%2F%286+h%29+in+mm%2Fs%3D 174&#8239;554&nbsp;mm/s] which rounded gets you 174.6&nbsp;m/s. This makes me already pretty confident that the sidereal rotation is 6 hours and not the solar day.
 +
:Now lets give it a chance and use 6 hours as a solar day. But to calculate the rotational velocity the value needs to be converted into the sidereal rotation period, because on the way how the calculation works: When viewed from the north (or south) pole the craft on the launch pad is doing a circle and the circumference depends on the radius. To calculate a constant speed (a little physics: the velocity vector changes because the craft "curves" but the magnitude stays the same which is afaik called speed) the distance has to be divided by the time it took to cover that distance. The distance, is the circumference and the time it took that distance is the sidereal rotation period. If you use the solar day for that time you would need a larger distance (in this case, in theory the solar day can be shorter than the sidereal day) because Kerbin does rotate a bit further.
 +
:To convert that I used the formula from [[w:Sidereal_time#Sidereal_days_compared_to_solar_days_on_other_planets|Wikipedia]] and plugged in the solar day length and sidereal orbit: [http://www.wolframalpha.com/input/?i=6h*9203545s%2F%286h%2B9203545s%29 21459 seconds] (or 5h 59m 9s) ([http://www.wolframalpha.com/input/?i=x+%3D+y%2F%281-y%2Fc%29+solve+for+y for validity of the formula], c is the orbital period, x is the length of the solar day and y is the length of the sidereal day)
 +
:Using that we get [http://www.wolframalpha.com/input/?i=600072m*2*pi%2F%286h*9203545s%2F%286h%2B9203545s%29%29+in+mm%2Fs%3D 174&#8239;964&nbsp;mm/s] which is rounded 175&nbsp;m/s. But that speed is considerably larger compared the previous result.
 +
:We also checked if the orbit has changed (which would have changed the length of a sidereal day if the solar day is fixed at 6 hours and got 13338240256m which is 261600000m lower than the value shown here in the infobox (13599840256&nbsp;m) but is exactly the radius of [[Kerbol]]. And the altitude in KSP is given from the body's surface so that checks out. But even though the orbit must have been considerably larger to get solar day and sidereal day close (and I'm currently not in the mood to determine how large the orbit must be that both length of days are close enough that solar day length would make sense).
 +
:So unless we didn't consider a specific factor I gather that the length of the sidereal day hasn't changed contrary to the changelog.
 +
:Also if you think about it, what would be the advantage. Defining times based on their sidereal values makes it easier because you don't have to take the orbit into account. I also revert the change in the infobox to a sidereal day length of exactly 6 hours. — [[User:XZise|xZise]] <small>&#91;[[User talk:XZise|talk]]&#93;</small> 22:22, 4 August 2014 (CDT)
  
 
== Map ==
 
== Map ==

Revision as of 03:22, 5 August 2014

In-Game Descriptions

Should we really be correcting Squad's grammar? If we do then they aren't quotes anymore. None of the descriptions contain apostrophes even on words like "dont" so I don't mind adding them in but otherwise I strongly advocate against correcting grammar. The quotes should be quotes. Now since I only have one computer and the game won't function for me unless it is in full screen, I couldn't view both the in-game description and my transcription of it at the same time so I may have made some copping errors (though I did form a check on each) and these should be corrected. I don't mind going back cheeking and correcting the quotes though I won't be able to until later (probably in a few days) but I thought I would discuss my reasoning here first before I do. I don't want to get into an update war. - benschwab 17:36, 29 March 2014 UTC

Hi Ben! No, I agree with you; literal quotes must be literal. I could have made that clearer in my edit summaries. I meant I was correcting to match Squad's bad grammar. No war. But I have two computers and checked all the descriptions to be exactly as Squad has them in-game – Dres is particularly ungrammatical... --Brendan (talk) 19:50, 29 March 2014 (CDT)

Kay. Thank you. I must of have been auto editing while switching between windows and mis-read what you were doing. I appreciate you correcting my mistakes. - benschwab 5:02, 30 March 2014 UTC

Infobox

I've attempted to make an infobox template for planets, Template:Planetbox, to bring it closer in line to the stock parts here and planets on wikipedia. Any advice would be welcome. — Preceding unsigned comment added by Craigmt (talkcontribs)

  • So far, so good. I think you have more columns than you originally anticipated, though, so many of the cellss are floating around. -- N3X15 (talk) 19:22, 24 September 2012 (UTC)
  • Yeah, the length of the template is breaking some formatting stuff on articles it's transcluded in. It looks good, but I'd personally trim it down to mass/diameter/etc. and leave orbital information in the article proper. --  Trinexx  ►  19:34, 24 September 2012 (UTC)

So, leave orbital characteristics in the article itself and keep physical characteristics in the box? — Preceding unsigned comment added by Craigmt (talkcontribs)

  • That's my personal recommendation, at least. I imagine other people have their own opinions on the matter. --  Trinexx  ►  20:40, 24 September 2012 (UTC)

Links

All the links used in the references are broken. Just an FYI. -- N3X15 (talk) 09:55, 1 October 2012 (UTC)

'Kermunist'

Should this term really be used? Thecoshman (talk) 18:28, 7 October 2012 (UTC)

There are no factions in the game, so it would be better to not have that in there, as it'd cause confusion. We do need a Manual of Style to cover stuff like this. -- N3X15 (talk) 20:30, 7 October 2012 (UTC)

Atmosphere

I edited the atmosphere section to make clear the units of d_k & p_k after working through gamedata. Still unsure what units p_k are in FlightGlobals.getStaticPressure() values are in atm, with 1 atm = 101325 Pa to get an absolute static pressure value needed for ideal gas law

-Kellven


Should it be mentioned that because Kerbin has plant and animal life, that therefore the atmosphere is similair to our own? That would be a bit quick on the draw given that even our atmosphere is extremly hostile to some earthbound organisms. --Azivegu (talk) 08:33, 13 December 2012 (UTC)

Orbital information

it mentions in the infobox that Kerbin has a o ecc and 0 inc orbit.. i don't think thats correct, can someone plug the correct figures in?

Maltesh's rip of the 0.18.2 orbital parameters has those, and a quick check in map view shows Kerbin's altitude and speed not changing anywhere in the orbit, so it should still be correct. UmbralRaptor (talk) 06:48, 1 February 2013 (CST)
I'm not sure it's the best place for this information, but I linked to the planetary data spreadsheet and text files at Celestials#Notes. — Elembis (talk) 10:54, 1 February 2013 (CST)

Well, that will teach me to open my big mouth before checking my facts. I guess the inclination of the other bodies is measured relative to Kerbin. Oops. Kahlzun (talk) 21:14, 8 February 2013 (CST)


Sidereal day length changed

With the release of 0.24 the solar day is now exactly 6 hours long. Is my understanding correct? What would make the sidereal day then? Is there an objection to updating the page to reflect this new information? Benschwab (talk) 20:25, 24 July 2014 (UTC)

I'm not sure if that hadn't already changed before. — xZise [talk] 17:14, 25 July 2014 (CDT)
Okay thanks to User:UmbralRaptor on the IRC I was able to make calculations. He placed a command pod on top of the launch pad at a altitude of 72 m in 0.19, 0.23.5 and 0.24.2 and always gets a orbital velocity of 174.6 m/s.
The orbital velocity while standing on the surface is basically the rotational speed at that altitude. Now using we can calculate the time required to do a full circle with a radius of 600 072 m: = = 21594 seconds (or 5h 59m 54s) which is almost 6 hours. When you do the reverse you get 174 554 mm/s which rounded gets you 174.6 m/s. This makes me already pretty confident that the sidereal rotation is 6 hours and not the solar day.
Now lets give it a chance and use 6 hours as a solar day. But to calculate the rotational velocity the value needs to be converted into the sidereal rotation period, because on the way how the calculation works: When viewed from the north (or south) pole the craft on the launch pad is doing a circle and the circumference depends on the radius. To calculate a constant speed (a little physics: the velocity vector changes because the craft "curves" but the magnitude stays the same which is afaik called speed) the distance has to be divided by the time it took to cover that distance. The distance, is the circumference and the time it took that distance is the sidereal rotation period. If you use the solar day for that time you would need a larger distance (in this case, in theory the solar day can be shorter than the sidereal day) because Kerbin does rotate a bit further.
To convert that I used the formula from Wikipedia and plugged in the solar day length and sidereal orbit: 21459 seconds (or 5h 59m 9s) (for validity of the formula, c is the orbital period, x is the length of the solar day and y is the length of the sidereal day)
Using that we get 174 964 mm/s which is rounded 175 m/s. But that speed is considerably larger compared the previous result.
We also checked if the orbit has changed (which would have changed the length of a sidereal day if the solar day is fixed at 6 hours and got 13338240256m which is 261600000m lower than the value shown here in the infobox (13599840256 m) but is exactly the radius of Kerbol. And the altitude in KSP is given from the body's surface so that checks out. But even though the orbit must have been considerably larger to get solar day and sidereal day close (and I'm currently not in the mood to determine how large the orbit must be that both length of days are close enough that solar day length would make sense).
So unless we didn't consider a specific factor I gather that the length of the sidereal day hasn't changed contrary to the changelog.
Also if you think about it, what would be the advantage. Defining times based on their sidereal values makes it easier because you don't have to take the orbit into account. I also revert the change in the infobox to a sidereal day length of exactly 6 hours. — xZise [talk] 22:22, 4 August 2014 (CDT)

Map

Does anyone now what projection the map is in? a link to the relevant page would be nice, i am refering to the one in the Topography section

What map do you mean? — xZise [talk] 02:37, 22 April 2013 (CDT)
I would guess Equirectangular projection as the one degree in both axes in File:Kerbin heightmap.jpg have always the same length. — xZise [talk] 08:15, 18 May 2013 (CDT)

Orbits

I crunched the numbers using a few different methods and I keep getting a discrepancy between my numbers and the listed figures (I calculate a GEO orbital velocity of ≈1109 m/s, a difference of exactly 100 m/s). Can someone confirm this? Otherwise, tell me why I'm wrong. ;) -- Eurousalas (talk) 14:51, 22 April 2013 (EST)

I can confirm both. This confirm your value while this confirm the value of this page. What formula do you use?
m = orbited body mass, p = orbital period
xZise [talk] 14:54, 22 April 2013 (CDT)
Thanks to a friend, I know what your mistake is: The GSO altitude is given relative to the planet's surface not gravity center. Now {{OrbitVelocity}} and wolfram alpha need this value to be from the gravity center. So you need to add 600 km to your altitude and then you get the correct value. — xZise [talk] 15:03, 22 April 2013 (CDT)
Ack, I knew it would be an obvious mistake. Thanks for pointing that out, it would have bugged me for a long time. -- Eurousalas (talk) 17:46, 27 April 2013 (EST)

Map

I'd like to note that both true-colour maps are outdated. Saik0 on the KSP forums has made maps which are not outdated and in Full-HD and uploaded them on http://www.kerbalmaps.com/ . The website includes anomaly locations (optional), elevation maps, slope maps and true colour maps for all bodies in the Kerbol system except for Kerbol and Jool. He also put those maps online for download at https://mega.co.nz/#F!8EAnSL5Z!OAyLBQqrQtlmfL0GT8fcQg!EBYyXRxA . I have not uploaded any of these images myself yet, because e.g. the Duna true-colour map is something like 77.5 MB where 2 MB are allowed and I'm unable to compress them. I came here to ask if someone would be interested in compressing these for the community. Oh also, here have his KSP forums thread: http://forum.kerbalspaceprogram.com/showthread.php/25148-Web-maps-of-all-bodies-(0-4-ALL-bodies-mapped!)?p=307335#post307335 MmPMSFmM (talk) 07:42, 2 July 2013 (CDT)

I'm wondering where the Kerbin map is on your download link? Here are my suggestions to compress them:
  • Use a compression format like png/jpg
  • Reduce the resolution of the image (may not be needed when compressing with jpg)
xZise [talk] 08:36, 2 July 2013 (CDT)
I just found out why you can't find the Kerbin files on that MEGA site: on the forums the author says that "it is his first map and only has half the resolution of the others" and that he will upload it once he redoes it. Also I'm having problems with that MEGA site and Firefox, can't download the files, because of some message about accepting another message that doesn't appear for me... --dgelessus (talk · contribs) 09:23, 2 July 2013 (CDT)
I'm able to download the images. I tested Gilly but when I tried to edit gilly_0.19.1_0.02197265625_-180_90_180_-90_16384x8192.elevation.tif (which I guess is the most important type of map?) I can't open or edit it because: convert: Sorry, can not handle images with 32-bit samples.. Maybe I find a way to fix this and I'll upload some files. — xZise [talk] 19:10, 2 July 2013 (CDT)

Making Geosynchronous Orbit More Exact?

I see the formula for the calculation of geosynchronous orbit, but that only gives the orbit within the tens of metres. Through some calculations I've found that the closest I can get is 2868750.72505 metres. Would we be willing to change it?

Considering that it is practically impossible to get the orbit that exact, I don't think it's necessary. 2868.75km is more than close enough.--Ruedii (talk) 19:13, 23 July 2013 (CDT)

Elevation update

With topology changes in 0.21, the highest known elevation will have likely changed. My current efforts with a 52 million sample file from ISA Mapsat show a new highest elevation of 6765.1 at location +61.6,+46.34, but I want to confirm that with a landing before updating the page and also wasn't sure if I had missed any higher points.--Khyron (talk) 02:12, 28 July 2013 (EDT)

Surface gravity

I suggest adding a percentage value to the surface gravity inside the info boxes of the planets. This percentage value, denotes a comparison to Kerbin. So the 9,81m/s² acceleration of is 100%, and the value of other planet is an according value. Another way of denoting this value, would be to set Kerbin's s as 1 and then use that to compare the gravitational acceleration of other planet. Polemon (talk) 14:39, 11 September 2013 (CDT)

You are talking about using “g-force”: 1 g = 9.81 m/s². This is in theory possible, but I'm not quite sure if this is really helpful. The template is already enormous and Kerbol System/Table for example show them for you. — xZise [talk] 15:06, 11 September 2013 (CDT)
Why useful: When designing crafts that are supposed to land on other celestial bodies, I like to test them on Kerbin beforehand. Doing this kind of calculation is "OK-ish", but I don't see why it shouldn't be in the infobox as well. Polemon (talk) 15:12, 13 September 2013 (CDT)
btw, I fixed your comment - looks like you accidentally overwrote xZise's message. --dgelessus (talk · contribs) 15:21, 13 September 2013 (CDT)
Okay as there is already enough space, I added it. — xZise [talk] 05:04, 15 September 2013 (CDT)

G factor

Does g = 9.82 m/s² ? Specific_impulse#Conversion_factor discusses back-calculating g, and arrives at a value closer to 9.82. Any thoughts on breaking this out in to its own page, or at least "correcting" it here?--BlobKerman (talk) 07:50, 26 May 2014 (CDT)

The gravitational acceleration at the surface shown in the infobox is calculated, based on the mass and radius of Kerbin and using {{BodyData/Gravity}}. So I wouldn't redefine g to 9.82 m/s². The conversion factor is arbitrarily chosen and "coincidentally" the same as the average surface gravity for real-world rockets. You could use 1 m/s² and in the US they would then choose something like 3.3 ft/s² and would get the same results. — xZise [talk] 13:08, 26 May 2014 (CDT)
At least when I last checked, g for Isp and g for Kerbin's surface did not match up. Hence 9.82 for engine efficiency, but 9.81 for weight. UmbralRaptor (talk) 14:31, 26 May 2014 (CDT)