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Map Projection for Satellites
For circle orbits ( Iorb - inclination, Torb – period) X = C * L dY/dPhi = C * sqrt( cos(Phi)^-2 + cos(Iorb)^-2 – 2 * Torb / (Tearth * cos(Iorb) ) ) Possible: if PhiIorb dY/dPhi = const = C * sqrt( cos(Iorb)^-2 + cos(Iorb)^-2 – 2 * Torb / (Tearth * cos(Iorb) ) ) X, Y – map coordinates L, Phi – longitude, latitude Such map has property: equal paths (on map and on surface of sphere) for equal times. Example (Torb=90 minutes) Iorb=51.6 (ISS) http://programtree.com/map51or.gif Large BMP file(1920*1920) http://programtree.com/map51.bmp Iorb=28.5 (Cape Canaveral) http://programtree.com/map28or.gif Large BMP file(1920*1480) http://programtree.com/map28.bmp |
#3
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Andre scribbled something like ...
schreef : Map Projection for Satellites [...] Such map has property: equal paths (on map and on surface of sphere) for equal times. [...] For this I use a 'simple' program 'Orbitron' (www.stoff.pl) Others use NOVA for the same purpose... Does Orbitron or NOVA have the equal paths for equal times property? Or is it just a convenient copy of the traditional NASA Mission Control screen? /dps |
#4
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Snidely schreef :
Andre scribbled something like ... schreef : Map Projection for Satellites [...] Such map has property: equal paths (on map and on surface of sphere) for equal times. [...] For this I use a 'simple' program 'Orbitron' (www.stoff.pl) Others use NOVA for the same purpose... Does Orbitron or NOVA have the equal paths for equal times property? Or is it just a convenient copy of the traditional NASA Mission Control screen? /dps Those programs can calculate/predict where certain satellites are at a given time (correct element sets are required). Also they can calculate where the given sats are at this moment. I must say Orbitron is pretty accurate. |
#5
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=?ISO-8859-15?Q?Andr=E9,_PE1PQX?= scribbled
something like ... Snidely schreef : Andre scribbled something like ... schreef : Map Projection for Satellites [...] Such map has property: equal paths (on map and on surface of sphere) for equal times. [...] For this I use a 'simple' program 'Orbitron' (www.stoff.pl) Others use NOVA for the same purpose... Does Orbitron or NOVA have the equal paths for equal times property? Or is it just a convenient copy of the traditional NASA Mission Control screen? Those programs can calculate/predict where certain satellites are at a given time (correct element sets are required). Also they can calculate where the given sats are at this moment. I must say Orbitron is pretty accurate. Which indeed is useful. But the question is about the *projection*, which is a map-making term. Comes in flavors like "ortho-something", "isoconic", "Mercator", etc. So the programs you mention ... the map they display ... what is the projection used, and does it have the EP for ET property? (You can run the calculations for satellite tracking without any map being displayed, and have those calculations be quite accurate ... and for some purposes, more useful than a map display ... but we still want to discuss *projections*.) /dps |
#6
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http://i287.photobucket.com/albums/l...t/Orbitron.jpg
Here a screenshot of Orbitron. ISS is at the beginning of the stracks displayed, calculated with the most recent Keppler elements available. In the lower richt corner a radar-display will appear if a satellite is in (visible) range of the location of your choice (location of my choice is my home town Emmen, NLD). Hope it helps... |
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