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Track Correction Error
Hi All,
Does this work for correcting track error? Angle to Destination = fraction of journey (i.e. ½) turned around (i.e. 2/1) multiplied by Track Angle Error I.e. if half way and 6 degrees of track: 6 x 2 = 12 degrees (takes you to destination) or if quarter of the way and 5 degrees of track, 5 x 4 = 20 degrees? (takes you to destination) The latter doesn't seem correct but is what's written in a book I'm studying... Help. |
It's fraction of journey "inverted" multiplied by closing angle to go direct to destination.
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That's what I mean...
So if you're only a quarter of a way there, it would be TE x 4? Sam |
Not quite - it would be 4 X "Closing angle" - ie the angular displacement from track measured from the destination end of track.
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