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#12 | |
Silent Hunter
![]() Join Date: Dec 2004
Location: AN9771
Posts: 4,904
Downloads: 304
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![]() Quote:
After 2 hours the contact moved 22 kilometers along it's track. This makes your distance to the new projected meeting point 63 km. (it's 22 degrees to the left) But this will take longer: 2 hours 8 minutes. And so, in that time the target moves 23.7 km. This again moves the projected meeting point even further to the left (23.6 degrees) And so your distance to this new meeting point grows slightly to 63.6 km It would take you now a minute more to reach that. And so on, and so on. But let's consider this minute close enough for now In other situations you might have to do more repeated calculations, as your distance to the projected meeting point creeps further away. So, how do you consider repeatedly calculating the distance that the target moves in the same time it takes you to do it "the easiest and fastest"? To each his own method, of course. But I think those words better apply to the graphical method as described. Where no calculation is needed. |
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