- Joined
- Jan 15, 2006
- Posts
- 123,002
- Reaction score
- 4,576
- Points
- 113
Another perspective here:
seven_sins said:There is a real easy solution to unseen moon problem. The moon can be in any orbit that passes through the cone where it can't be seen. All that is required is that it stay in this cone for two weeks. We can make this happen by making the moon move slow enough. This will probably give the moon a huge orbital radius, but the size of the orbit is not a constraint.
Kulindahr said:seven_sins said:I ask a Ph.D. physicist your question. Here is his answer:
The part of the sky you see, at any instant, is the part above a plane, tangent to the earth, at your location. You see more of the sky than this, however, because the earth rotates. The part of the sky that you never see, though, is the volume within a cone whose sides are tangent to the earth at your latitude and whose apex is above the north pole. (From this cone you must exclude the small volume to the north of you.) The moon would have to stay in this volume for two weeks to remain unseen. If you are at 45 degrees north latitude then the cone is a right curcular cone.
Under these circumstances, an orbit that would keep the moon hidden for two weeks is one which carries the moon over both the north and south poles and whose period is eight weeks, about twice that of our moon. During the two weeks the moon is unseen, it would be inside this cone, south of the earth's South Pole. During these two weeks the moon would travel 90 degrees, a quarter of the way around the earth. The orbit would have to be 59% bigger than our moon's orbit, assuming the planet it orbited had the mass of earth. Any orbit larger than this would also work.
I hadn't even thought of a polar orbit!























