As this is a topic that is brought up repeatedly I thought I'd make a thread about it so we could try to iron out the kinks.
This is what the FAQ says on the subject:
Q: "What about the stars, sun and moon and other planets? Are they flat too? What are they made of?"
A1: The sun and moon, each 32 miles in diameter, rotate at a height of 3000 miles above sea level. As they are spotlights, they only illuminate certain places. This explains why there are nights and days on Earth.
A2: In James McIntyre's model, the sun and the moon are metallic discs. These discs are being held above the Earth by photoelectric effect. See: Photoelectric Suspension Theory.
The stars are at a height of 3100 miles above sea level, which is as far as from San Francisco to Boston.
Now, we can ignore A2, because it doesn't apply to what I'm concerned with here. First, I think it's necessary to tweak this description no matter what conclusions are drawn in this thread, because it does (as has recently been pointed out) imply that the sun and moon are both the same size and the same height above the Earth. If we accept the explanation for solar eclipses, this is not possible. The sun must be higher and therefore larger. Just throwing in a couple "approximately"s and stating that the sun is slightly higher and slighter larger should be sufficient to normalize things, in that respect.
My primary question now is, how were these figures derived? I ask because I've never seen the process described on these forums. I feel like unless we have a precise mathematical model that's used to derive the distances/sizes, it will always look like a blind guess. Also, this is not what Rowbotham says, so we don't even have a source to refer members to when the question pops up, and in this respect, our FAQ contradicts Rowbotham's word, and for no readily apparent reason to boot.
Also, if we were to assume electromagnetic acceleration, what effect would that have on the result? I have a feeling that with EA taken into account these figures would all grow much larger, and I believe Euclid (who has done a great deal of work toward our understanding of the phenomenon and is a wizard with maths) even stated so himself.
The distance to the stars are another particular concern to me. I believe the Doppler Effect legitimately indicates that the stars are accelerating away from us; if you accept that, it's just a question of how quickly they are accelerating away from us, and what effect this has on their overall distance. It would be negligible, I'm guessing, since we can't look up into the sky and see the stars receding from us, but there must be some effect, and that should be addressed in the FAQ too. Also, is 3100 miles really a reasonable estimate for their distance? Doesn't it make more sense that some stars would be further away from us than others?
At the risk of pointing out the obvious, it should be noted that the distance and size of the planets is ignored in the answer despite being referred to in the question. So I'd like to address that as well; do we have any methods for determining the distances to the planets?
Now, I'm not expecting a
consensus, per se, among FEers about what the true distances should be. I would at least like to see the math supporting the figures given in the FAQ, and if such math can't be provided, I feel that something should be worked out so we can give a legitimate answer to the question of the size and distance of the sun/moon/planets/stars.
Please note that this thread is not intended to be used for debate about the legitimacy of the Flat Earth model itself, and if someone feels the need to comment on such in a way that is irrelevant to the central questions in this post, they will be ignored.