(Message edited to correct some typos and fix a pair of issues)Yes. You read well.
The FE model uses a light hypothesys that allows us demonstrate that the Moon can't be seen during night.
We will cover several aspects from the FE model and use several of their hypothesys.
Lets knee deep into the thing:
First, I will review what FE model says about the Day and Night cycles, and how they work, if their earth was flat:
(http://wiki.tfes.org/FAQ#How_do_you_explain_day.2Fnight_cycles_and_seasons.3F)
Day and night cycles are easily explained on a flat earth. The sun moves in circles around the North Pole. When it is over your head, it's day. When it's not, it's night. The sun acts like a spotlight and shines downward as it moves. The picture below illustrates how the sun moves and also how seasons work on a flat earth.
According to this, and if the earth were flat, then the sun could be seen always, even if it is night, because there would be no possible obstacle for the rays of the sun to travel to the infinite.
Because we cannot see the sun during night, the FE model proposes a solution for this.
According to the FE model, the rays of light from the Sun bend up, so they can't reach our eyes beyond the
terminator.
Quoting what the FE wiki says:
(http://wiki.tfes.org/Optics#Electromagnetic_Accelerator)
Electromagnetic Accelerator
The Electromagnetic Accelerator Theory calls for light to be "bent" upwards as it travels towards the earth. The path of light is a parabolic arc. It is commonly abbreviated to EA.
Day/Night with Electromagnetic Accelerator
When the sun is too far away rays are bent in a parabolic arc before they reach earth, resulting in night time.
The Electromagnetic Accelerator (EA from now on) is compatible with the Night and Day cycles, and it even can give an explanation why the sun can't be seen from a place at night.
But, how do we can calculate the Y position of a photon while traveling?
The FE model kindly gives us a formula to calculate this:
(
http://wiki.tfes.org/Electromagnetic_Accelerator)
where X and Y are the position of the photon; c the speed of light in a vacuun, and β is the Bishop constant, that gives the magnitude of the acceleration.
This formula per-se, doesn't make any sense, since in the FE model as depicted in the wiki, doesn't exist gravity as "attraction between two bodies due to their mass", and the formula talks about accelerating a ray of light, but the only way to accelerate the light is to change its relative distance from an object with mass that has gravitational force, but since the FE model the gravity is not an attraction force, then the photons can't accelerate in either direction.
There is also the Davis Model, where it is stated that the Earth do have gravitational force as everyone knows today, and it is an atraction force. In this case, there is gravitational force, so if the photons are being accelerated upwards, it means that there is a gravitational force in the firmament that is able to bend the light. The only way that a mass can bend the light, is if it's gravity is infinite (yes, like in a black hole), so in this case, the existence of the earth itself is a contradiction, because if the light is bent up by infinite gravity, then the source of gravity is close enought to attract everything that has mass and is near the source of light!!!
This, automatically invalidates the EA and everything derived from it. But since I'm not trying to demonstrate that now, lets just simply accept that the photons accelerate because they have a rocket attached to them.
In either case, the Sun illuminates from the Arctic to the Antarctic, which is a distance of ~6300 Km.
This means that a photon that starts travelling from the Sun, parallel to the earth surface, can be seen by a person that is at the same heigh as the sun (4828 Km), and at a maximun distance of ~3150 Km from the Sun.
The meaning of this is that, beyond ~3150 Km from the sun there is no light from the sun at all. Otherwise, we would be able to see the sun during the night.
According to this, when the distance from the Sun to the Moon is more than ~3150 Km, then there won't be light from the Sun reaching the Moon, so the Moon can't reflect any light from the Sun, making it invisible, and this will happen only during the night.
The logical conclussion is that the Moon, in the FE model as depicted in the wiki, can't be seen during the night because the Moon and the Sun are in the same plane of orbit, and the photons from the Sun in such plane are no longer in such plane beyond ~3150 Km.
But in fact, we see the moon during the night, making again the FE model invalid and contradictory.
Conclussion: according to all logical deductions, and using the FE model formulae, we concluded that such model is wrong again since it states that the Moon can't be seen during nightime, while the reality shows us otherwise.