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Adding a small offset force should affect the elliptical trajectory of a body the same way it produces it: where the body is moving away from the force, it should slow down its tangential speed a bit faster than it is actually slowing and curve its direction a bit faster than it is actually curved, and where it is moving closer, it should increase its tangential speed a bit faster than it is actually increasing and curve its direction a bit faster than it is actually increasing too.
Optical phenomenon are measured with instruments made out of atoms, and since those atoms move according to the direction and the intensity of the gravitational force applied on them, then we can deduce that the direction and the speed they take while being accelerated depend on any optical phenomenon they suffer during that moment.
I have to say that optics is not my forte ... But I consider thinking those interactions between optical phenomena, speeds taken by used instrument atoms (or other earth atoms), and gravitational forces applied on them, might have a not completely insignificant influence on orbits, tides, etc. is utterly absurd !!
Discard the tidal acceleration hypothesis if you want, but then you need to explain the moon moving away a very measurable 4 cm each year.
If that were true, everything else (other planets, the sun ...) would all similarly be receding from us.
My orbital speed hypothesis and my aberration hypothesis do not seem to work, but my slow shortening of the particles' wavelengths seems to work. If our atomic clocks are constantly speeding up with time while the speed of light stays constant, the time light takes to make a roundtrip to the moon would seem to lengthen, and we could easily attribute it wrongly to an increase in distance if we also consider that the speed of light is constant because we depend on light to measure that kind of distance. As I said, that phenomenon would produce redshift, so it could also explain the cosmological redshift, but I also think that it could produce gravitation itself since it would give the particles the false information that they are moving away from one another with time, so they would be forced to accelerate constantly towards one another for the strength of their bonds to stay constant, and whatever the kind of bonding. It is an extremely circular phenomenon, but it doesn't mean that it doesn't work
Again: to me all that sounds like an utterly absurd idea ...
Quote from: Le Repteux on 02/10/2018 20:30:25They would seem to be receding, which is precisely what the tidal acceleration hypothesis implies too in the case of the solar system.For that matter, the building across the street would seem to be receding. That's a pretty easy falsification test for your hypothesis.
They would seem to be receding, which is precisely what the tidal acceleration hypothesis implies too in the case of the solar system.