Janus58,
(my italics)
If the astronaut concludes the moon is rotating on its axis, he must also conclude the Earth orbits himself and the moon in synchronicity with the rotation of the moon, or else the Earth would not stay almost motionless in his sky. An intelligent astronaut could measure the relative masses of the Earth and moon and conclude that the much larger mass of the Earth is not orbiting the smaller mass of the moon. Therefore, he concludes the moon is orbiting (revolving around) the Earth and that the moon is not rotating on its axis relative to the Earth. He could also conclude the moon does rotate relative to the 'fixed' stars. Those are the frames of reference I was speaking about that you insist on ignoring.
You are confusing "point of view" and "frame of refernce",
they are not the same thing. Once the Astronaut concludes that the Moon is revolving around the Earth, he uses
that frame of reference to determine that the moon is rotating to maintain the same face to the Earth, regardless of what "his point of view" says. He doesn't use one frame of reference to measure the revolution and another for the Moon's rotation. That would be no different than saying that while the Earth travel's around the Sun, we measure the Earth's rotaion around its own axis relative to itself, and the Earth doesn't rotate. You don't measure the moon's revolution around the Earth by a different reference than you do its rotation.
And if a frog had wings, he wouldn't have to bump his ass every time he took a step.
If you are quite through being foolish.
The situation of the Horse and rider set on frictionless bearings is a much closer analogy to a moon orbiting a planet than one where they are rigidly attached to the frame of the carousel.
If it is the term "frictionless" that you are worried about, it is perfectly allowable condition in a theorectical example. But if you insist, we can replace it with "extremely low friction"( Just enough frction so that after some few hundred million or so trips around the carousel, the horses will match the rotation of the carousel.). That would make it even a closer analogy to an orbiting moon. Add in that the carousel changes it speed over the course of a rotation, and you come even closer to the Earth-Moon system.
The point of the argument remains the same; there is no special conection between the direction the horses face and their circular motion around the center of the carousel.
Mercury is not tidally locked with the sun, that was a mistake in old textbooks.
Don't put words into my mouth, I never said or implied that Mercury kept one side towards to the Sun. I explictly said that it had a 3:2 rotation to revolution ratio
Mercury rotates three times for every two orbits around the sun. It is called a 3:2 spin-orbit resonance, not a tidal lock.
And the Moon has a 1:1 resonance. Actually, it is a moot point whether or not the term "tidal lock" is limited to just 1:1 resonances or includes others.
On another note, I'm surprised that you aren't claiming that Mercury is in a 1:2 resonance (rotates once for every 2 orbits). After all, its Solar day is 176 days compared to its 88 day orbit. Since you seem to think that the Moon's rotation should be judged by the Earth's preceived motion in its sky, then it seems that, to be consistant,you should claim that Mercury's would be judged by the Motion of the Sun in its sky.
I'm sorry, I wasn't clear as to what I meant by 'within the frame of the farris wheel'. I didn't mean the farris wheels frame of reference, but the actual circular steel frame that the gondula is attached to. The gondula rotates within the circular steel frame as the steel frame rotates relative to a ground observer.
Again, you seem to want to jump back and forth between points of view and frames of reference willy nilly whenever you wish.
Let's approach this from another angle (so to speak).
Assume we have the situation as mentioned earlier in this thread where the moon's axis lies parallel to the plane of it orbit(90° axial tilt), and it rotated on its axis once per orbit (relative to the stars), and appears from the Earth as I show in my last post. You'd agree that the Moon does indeed rotate on its axis in this case wouldn't you, and if not, why not?
Now make the axial tilt 80°, is it still rotating on its axis? At 70°, 45° or 30°?
And at what point between 90° and 0° axial tilt do you claim that the moon suddenly stops rotating on its axis?