A-wal wrote:If the measuring equipment is moving relative to light it will NOT detect faster or slower relative velocities of the light waves! Do you understand the difference now?
Perhaps I'm almost there...

I can understand waves traveling at a constant speed in an homogenous medium. I can understand waves traveling at different speeds in different mediums. And I can understand waves getting refracted when crossing the boundary between two different mediums. All of these behaviors have been demonstrated, for p-waves, s-waves, and for light. That, of course, is why people started thinking of light as waves.
http://en.wikipedia.org/wiki/Speed_of_light#In_a_medium
The sticking point here is that I "think" that you're saying that the speed of a light wave is constant,
even if the observer is moving through the medium, and I'm questioning how that was determined.
Back to the analogy of ripples on a pond: suppose the wave speed relative to the water is 1 m/s, but suppose you're moving through the water at .5 m/s. This will cause the frequency of the waves to be shifted, by 1/2 or by 3/2, depending on whether you're moving with the waves, or against them. And we observe such a shift in light waves, which is known as the Doppler effect. (Relative velocity might not be the only thing that can shift frequencies, but it is certainly one of them.)
But I "think" that you're saying that the
wave transmission speed is the same, regardless of motion of the observer through the medium, and regardless of frequency shifting due to that motion. And that's where I'm getting confused. I need to know how the speed of light is measured, and how the speed of the medium is factored out. You said earlier that it wasn't.
A-wal wrote:CharlesChandler wrote:So you're talking about Earth-based measurements of the speed of light from the Sun. This means that the instrumentation was swimming in a static medium -- the Earth's atmosphere. So how was the effect of the medium ruled out?
It wasn't. The point is that relative the velocity of the source of the light has no influence on the relative velocity of the light...
That's true of all waves, even in classical mechanics. That's why I conjured up the analogy of pebbles hitting a pond, and I stipulated that they had relative velocities, while noting that this doesn't affect the wave transmission speeds.
A-wal wrote:...and is also unaffected by the relative velocity of the observer.
Unaffected in what sense? Light travels at different speeds in different mediums. You're saying that this is true, regardless of the velocity of the observer. Well, that's true is classical mechanics as well. Ripples on a pond travel at the same speed
relative to the pond, regardless of the motion of the observer. The
frequency is shifted by relative velocity of the observer, but not the wave transmission speed of the water. But I "think" that you're saying that the wave transmission speed is always the same, to every observer, regardless of motion through a medium. I just don't see how the measuring instrument wasn't inside the medium, and thus got the same number every time, since the speed of light
in a given medium is always the same, fully matching classical expectations.
For example, the speed of light in air (given that the wavelength being measured is 589 nanometers, temperature is 0 °C, and the pressure is 1 atm) is about 299,704,644.53915 m/s. This is true regardless of whether the light source is moving toward us, or away from us. Well of course it is -- that's the classical expectation, just like the ripples in the pond moving at the same rate, regardless of the relative velocities of the pebbles. So that doesn't prove Einstein -- it proves Newton.
The real question here is do we get 299,704,644.53915 m/s,
plus or minus the speed of the measuring instrument through the air? So I want to know how speed of light is measured, such that a difference is detected between classical and relativistic expectations. This means that relative velocities through the medium have to be measured, and the different expectations have to be noted.
If you're going to bother to respond, don't just produce another knee-jerk reflex, sensing that I still don't "understand", and going straight into the repetition of relativistic assertions, as if saying it enough times will finally get the point through. I have already heard the assertions many times -- I'm not questioning whether or not you can repeat yourself over and over. I'm searching for the derivations. In all other disciplines, the presentation of a principle starts with a description of the way the effect was measured. For example, the laws of EM induction are typically explained by describing (or even re-creating) Ørsted's experiment in which a compass needle was deflected by current in a nearby wire.
Then you do the math, and consider the practical applications. So the
understanding of the principle is in terms of how its effects are observed. As concerns relativity, it all seems to trace back not to a physical experiment, but rather, to things that Einstein thought, as he was imagining what it would be like to ride on a beam of light. But I'm having difficulty figuring out where that intersects with the physical world.