DeiRenDopa
Master Poster
- Joined
- Feb 25, 2008
- Messages
- 2,582
I decided to take a closer look at Farsight's use of a particular diagram, in this thread.
Here's what I found (not 100% sure I got them all, but I don't think I've missed more than one or two, at most), in chronological order, oldest first:
I expect to be able to point out several inconsistencies in how Farsight has used this diagram, as in, for example, how the same diagram is used to mean quite different things (without Farsight explaining, clearly, what those differences are).
Also, I will use this to show several examples of where, and how, Farsight fails to communicate well.
Not included here are the many responses to Farsight's posting of this diagram. By not including those, I will not be able - easily - to show how Farsight has - often - failed to modify (edit, amend) his message, to address (some) obvious failures of communication.
In the meantime, enjoy!
Here's what I found (not 100% sure I got them all, but I don't think I've missed more than one or two, at most), in chronological order, oldest first:
I've provided ample evidence previously in the form of optical clocks and the Shapiro delay. As you know the coordinate speed of light varies in a non-inertial reference frame such as the room you're in, and we can simplfy the optical clocks to parallel-mirror light clocks thus:
|----------------|
|----------------|
The evidence is patent. There is no evidence however for the sky-falling-in waterfall scenario which is not in accord with general relativity.
I'm the one who's skeptical here. I've offered evidence, you haven't. I've given the evidence of the Shapiro delay and optical clocks which demonstrate that the coordinate speed of light varies:
|----------------|
|----------------|
And we have our evidence from sonar in a non-flowing ocean, plus Shapiro and optical clocks demonstrating this:
|-------------|
|-------------|
No it doesn't. Remember the optical clocks losing synchronisation at different elevations, simplified to parallel-mirror light clocks:
|---------------|
|---------------|
The lower clock goes slower because the light goes slower. That's real.
The metric doesn't tell me it varies. Experiment tells me that. It's as plain as the nose in front of my face. Experiments like the Shapiro delay. Experiments using super-accurate optical clocks which lose synchronisation when separated by only a foot of vertical elevation. They're optical clocks. They employ electromagnetic hyperfine transistions and electromagnetic waves. And we can simplify them to parallel-mirror light clocks, which we know will also lose synchronisation when at different elevations:
|--------------|
|--------------|
Can you see the time flowing in these experiments
I'm looking at hard physical evidence that says the speed of light varies with gravitational potential regardless of any coordinate system. There is no coordinate system you can use to make the light traversing the lower parallel mirror get to the end before the light traversing the upper.
|--------------|
|--------------|
Essentially optical clocks losing synchronisation when separated by a vertical elevation of only a foot. I've also mentioned the GPS clock adjustment and the Shapiro delay, but they're essentially the same thing. The optical clock uses aluminium rather than caesium, and a UV frequency rather than a microwave frequency, but it works along the same lines, and employs electromagnetic phenomena. When these move at a lower rate, the clock runs slower. We use the idealised parallel-mirror light clock extensively in relativity, see for example this instance, and we know that parallel-mirror light clocks would keep time with optical clocks at different elevations. So we know that this scenario applies:
|----------------|
|----------------|
Think of the two light beams as racehorses.
Oh yeah? Have a try switching coordinates to make the lower light-clock tick faster than the upper:
|-----------------|
|-----------------|
Then try switiching coordinates to make the lower light-clock tick:
|-----------------|
|-----------------|
The speed of light c = √(1/ε0μ0) depends on the impedance of space. And it varies. We can see it varies in the Shapiro delay, and in those optical clocks which lose synchronisation, as would parallel-mirror light clocks:
|--------------|
|--------------|
In a gravitational field the speed of light demonstrably varies. So the impedance of space must be varying too. It isn't constant either.
Where the light goes slower your second is bigger, and you use that bigger second on the slower light and hence measure the same speed. Even though you can look at parallel-mirror light clocks and see this going on:
|--------------------|
|--------------------|
Just think of them as racehorses. They aren't going at the same speed.
That the speed of light varies, remember?
|--------------------|
|--------------------|
Regarding the main point I'm trying to convey, if I showed you two parallel cables with a different impedance, you'd expect to see some variation in the A/C signal propagation time, which we might depict like this:
|-----------------|
|-----------------|
If I replace the cables with light beams in say a smoke-filled chamber, and gave you a gedanken high-speed camera, you should be able to play back the film and see the light beams propagating in a similar fashion:
|-----------------|
|-----------------|
I would hope that you would attribute this difference to vacuum impedance rather than "time flowing slower", and conclude that c = √(1/ε0μ0) is not an absolute constant.
You merely consider two parallel-mirror light clocks at different elevations, you're aware that GR predicts that these clocks do not stay synchronised, and then you draw yourself a picture showing one beam of light moving faster than the other. Like this:
|---|
|---|
See above. One needs somewhat perverse reasoning to assert that the two light beams are moving at the same speed. If they were, the two clocks would remain synchronised, contrary to Einstein's GR prediction which has been verified repeatedly.
Wow guys, I've just read through to the end of the thread and frankly I'm amazed. You're showing the most awful groupthink here. You still can't see the obvious. Let's try it another way. Let's say we've got two trains on parallel tracks. They start off at the same time, and one reaches the end before the other. Like this:
|-----------------|
|-----------------|
Which train is going faster? Easy. The top one.
Now repeat this with two light beams in parallel-mirror clocks:
|-----------------|
|-----------------|
Which one's going faster?
It's that simple, it really is.
And at the event horizon c is zero! Hence the gravitational time dilation goes infinite at the event horizon. Take the lower clock down to the event horizon, and this is what you've got:
|-----------------|
|-----------------|
And that reflects what we can see with our parallel-mirror light clocks losing synchronisation at different elevations, just like those super-accurate optical clocks.
…
you could devise an experiment with superhighspeed cameras and watch the two light beams making progress in a misted chamber:
|-----------------|
|-----------------|
It's only constant because it's defined to be constant. If it was truly constant, optical clocks and parallel-mirror light clocks at different elevations would stay synchronised, and we'd then assert that indeed the speed of light is absolutely constant:
|-------------------|
|-------------------|
The speed of light varies. Experiment tells you this. Einstein did too.
Tell me about those trains, sol, and the light beams going at the same speed:
|---------------|
|---------------|
I can see that the speed of light varies with gravitational potential:
|---------------|
|---------------|
These two light beams are not going at the same speed.
Tell me how two trains moving like this, or two light beams, are moving at the same speed.
|---------------|
|---------------|
You won't.
I can see that the light goes slower where it's lower.
Speed is how fast something is moving. Even without choosing any coordinates or defining any units, one can point to the scientific evidence of optical clocks and parallel-mirror light clocks and say that one thing is moving faster than another. Your choice of coordinates does not alter this relationship, you cannot contrive gravitational time dilation to make the upper clock tick faster than the lower. Light does not curve away from a star, it curves towards it.
|------------------|
|------------------|
Now look to that evidence. The speed of light varies. You can see it varies, just like Einstein said.
|-------------------|
|-------------------|
You can conduct the experiment when you and your two-parallel-mirror light clocks are in free fall. At all times the lower clock is below the upper clock, so you continue to see that the light beam in the lower clock goes slower than the light beam in the upper clock:
|----------------|
|----------------|
The evidence that supports Einstein is right there in optical clocks losing synchronisation at different elevations. You know they'll each stay synchronised with parallel-mirror light clocks at those elevations, so you know that parallel-mirror light clocks at different elevations lose synchronistion. We can represent that like this:
|-----------------------|
|-----------------------|
Coupled with say the Shapiro delay, it's clear that the speed of light varies.
In a later post, or two, I'll go through at least some of this.And still nobody will address the hard scientific evidence of the Shapiro delay and light clocks losing synchronisation at different elevations:
|------------------|
|------------------|
Nobody will concede that this demonstrates with crystal clarity that the speed of light is not constant.
I expect to be able to point out several inconsistencies in how Farsight has used this diagram, as in, for example, how the same diagram is used to mean quite different things (without Farsight explaining, clearly, what those differences are).
Also, I will use this to show several examples of where, and how, Farsight fails to communicate well.
Not included here are the many responses to Farsight's posting of this diagram. By not including those, I will not be able - easily - to show how Farsight has - often - failed to modify (edit, amend) his message, to address (some) obvious failures of communication.
In the meantime, enjoy!