DeiRenDopa
Master Poster
- Joined
- Feb 25, 2008
- Messages
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A couple of posts by Farsight, with responses to mine have appeared in this thread today*. I'll get to them later.
For now, just this, which will begin to get at Farsight's apparent misunderstanding of GR (well, one of them):
Let's start, Farsight, by going diving. We will carry with us a pressure gauge, and the water we will dive in has a nice, vertical ruler, marked in meters, with zero being the water's surface.
We will also carry with us a nice, miniature, (physical) chemistry lab. As we descend, we keep a record of the pressure gauge readings, the depth (per the ruler), and the results of experiments we do with our lab, concerning pressure-sensitive reactions (including phase changes); our lab is a pretty snazzy one in that it does an excellent job of holding other physical conditions (such as temperature) constant. We take with us a team of observers, equipped with appropriate recording devices, so there is an objective, independently verifiable, record of our experimental results.
What we find is not all that surprising, and may be summarized by saying that depth correlates with pressure, and the various parameters of our chemistry experiments do too.
As we live in the far future, we are able to repeat this set of experiments in many bodies of water, at different locations on Earth, and on other bodies in our solar system.
With me so far? Any questions or comments?
For our next series of experiments, we travel the world with a gravitometer, an altimeter, and our usual cast of observers. We keep a very careful record of the output of the gravitometer. In one set of experiments, we climb, with our instruments, up a tall, strong, low-mass tower.
Again, this being the far future, we are able to repeat our experiments on, and above, the surfaces of many solar system bodies.
What we find is also not very surprising, and may be summarized by saying that the local g correlates with altitude (or, as you like to say, elevation) on any particular solar system body, and with the estimated mass of that body.
With me so far? Any questions or comments?
For the next set of experiments we carry with us a standard clock, a standard ruler (i.e. devices which measure time and length, per the SI definitions), and a parallel-mirror light clock. We also have pressure gauges, temperature gauges, gravitometers, ... This time we have some friends along, each of whom has their own clock, and each clock is of a different kind; one has a grandfather clock, another a quartz crystal clock, a third an optical clock, a ... Oh, and our usual retinue of observers.
We visit all the places we went to on our 'gravitometer tour'.
This time we find something strange and wonderful (or not): at each location, all the clocks tell the same time (within their error bars/uncertainties)!
With me so far? Any questions or comments?
This being the very far future, we repeat all our experiments, in environments considerably more extreme than any we'd visited previously, like near the photosphere of the Sun, in deep space, just above the surface of a white dwarf star, ditto of a neutron star.
Do any of our findings (experimental results) change?
Once you've had a chance to comment, I'll continue.
* YMMV, depends where in the world you are ...
For now, just this, which will begin to get at Farsight's apparent misunderstanding of GR (well, one of them):
Let's see now. I can see my clock, and I can see my other clock. One's lower than the other, and it's running slower, just like Einstein said. Then I can open up my clocks and see them in action. I can see the cogs whirring, or the crystals oscillating, or using my gedeanken microscope I can the electrons flipping or the electromagnetic waves propagating. And in the lower clock I can see all those things moving slower than the upper. But then you lean over my shoulder and say No Farsight, they're moving at the same speed, they're just in different reference frames. What reference frames? Two little rectangles, one around each clock? And then you say you need to read the good book, Farsight. The last time I heard stuff like that was when I was having a dingdong with the YECs.DeiRenDopa said:I think you need to go read a good textbook on relativity, Farsight. The only way you can tell if a 'clock runs slower' is by comparing it with another clock in the same reference frame!
Let's start, Farsight, by going diving. We will carry with us a pressure gauge, and the water we will dive in has a nice, vertical ruler, marked in meters, with zero being the water's surface.
We will also carry with us a nice, miniature, (physical) chemistry lab. As we descend, we keep a record of the pressure gauge readings, the depth (per the ruler), and the results of experiments we do with our lab, concerning pressure-sensitive reactions (including phase changes); our lab is a pretty snazzy one in that it does an excellent job of holding other physical conditions (such as temperature) constant. We take with us a team of observers, equipped with appropriate recording devices, so there is an objective, independently verifiable, record of our experimental results.
What we find is not all that surprising, and may be summarized by saying that depth correlates with pressure, and the various parameters of our chemistry experiments do too.
As we live in the far future, we are able to repeat this set of experiments in many bodies of water, at different locations on Earth, and on other bodies in our solar system.
With me so far? Any questions or comments?
For our next series of experiments, we travel the world with a gravitometer, an altimeter, and our usual cast of observers. We keep a very careful record of the output of the gravitometer. In one set of experiments, we climb, with our instruments, up a tall, strong, low-mass tower.
Again, this being the far future, we are able to repeat our experiments on, and above, the surfaces of many solar system bodies.
What we find is also not very surprising, and may be summarized by saying that the local g correlates with altitude (or, as you like to say, elevation) on any particular solar system body, and with the estimated mass of that body.
With me so far? Any questions or comments?
For the next set of experiments we carry with us a standard clock, a standard ruler (i.e. devices which measure time and length, per the SI definitions), and a parallel-mirror light clock. We also have pressure gauges, temperature gauges, gravitometers, ... This time we have some friends along, each of whom has their own clock, and each clock is of a different kind; one has a grandfather clock, another a quartz crystal clock, a third an optical clock, a ... Oh, and our usual retinue of observers.
We visit all the places we went to on our 'gravitometer tour'.
This time we find something strange and wonderful (or not): at each location, all the clocks tell the same time (within their error bars/uncertainties)!
With me so far? Any questions or comments?
This being the very far future, we repeat all our experiments, in environments considerably more extreme than any we'd visited previously, like near the photosphere of the Sun, in deep space, just above the surface of a white dwarf star, ditto of a neutron star.
Do any of our findings (experimental results) change?
Once you've had a chance to comment, I'll continue.
* YMMV, depends where in the world you are ...