Think about this in the meantime:
We use the metre standard without knowing our absolute velocity or having absolutely synchronized clocks.
Whose world are we living in?
Well then, am I safe to conclude that the frames of reference you refer to are not defined exactly the same as they are in Relativity? Your definition would suggest different math to perform transformations?
Will do. Tomorrow. It's 4:30am here.
Think about this in the meantime:
We use the metre standard without knowing our absolute velocity or having absolutely synchronized clocks.
Whose world are we living in?
MD, do you maintain that since the source of light can move relative to the light surface (that I think of a curved plane waves traveling through the medium of space in this case), that then the apparent speed of that plane wave relative to the moving source is not constant, but depends on the velocity of the source?
Yes, you are correct. However then the source has changed frames. Obviously (I think), the light sphere cannot change frames, and so you are basing the concept of absolute zero velocity on an object at rest that emits the light sphere, and it must remain at rest relative to that sphere. Buy we know that is not possible since everything is in constant motion.
So wouldn't you have to be making a premise that the location of the emmission of the light sphere is always at rest and that that postion can serve as the absolut reference for both the velocity of the light and the velocity of the source?
I will support you on that. Since I am not up to speed on the example being discussed and don't relish the idea of reading back on a year old thread with a bezillion posts , I leave it at that. (Unless you want to give me a post # to go bact to that will bring me up to speed )The center of the light sphere is the point in space that the light was emitted, that can't change because the speed of light is a constant. The measurements are taken from that point in space for the light, and also the source, since that is where the source was when it emitted the light.
The light travels relative to the absolute zero reference frame, and so does the source.
I will support you on that. Since I am not up to speed on the example being discussed and don't relish the idea of reading back on a year old thread with a bezillion posts , I leave it at that. (Unless you want to give me a post # to go bact to that will bring me up to speed )
Can you briefly explain the differences between your method and Einstein's? On the surface I don't see how the particular speed of light, length of the meter, or duration of a second would make any difference between your view and Einstein's.I don't blame you. You can see, though, that my method is bonded to the definitions of the speed of light and the meter and second. You can not separate my method from the standards. Einstein's method, though, is very different, and that makes him wrong. There is only 1 reality, and mine is it. That leaves him out in the cold!
This appears to be saying that a source can determine its absolute velocity relative to the velocity of light. This is possible because the source can tell how far away the edge of a spherically expanding wave of light is, after they emit it. In other words, to determine your absolute velocity, emit some light and simply observe the expanding spherical wave. Since you know how long a metre is, you know the distance to the edge of the light wave, and if you have an accurate clock you can determine your absolute velocity.Motor Daddy said:I like to make it simple. A source in space emits light. One second later the light sphere will have a radius of ~299,792,458 meters. If the source is at the center of the sphere at the 1 second mark then it had an absolute zero velocity.
What you say is true. However, if MD's position is defensible given a way to follow a light sphere through space, etc., then what I am asking him is what there is about Einstein's theory that would produce different observations given the same tools.Here is Motor Daddy's problem (or at least, one of them). It's a big one:
This appears to be saying that a source can determine its absolute velocity relative to the velocity of light. This is possible because the source can tell how far away the edge of a spherically expanding wave of light is, after they emit it. In other words, to determine your absolute velocity, emit some light and simply observe the expanding spherical wave. Since you know how long a metre is, you know the distance to the edge of the light wave, and if you have an accurate clock you can determine your absolute velocity.
All you need is a universe that lets you see light traveling through space, and has clocks that are accurately synchronised for all time.
Note: my analysis of MD's universe may be a little inaccurate, but I think that's the gist.
What you say is true. However, if MD's position is defensible given a way to follow a light sphere through space, etc., then what I am asking him is what there is about Einstein's theory that would produce different observations given the same tools.
Thank you Origin. That sounds like a good explanation of the differences I was looking for.It is quite simple. Experiments showed that light is always measured in a vacuum as c. Einstein said; fine, that means that every observer regardless of the inertal frame they are in (their velocity frame) will measure light as moving at c. That directly leads to lorentz transformations and the contraction of time and space, or special relativity.
MD ignores the fact that light is always measured as c in a vacuum. He chooses to believe that depending on your velocity you will measure a different relative speed of light. If this were true (which it is not) then you could simply use Newtonian physics to analyze the situation instead of using relativity. That is what MD is doing, using newtonian physics with light.
Why he ignores actual measurements and instead pretends that the relative speed of light changes with the observers inertial frame is anyones guess....
Can you briefly explain the differences between your method and Einstein's? On the surface I don't see how the particular speed of light, length of the meter, or duration of a second would make any difference between your view and Einstein's.
Where and when did you take these measurements?I measure the speed of light to be different