Scenario:
We have three objects of mass/matter in an entire self contained and closed system universe.
Those three objects have a relative velocity of zero, in that they are stationary relative to each other.
As a part of this inertial frame we have a clock that continues to tick at a steady rate and represents the passage of time for all three objects, in fact the passage of time for this entire universe.
Although there is no obvious movement in this universe we do have the passage of time therefore we have change occuring.
Test case and
The question is:
"How far do these three objects travel together in 1 second of time?"
Reasoning and outcomes:
Now this may seem like a silly question and in a way it has a trick to it.
There is no way of telling how far they travel externally as there is nothing to relate their travel to except space and vacuum.
So the question is more about how far do they travel with in themselves in 1 second.
The reason this question comes up is that using a MInkowski/ Einstein light cone diagram IMO it is often forgotten or inadvertently failed to be realized that the observer and his object of mass/ matter also fall under the decription that the cones offer regarding time.
As far as I can tell from SRT the answer must be no less and nor more than the distance light travels in 1 second.
Thus it can be concluded IMO that the inertial frame of three objects is traveling an inherent [built in] rate of 'c' even though they appear to be stationary to each other .
If extrapolated to an entire universe this would mean that at a fundamental inherent way the entire universe is changing at this very same rate.
Therefore the fundamental rate of universal change is 'c'. [ irrespective of externally observable relative velocities]
In this sense therefore the speed of light can be deemed the speed of time, rate of time or more correctly the rate of change.
care to discuss
Edit: For those who find the question badly worded or using incredibly bad terminology, possibly you may be kind enough to provide a better way of asking the same question.
We have three objects of mass/matter in an entire self contained and closed system universe.
Those three objects have a relative velocity of zero, in that they are stationary relative to each other.
As a part of this inertial frame we have a clock that continues to tick at a steady rate and represents the passage of time for all three objects, in fact the passage of time for this entire universe.
Although there is no obvious movement in this universe we do have the passage of time therefore we have change occuring.
Test case and
The question is:
"How far do these three objects travel together in 1 second of time?"
Reasoning and outcomes:
Now this may seem like a silly question and in a way it has a trick to it.
There is no way of telling how far they travel externally as there is nothing to relate their travel to except space and vacuum.
So the question is more about how far do they travel with in themselves in 1 second.
The reason this question comes up is that using a MInkowski/ Einstein light cone diagram IMO it is often forgotten or inadvertently failed to be realized that the observer and his object of mass/ matter also fall under the decription that the cones offer regarding time.
As far as I can tell from SRT the answer must be no less and nor more than the distance light travels in 1 second.
Thus it can be concluded IMO that the inertial frame of three objects is traveling an inherent [built in] rate of 'c' even though they appear to be stationary to each other .
If extrapolated to an entire universe this would mean that at a fundamental inherent way the entire universe is changing at this very same rate.
Therefore the fundamental rate of universal change is 'c'. [ irrespective of externally observable relative velocities]
In this sense therefore the speed of light can be deemed the speed of time, rate of time or more correctly the rate of change.
care to discuss
Edit: For those who find the question badly worded or using incredibly bad terminology, possibly you may be kind enough to provide a better way of asking the same question.
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