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tanzanos
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Is change possible without time? Also is time possible without change? What is the correlation between the two and how does time dilation affect change?
Time is nature's way of keeping everything from happening at once.
If it is a series of events then would I be correct to state that change is stepped? And if so then what defines the boundary between one state to another?Jarle said:Change from one state to another can be seen as a series of events.
If it is a series of events then would I be correct to state that change is stepped? And if so then what defines the boundary between one state to another?
How does time affect the boundary? what is the boundary?Jarle said:We define the boundary. If we can observe a difference in a situation from one time to another we can say there has occurred change.
How does time affect the boundary?
The boundary is most likely relative to the human observer. A person who looks at a metal plate would not observe any change. (given that the plate doesn't change color) Now, if the person held his hand on this metal plate he would observe a change. The state of the plate would be considered different from what it earlier was. This could be put in rigourus context like the physical definition of temperature and its quantification.what is the boundary?
So basically you are saying that change is not stepped because time is not stepped? How do we know that a change has occurred if change is not stepped? If it is then there has to be definitive boundaries between each state of change. Now what is that boundary; and how does time effect that boundary?petm1 said:What is any boundary? All energy is bound in the present, if you can think of time not just as the number generated by counting changes as in a clock (local), but more as the function of the changes themselves (global).
tanzanos said:So basically you are saying that change is not stepped because time is not stepped? How do we know that a change has occurred if change is not stepped? If it is then there has to be definitive boundaries between each state of change. Now what is that boundary; and how does time effect that boundary?
PS: I am not thinking of time as a number but as the "operator"
Well how else can I put it? If change has boundaries between each differing state then change is stepped! Change cannot be analogue!petm1 said:Stepped?
tanzanos said:Well how else can I put it? If change has boundaries between each differing state then change is stepped! Change cannot be analogue!
You defined change as, "... a state that differs from its previous state", which might be paraphrased as "change refers to an incongruency between two or more recorded spatial configurations of some set of objects", or something like that.tanzanos said:Is change possible without time? Also is time possible without change?
Time dilation is symmetric. Differential aging is asymmetric and is evidence that accelerations affect the periods of oscillators.tanzanos said:What is the correlation between the two and how does time dilation affect change?
ThomasT said:You defined change as, "... a state that differs from its previous state", which might be paraphrased as "change refers to an incongruency between two or more recorded spatial configurations of some set of objects", or something like that.
Anyway, I think I understand what you mean by change, and you seem to be using the word in the standard way -- wrt both ordinary and technical language.
Time and change are logically related. Time is change (recording time is recording change), but it's also something more. Time is the index(es) of change.
Time dilation is symmetric. Differential aging is asymmetric and is evidence that accelerations affect the periods of oscillators.
I don't understand your question.baywax said:If my foot is 2 weeks older than my leg does that describe asymmetric time dilation?
muppet said:...Classically, change is something that can only occur over time... In QM,... State becomes a technical term...and can vary...instantaneously, as when a system in a superposition of eigenstates of some observable is measured. Schroedinger's description of "these dammed quantum jumps" refers to instantaneous transtions between atomic energy levels, which is not without empirical support.
Why would you say that?oldman said:But if it were possible for change to occur "instantaneously", as you suggest is the case for state reduction, or energy-level transitions, then this makes change and time separable.
WaveJumper said:Why would you say that?
I think this "instantaneousity" strongly implies that Time is not fundamental(together with Space), but emerges at large scales and possibly weak coupling. Which is also one of the the most impressive hints of String Theory that has great philosophical implications for what and how reality really is.
DaleSpam said:I know this is probably not what the OP is interested in, but the mathematical or physical operation which defines change is differentiation. So consider a sinusoidal wave in one dimension:
f(t,x) = A cos(wt-kx)
df(0,x)/dx = kA sin(-kx) which is not zero in general.
You can do many other similar exercises. So using a mathematical/physical definition there is indeed a well defined concept of change without time.
However, if you choose an alternate definition of change such as "a state that differs from its previous state" then you have assumed time in the definition of change.
Yes. My point is that the question and its answer are purely semantic. Once you establish the definition of "change" the answer follows by definition, and for different commonly-used definitions of "change" the answer differs.ThomasT said:The questions in the OP have been answered.
tanzanos said:Well how else can I put it? If change has boundaries between each differing state then change is stepped! Change cannot be analogue!
DaleSpam said:Yes. My point is that the question and its answer are purely semantic. Once you establish the definition of "change" the answer follows by definition, and for different commonly-used definitions of "change" the answer differs.
ThomasT said:I don't understand your question.
baywax said:If my foot is 2 weeks older than my leg does that describe asymmetric time dilation?
muppet said:It describes some serious medical complications and a mother to whom you should be very, very grateful...
I can give you a brief answer to this question, but your other questions regarding time dilation and tissue damage should probably be asked in a new thread in the relativity forum.baywax said:What is it about gravity that does this to our sense of time/change?
ThomasT said:I can give you a brief answer to this question, but your other questions regarding time dilation and tissue damage should probably be asked in a new thread in the relativity forum.
Gravity is acceleration. Experiments producing differential time accumulations (differential 'aging') suggest that acceleration increases the periods of oscillators (thus decreasing the accumulation of oscillations, or slowing the aging process). The physical mechanism wrt how this happens is unknown.
Time dilation is a phenomenon in which time appears to pass at different rates for observers in different frames of reference. It occurs due to the effects of gravity and relative motion on the flow of time.
Time dilation is a subtle effect that is only noticeable at extremely high speeds or in the presence of strong gravitational fields. In our daily lives, we do not experience time dilation as it only becomes significant at speeds close to the speed of light or in the vicinity of massive objects like black holes.
The theory of relativity, specifically the special theory of relativity, explains the phenomenon of time dilation. It states that time is not absolute and can appear to pass at different rates for different observers depending on their relative speeds and positions.
Yes, time dilation has been observed and measured in various experiments and observations. For example, the famous Hafele-Keating experiment in 1971 used atomic clocks to demonstrate the effects of time dilation due to high-speed travel.
Time dilation is a crucial concept in understanding the behavior of objects in the universe, especially those that travel at high speeds or exist in strong gravitational fields. It has also been used to explain phenomena such as the twin paradox and the redshift of light from distant galaxies.