B Why do we Experience a 'Flow' of Time?

[TheQuestionGuy14]

Einstein showed that the dustinction between past and future is an illusion using simultaneity, so, why do we experience a flow of time? Why is everything in the 'now' flowing toward the future, and not the past? Also, why do we all experience this flow the exact same way?

 

[Dale]

Einstein showed that the dustinction between past and future is an illusion using simultaneity,

Only for spacelike separated events.

 

[Ibix]

You misunderstand. At any given event there is a clear future (formally, the future light cone of the event and its interior) and a clear past (ditto the past light cone). All relativity does is add a third region outside both future and past light cones that can be arbitrarily divided into past and future for that event.

The reason we experience time the way we do is that we compare what we can see now to what we now remember seeing in the past. And we remember comparing what we saw a secong ago to what we saw before that. For whatever reason our brains model that as a continuously changing world instead of a continuously accreting view of a static 4d world.

As to "why do we all experience the world the same way": do we? I wouldn't be surprised if there's a fair bit of variation although with a high degree of commonality. But in any case the answer is obvious - that's what happens if you use nearly identical hardware to perform a task.

Regarding the "direction" of time, I'd suggest watching Feynman's lecture on entropy.

 

[PeroK]

Einstein showed that the dustinction between past and future is an illusion using simultaneity,

This is nonsense. If we take a sequence of timelike-separated events (what you do in a day, say), then every observer will agree on that sequence. No one will think you had your lunch before your breakfast.

 

[TheQuestionGuy14]

This is nonsense. If we take a sequence of timelike-separated events (what you do in a day, say), then every observer will agree on that sequence. No one will think you had your lunch before your breakfast.

Yes, as they are causal events, if there is huge spacelike difference we won't agree if they are simultaneous, thus technically seeing their future, as we may see it AB, but they see A, then B.

 

[PeroK]

Yes, as they are causal events, if there is huge spacelike difference we won't agree if they are simultaneous, thus technically seeing their future, as we may see it AB, but they see A, then B.

You claimed that the distinction between past and future is an "illusion". That is nonsense.

Simply take the sequence of posts in this thread as an example. Is that an illusion? Did you object to my post #4 in post #5 before I'd posted it? Could anyone make that interpretation?

 

[TheQuestionGuy14]

You claimed that the distinction between past and future is an "illusion". That is nonsense.

Simply take the sequence of posts in this thread as an example. Is that an illusion? Did you object to my post #4 in post #5 before I'd posted it? Could anyone make that interpretation?

No, sorry. I guess illusion is the wrong word. I used it as I got it from this quote:

https://www.brainyquote.com/quotes/Albert_einstein_148814

 

[PeroK]

No, sorry. I guess illusion is the wrong word. I used it as I got it from this quote:

https://www.brainyquote.com/quotes/Albert_einstein_148814

https://www.quora.com/Einstein-once...-How-would-a-physicist-explain-that-statement

 

[TheQuestionGuy14]

https://www.quora.com/Einstein-once-said-“For-we-convinced-physicists-the-distinction-between-past-present-and-future-is-only-an-illusion-however-persistent-”-How-would-a-physicist-explain-that-statement

Thanks. Didn't know that!

 

[PeroK]

Thanks. Didn't know that!

Nor did I.

 

[PeterDonis]

as they are causal events, if there is huge spacelike difference we won't agree if they are simultaneous, thus technically seeing their future, as we may see it AB, but they see A, then B.

@PeroK specified timelike separated events. For timelike separated events, their ordering is invariant; it doesn't depend on your choice of reference frame. Even if there is a large difference in the spatial coordinates of the two events in some coordinate chart, that does not change this fact. This fact is also true of null separated events (events that are linked by the path of some light ray).

The only pairs of events for which their time ordering is relative are spacelike separated events, but spacelike separated events cannot be causally connected; so any pair of causally connected events will have an invariant time ordering. That is why relativity is perfectly consistent with a "flow of time".

 

[pinball1970]

Einstein showed that the dustinction between past and future is an illusion using simultaneity, so, why do we experience a flow of time? Why is everything in the 'now' flowing toward the future, and not the past? Also, why do we all experience this flow the exact same way?

Two things one is biological, our experience of events. Why the events seem to obey rules is explained by entropy and the arrow of time. I like the sand castle analogy example.

 

[NoTe]

The conclusion in the end of the clip comes out of the blue to me. The fact, that entropy is increasing with time, is i.m.o. something completely different than the fact, that time is traveling in one direction. It says something about entropy, and nothing about time.

 

[NoTe]

P.S. I would say, that time is not at all 'traveling', and certainly not in a direction whatsoever. Events happen and have spatial and time coordinates in a certain FoR, that's all.

 

[stevendaryl]

The conclusion in the end of the clip comes out of the blue to me. The fact, that entropy is increasing with time, is i.m.o. something completely different than the fact, that time is traveling in one direction. It says something about entropy, and nothing about time.

Well, the characteristics of time that are most familiar to us do have to do with entropy. The biggest one: the fact that we remember the past and not the future has to do with entropy. And this is what gives us a sense of "flow" of time.

When people speak of time flowing in one direction, they mean our sense of time, not the dimension.

 

[NoTe]

OK @stevendaryl, I know what people mean, but I was trying to get back to the physics.

I think there isn't so much to time as many believe there is. It's just a scalar quantity that's very useful in almost every field of physics, but it's not something that's running or moving or flowing, it's a derived quantity that's only there, because of óther things running, moving or flowing. Well, that's how I see it, in physics. Of course, as a human being, it may feel different ('our sense of time').

 

[stevendaryl]

OK @stevendaryl, I know what people mean, but I was trying to get back to the physics.

I think there isn't so much to time as many believe there is. It's just a scalar quantity that's very useful in almost every field of physics, but it's not something that's running or moving or flowing, it's a derived quantity that's only there, because of óther things running, moving or flowing. Well, that's how I see it, in physics. Of course, as a human being, it may feel different ('our sense of time').

Since this is the relativity forum, I should point out that in relativity, time is not a scalar quantity, but is a dimension similar to the three spatial dimensions. There is a related scalar quantity called "proper time" that is closer to our intuitive notion of time passing according to our clocks.

 

[stevendaryl]

I think there isn't so much to time as many believe there is. It's just a scalar quantity that's very useful in almost every field of physics, but it's not something that's running or moving or flowing, it's a derived quantity that's only there, because of óther things running, moving or flowing.

Explaining time in terms of other things moving or flowing seems like circular reasoning, since moving is defined in terms of something being at different locations at different moments of time.

 

[NoTe]

Explaining time in terms of other things moving or flowing seems like circular reasoning, since moving is defined in terms of something being at different locations at different moments of time.

Yes I know :-) , but I still feel that it's not 'something of its own'...

About the scalar quantity: I meant this classically: not a vector, so no direction, just an amount, just a plain quantity. In relativity too, it doesn't have (or is) a spatial dimension all of a sudden, the quantity ct in the Minkowsky metric does. But that is not time. Or is it?

 

[pinball1970]

The fact, that entropy is increasing with time, is i.m.o. something completely different than the fact, that time is traveling in one direction. It says something about entropy, and nothing about time.

Are you asking what time actually is? If it is a real thing in itself? Or just a man made tool to explain relationships between co-ordinates/events?
I think that's is a different question to the original which was asking about human experience and flow of time.

 

[Herman Trivilino]

Yes, as they are causal events,

Causally connected events cannot have a spacelike separation. This follows immediately from the Principle of Relativity.

 

[NoTe]

Are you asking what time actually is? If it is a real thing in itself? Or just a man made tool to explain relationships between co-ordinates/events?

Yes.

I think that's is a different question to the original which was asking about human experience and flow of time.

Maybe. How people experience the flow of time isn't really a question to which physics can give a satisfactory answer. Since this is a physics forum, I tried to translate the OP's question into a physics question. But maybe that was not his aim (?).

Still I think, even within the physics community, there's a lot of misconceptions and/or misunderstandings about the entity time, and it's a thing that's interesting me highly and that I have given a lot of thoughts, so that's why I give my opinion here.

 

[Nugatory]

Are you asking what time actually is?

Yes

It's hard to improve on Einstein's answer: Time is what a clock measures.

One of the nice properties of this definition is that it makes it clear that proper time, the thing that you experience as the flow of time, is what can be measured and is experienced as flowing.

 

[NoTe]

It's hard to improve on Einstein's answer: Time is what a clock measures.

I totally agree.

@ Nugatory: I haven't been on this forum so long (only a few months), but I remember a contribution of yours (in November?) that I was willing to react upon, but didn't at the time, unfortunately... (while at the same time I value your contributions very highly, and especially the contribution that ended with the lines I'm now referring to!):

You said something like: 'we are traveling into the future at one hour per hour'. It's precisely this kind of statements, that I have doubts about: it isn't so much untrue, but it's comparible with saying 'temperature is rising with temperature (at one degree per degree)' or 'mass is increasing with mass (at one kilogram per kilogram)'. Seeing it from a physics point of view, it doesn't really say anything, really. In the end, it's just the line y=x.

I stick to the idea of time being a scalar quantity, having no direction at all. In SR as well.

 

[pinball1970]

I stick to the idea of time being a scalar quantity, having no direction at all. In SR as well.

Lee Smolin wrote about the nature of time, it may interest you. "Time Reborn," 2013

 

[pinball1970]

It's hard to improve on Einstein's answer: Time is what a clock measures.

I will go with that, the equations are hard enough.

 

[PeterDonis]

I stick to the idea of time being a scalar quantity, having no direction at all.

Not as you are using the term "scalar quantity". Proper time is a scalar function; it is a mapping of real numbers to points on a timelike curve in spacetime. Proper time "flows" in the sense that this mapping is ordered, just as the real numbers are ordered: given any two points on the curve, the proper time numbers assigned to them will be ordered--one will be greater than the other. The point whose proper time number is greater is the "future" one of the pair. The numbers themselves don't have "direction", since a real number is just a number, not a vector; but the ordering of the numbers gives an ordering of the points on the curve, and that ordering is the "direction" of time.

 

[stevendaryl]

Yes.

Maybe. How people experience the flow of time isn't really a question to which physics can give a satisfactory answer.

But physics can say a lot about that, and the video about entropy did exactly that.

 

[stevendaryl]

You said something like: 'we are traveling into the future at one hour per hour'. It's precisely this kind of statements, that I have doubts about: it isn't so much untrue, but it's comparible with saying 'temperature is rising with temperature (at one degree per degree)' or 'mass is increasing with mass (at one kilogram per kilogram)'. Seeing it from a physics point of view, it doesn't really say anything, really. In the end, it's just the line y=x.

But you wanted to connect the question to physics, and as far as the physics of relativity is concerned, we live in 4-dimensional spacetime, not 3-dimensional space. We have a velocity through that 4 dimensional spacetime, and one component of that velocity is the number 1 hour per hour.

It's not completely vacuous, because it is possible to move at a velocity through the time dimension that is greater than 1 hour per hour. If you are traveling at 90% of the speed of light, then your velocity through the time dimension will be 2.29 hours per hour. That is, for every hour you spend traveling (according to your own watch), you will travel 2.29 hours into the future.

 

[strangerep]

Why is everything in the 'now' flowing toward the future, and not the past?

The construction of one of our best theories of physics (quantum field theory and the standard model) relies not just on the relativity (i.e., symmetries expressed by the Poincare group of transformation). It needs to be augmented by a concept of causality. I.e., a "forward-time" direction (actually a forward light cone) at every event on the spacetime manifold. "Why" it's there is still a mystery. Although there are tantalizing hints in General Relativity (in the behaviour of congruences of geodesics) these usually rely on some notion of positivity of energy, which is a kind of time direction in disguise.

Also, why do we all experience this flow the exact same way?

Nature seems to abhor sharp corners (discontinuities), and this manifests in the fact that nearby observers seem to experience the direction of time as the same (though not its "rate" -- think of 2 observers in relative motion). I.e., causality is a continuous ray field on spacetime -- there's no sudden change of causality direction between one point and another infinitesimally close point. This augments the usual concept of spacetime as a Riemannian space determined by a metric. (This can also be expressed in more high-falutin' terms of general topology, since spacetime is assumed to be a differentiable manifold, with locally-Euclidean topology.)

So, sorry, I don't think there's a "why" answer. We just have to keep working to find improved mathematical models of physics that correspond better with empirical results.

 

[NoTe]

But you wanted to connect the question to physics, and as far as the physics of relativity is concerned, we live in 4-dimensional spacetime, not 3-dimensional space. We have a velocity through that 4 dimensional spacetime, and one component of that velocity is the number 1 hour per hour.

I still don't agree. 4-Dimensional spacetime is a nice mathmatical concept dealing with events and Lorentz transformations between them, it's not existing of four spatial dimensions, though.

It's not completely vacuous, because it is possible to move at a velocity through the time dimension that is greater than 1 hour per hour. If you are traveling at 90% of the speed of light, then your velocity through the time dimension will be 2.29 hours per hour. That is, for every hour you spend traveling (according to your own watch), you will travel 2.29 hours into the future.

And now I couldn't disagree more! I know what you mean, but it simply isn't so. Saying that the other (not traveling) person is traveling with 2.29 hour per hour into the future with respect to the traveller is just as true, or untrue. Only in case the traveler returns, there will turn out to be a time difference between the two; what I was trying to argue, is that they will have measured a different amount of time, not a different kind of time ('faster' or 'slower'). That's completely different from 'traveling into the future' or formulations alike.

 

[Demystifier]

Well, the characteristics of time that are most familiar to us do have to do with entropy. The biggest one: the fact that we remember the past and not the future has to do with entropy. And this is what gives us a sense of "flow" of time.

When people speak of time flowing in one direction, they mean our sense of time, not the dimension.

The fact that entropy grows with time is certainly closely related to our subjective experience of the flow of time. Nevertheless, the fact that entropy grows with time is not sufficient to explain that experience:
https://fqxi.org/community/forum/topic/259

Moreover, the laws of physics are not sufficient to explain any experience:
http://philsci-archive.pitt.edu/12325/

 

[Sorcerer]

OK @stevendaryl, I know what people mean, but I was trying to get back to the physics.

I think there isn't so much to time as many believe there is. It's just a scalar quantity that's very useful in almost every field of physics, but it's not something that's running or moving or flowing, it's a derived quantity that's only there, because of óther things running, moving or flowing. Well, that's how I see it, in physics. Of course, as a human being, it may feel different ('our sense of time').

I see it more as a direction we move in, but I think your description is more "physical," so I suppose that is good. My only concern with the argument that time is just a concept is the things with real physical consequences that depend on it being more than that. For example energy, whatever that is, is linked directly to time through its conservation (and symmetrically, momentum is linked to space in the same way). This can't just be coincidence. Now, you might say energy is totally made up as well, but what it is used to represent is very real. There are just too many such "coincidences" for me to believe that energy is just a concept that has no application to the real universe. And so I can't just accept that time is merely a concept either.

Now granted, Minkowski space might just be a convenient theory that makes accurate descriptions/predictions, but how are you, conceptually speaking, going to get any closer? Every theory is going to have the same short coming, that it's just an explanation of the universe that works.

 

[NoTe]

@Demystifier: I had no time to visit your links (looking very interesting!), but I already do want to say this (perhaps prematurely):

Our experience of a flow of time is not a consequence of anything, other than the fact that that's what we call 'time' in the first place! What has been, we call the past and has a 'lower time value' (earlier) and what has to happen still, we call the future and has a higher time value (later). As physics developed as a science, it was a logical quantity to observe changes against. This led to a lot of useful relations, such as 'entropy increases with time'.

But still, that doesn't say anything about time itself as flowing or moving, other than as a function of time... Saying that time is flowing seems a subjective statement with no more meaning for physics than 'mass is increasing with mass' or 'temperature is increasing with temperature'. In fact: time is flowing with time.

 

[NoTe]

This can't just be coincidence. Now, you might say energy is totally made up as well, but what it is used to represent is very real. There are just too many such "coincidences" for me to believe that energy is just a concept that has no application to the real universe. And so I can't just accept that time is merely a concept either.

But that's not what I'm trying to say. Of course the quantities have real meaning, and moreover, are related by the laws of physics, that I value very high! The thing that I wás trying to explain, is that time is no more special, as a quantity, than f.i. energy or mass. But of course, I may be wrong.

 

[stevendaryl]

Moreover, the laws of physics are not sufficient to explain any experience:
http://philsci-archive.pitt.edu/12325/

I'm actually a long-time friend of David Chalmers (in the internet sense, although I did actually meet him in real life a couple of times, and he stayed at my house once). Consciousness is a fascinating topic, but part of what makes it a "hard problem" is that it's not clear what it would mean to explain it.

 

[stevendaryl]

I still don't agree. 4-Dimensional spacetime is a nice mathmatical concept dealing with events and Lorentz transformations between them, it's not existing of four spatial dimensions, though.

The theory of relativity in the modern formulation treats the four dimensions in the same way, though.

And now I couldn't disagree more! I know what you mean, but it simply isn't so. Saying that the other (not traveling) person is traveling with 2.29 hour per hour into the future with respect to the traveller is just as true, or untrue.

The same is true of traveling in space. You say that I'm traveling at 20 kilometers per hour. I say that you're traveling at 20 kilometers per hour. So why are you saying that it's more problematic when talking about travel through the time dimension?

 

[stevendaryl]

Only in case the traveler returns, there will turn out to be a time difference between the two; what I was trying to argue, is that they will have measured a different amount of time, not a different kind of time ('faster' or 'slower'). That's completely different from 'traveling into the future' or formulations alike.

I think you're completely wrong about that. Let's go back to Newtonian physics, and let's ask the simple problem:

An automobile is traveling at 80 kilometers per hour in the x-direction. His destination is 320 kilometers away in the x-direction. How long does it take for him to get there?

The answer is simple algebra: V^x = \frac{\delta x}{\delta t} \Rightarrow \delta t = \frac{\delta x}{V^x}. So the answer is 320/80 = 4 hours.

Now, let's switch to Special Relativity. A rocket is traveling at a proper velocity V^t of 2.29 hours coordinate time per hour of proper time. His destination is the year 2068, which is 50 years in the future. How long does it take him to get there? Again, the answer is completely straight-forward:

V^t = \frac{\delta t}{\delta \tau} \Rightarrow \delta \tau = \frac{\delta t}{V^t}. So the answer is 50/2.29 = 21.83 hours of proper time.

It takes the rocket only 21.83 hours of proper time to get to the destination, which is 50 years in the future.

I don't see how turning around is relevant to the question.

Now, the fact that the destination was 50 years in the future is of course a coordinate-dependent quantity. There are other coordinate systems in which it is more or less than 50 years. But that isn't essentially different from the problem for Newtonian physics. There, the destination being 320 kilometers away is a coordinate-dependent quantity, as well. But in both cases, the answer is independent of coordinate systems: No matter what coordinate system you use, the car will take 4 hours to get to its destination. The rocket will take 21.83 hours (proper time) to get to its destination. In neither case, is "turning around" relevant.

 

[pinball1970]

that time is flowing seems a subjective statement with no more meaning for physics than 'mass is increasing with mass' or 'temperature is increasing with temperature'. In fact: time is flowing with time.

I am trying my best as a layman to keep up with this.Biological systems/consciousness aside, surely velocity, acceleration, distance and the expansion of the universe would be meaningless if time was not a thing in itself?I have tried to describe the universe when it was much smaller and hotter compared to where we are now, without using time just using words, you cant.Every adjective you use has a reference to it. “Previously” “back to “ “When” “earlier” “then” “now”Usually you can represent statements like this using equations and a few posters have done this.Does not the fact you can distort time using near light speed particles in accelerators demonstrate time is a physical real thing just like mass?Mass has particles and a mechanism but you could still ask what it “is” and just end up in infinite regress.Perhaps when they work out what a quanta of space time is the philosophical part may fade away.As for consciousness? Smart creatures seem to have it and it is a function of the relative brain size, I don’t think it’s a big deal.

 

[PeterDonis]

that isn't essentially different from the problem for Newtonian physics. There, the destination being 320 kilometers away is a coordinate-dependent quantity

No, it isn't. In Newtonian physics, distance is invariant. The thing that corresponds in the SR case to distance in the Newtonian case is the spacetime interval, which in the scenario you described is 21.83 hours. So I don't think the analogy you are making in this post is really justified as you make it.

 

[PeterDonis]

I have tried to describe the universe when it was much smaller and hotter compared to where we are now, without using time just using words, you cant.

Yes, you can. You just did. You said it was "smaller and hotter". Those are descriptions that don't use time.

Every adjective you use has a reference to it.

But not every adjective has a time reference.

you can distort time using near light speed particles in accelerators

How is this "distorting time"? It's just geometry; the particles take different paths through spacetime than the observers, and those different paths have different lengths. Calling this "distorting time" is like saying that if you and I take two different routes with different lengths between New York and Los Angeles, we are somehow "distorting distance".

 

[Herman Trivilino]

Does not the fact you can distort time using near light speed particles in accelerators demonstrate time is a physical real thing just like mass?

Whether these things are real or not is not the question that seems to get to your point. The issue is whether or not these things are inventions of the human intellect. Some people claim they are, others claim they aren't. Either way, the physics is the same.

 

[stevendaryl]

No, it isn't. In Newtonian physics, distance is invariant.

The distance between two events that occur at the SAME time is invariant, but the distance between events that occur at DIFFERENT times is coordinate-dependent. If you're trying to figure out how long it takes for a car to travel to Chicago from New York City, you are dealing with events at different times.

The thing that corresponds in the SR case to distance in the Newtonian case is the spacetime interval, which in the scenario you described is 21.83 hours. So I don't think the analogy you are making in this post is really justified as you make it.

I don't see why not. If you want to know how long it takes a traveler to travel a distance in the x direction, it's \delta t = \frac{\delta x}{V^x}. If you want to know how long it takes (in proper time) for a traveler to travel to an event in the future, it's \delta \tau = \frac{\delta t}{V^t}. What's the disanalogy?

Note: In the Newtonian (actually, Galilean) case, the two quantities \delta x and V^x are frame-dependent. But the computed quantity \delta t is frame-independent. In the SR case, the two quantities \delta t and V^t are frame-dependent, but the computed quantity \delta \tau is frame-independent.

The two seem very analogous to me.

 

[PeterDonis]

The distance between two events that occur at the SAME time is invariant, but the distance between events that occur at DIFFERENT times is coordinate-dependent.

In the Newtonian (actually, Galilean) case, the two quantities $\delta x$ and $V^x$ are frame-dependent. But the computed quantity $\delta t$ is frame-independent. In the SR case, the two quantities $\delta t$ and $V^t$ are frame-dependent, but the computed quantity $\delta \tau$ is frame-independent.

Ah, I see.

 

[NoTe]

The same is true of traveling in space. You say that I'm traveling at 20 kilometers per hour. I say that you're traveling at 20 kilometers per hour. So why are you saying that it's more problematic when talking about travel through the time dimension?

You're hitting a point here (my point!), perhaps not on purpose: 'The same is true of traveling in space'. I was just trying to argue that time is not so different from distance (space) or any other quantity, as many people think it is. Just like space (or whatever), it is not flowing or moving nor has it a preferred direction - there is just more or less of it. My original point.

NB I'm not arguing with the existence of time dilation or whatever laws of physics, I'm trying to 'understand' the nature of a quantity like time, within these laws. There are a lot of possible different interpretations, as is shown in this thread.

 

[Fra]

[Saying that time is flowing seems a subjective statement with no more meaning for physics than...

I think this contains plenty of physics. The "subjectivity" at play here is simply observer depdendence.

We can get rid of time - and the observer - in Relativity by considering equivalence classes of observers. There is a tendency to consider this equivalence class as more "real" than the observer views, and seen an invariant description of things. Which is the basis for thinking time is not real, its just a necessary evil or nuisance you get form picking an observer.

But the physics(interactions) lies in the relations between these observers, we need the structure of the set, in order to appreciate its symmetry. The symmetry loose physical meaning if you start suggesting the structure has no meaning.

In the case of small subsystems, whose inteactions can be repeated we reach what Smolin calles the Newtonian schema (in his time reborn book). Here we effectively have another external observer, doing the scientific inference, but without itself beeing truly part of interactions. This external observer simply decodes the "observer equivalence" of the small subsystems.

But this all fails badly for cosmological perspectives, because there is not "context" for statistics. So no matter how you turn things around there is also a kind of cosmological time, which you can not explain away in the way you can with time in small subsystems. So what is experience "cosmological time" and what is "non-physical" "parameter time" is still a matter of perspective. And there is no, one "right" perspective. All of them must be valid. Now, what implications does this have for formulating the laws of physics?

Smolin argues at length in his book time reborn and "singular universe and reality of time" that the rational solution to this dilemma is to suppose the laws of physics the result of ongoing evolution.

Anyone who doesn't understand Smolins questions (wether you like them or not), i would recommend the books.

/Fredrik

 

[rede96]

There are a lot of possible different interpretations, as is shown in this thread.

In very layman’s terms, isn’t the flow of time at its most fundamental level simply due to the fact that all systems have energy and will therefore change?

From what I understand about QM, it’s not possible for any system to have zero energy. Therefore it must change and it’s our perception of ‘change’ that we view as the flow of time.

And as ‘change’ only has one direction, i.e. something either changes or it doesn’t, the flow of time only has one direction. And as I understand it entropy describes the natural state of that change.

Of course GR complicates that picture as time relative to other systems can change. But as the laws of physics are the same everywhere, locally we all perceive time in exactly the same way. E.g. if I measure with a clock the time for a candle to burn 1 inch, anyone else, anywhere in the universe will measure the same clock time given the same conditions.

 

[PeterDonis]

all systems have energy and will therefore change?

This does not follow. Systems in an energy eigenstate don't change.

From what I understand about QM, it’s not possible for any system to have zero energy.

Energy by itself has no meaning in QM; only energy differences do. You can set the "zero point" of energy wherever you like.

Therefore it must change

This doesn't follow. It's perfectly possible for a system to be in a state of definite energy that never changes. See above.

as ‘change’ only has one direction, i.e. something either changes or it doesn’t

This doesn't make sense. Even a scalar quantity can either go up or go down.

 

[rede96]

This does not follow. Systems in an energy eigenstate don't change.

Doesn’t that just mean the energy of that system doesn’t change?

Also, I thought all systems must have zero point energy as if the didn’t it would violate the uncertainty principle? So I didn’t think it was possible to have a system where there was simultaneously no change in all it’s constituent parts?

Just to be clear ‘no change’ to me means no change in anything. Momentum, position, energy etc.

This doesn't make sense. Even a scalar quantity can either go up or go down.

But going up or down is change.

 

[Paul Rubenstein]

I think what people always miss about this is that is time were going backward, everything would go backward: light would leave our eyes, and our neurons would "un-fire". We would never have an experience of the world going backward... the shattered cup re-forming and leaping back onto the table... because that would require our perception and cognitive processes to run forward as everything else went backward. We would not remember the future if time were going backward because everything happening in our brains would be occurring backward as well. I think people make this mistake because they cling to Decartes' mind-body split. There is no mind without a brain, and brain functions are causal and time-dependent. There is no reason to believe the arrow of time doesn't go in two directions. If time reversed, then reversed again, we'd never know it. This may happen all the time, so to speak, though from what perspective, I can't imagine.