DaveC426913
Valued Senior Member
Nostradamus at work!2025.![]()
We are beginning to see the cheese under TG's cracker:
http://www.sciforums.com/threads/de...tivity-by-the-god.156616/page-11#post-3388019
Nostradamus at work!2025.![]()
The common sense problem with the expansion picture is that there would be arbitrary large relative speeds. Once these large relative speeds are not artefacts of shrinking rulers, the theory has unlimited speeds. To limit it now would, however it is done, destroy translational symmetry. No beautiful solution available.So what is the counter part of your atom size limit for the other convention that is expansion. If both are the two different sides of a coin, its natural we have limit on both the sides.
Sheeple are of course ready to reject common sense if the herd rejects it. The speed limit plays no role in GR except locally. To distinguish mass from spacetime is nonsense from point of GR.The universe is not contained by "common sense" and of course any universal speed limit only applies to anything with mass, which leaves spacetime exempt.
In fact, the coordinates used by all mainstream scientists - the FLRW ansatz - corresponds to the shrinking rulers picture. And this picture clearly has advantages, namely a higher symmetry.Obviously the preferred perspective is certainly the one mainly used because of convention, but also because certain aspects do have advantages over and above the shrinking ruler.
Nonsense. These bound regions are what allows to define a ruler. And these rulers are shrinking.eg: The shrinking ruler/s cannot explain the mass/energy density regions of the universe, that are decoupled from that overall expansion rate and gravitationally bound.
And you are completely wrong, because above pictures are equivalent physically because of the equivalence principle. Ok, you have, as a layman, no understanding of the equivalence principle. But it appears that whenever you start to argue about the content you get it completely wrong. Here simply rejecting the basic principle of GR.In other words the shrinking ruler/s is inconsistent and is much more limited.
Except the shrinking ruler/s in certain aspects is incompatible with observation/s
Why not, once you are an exemplar of this species which does not even pretend to have an own opinion, different from the herd? Fine if sheeple feel happy in the good company of the herd. But, be careful:As usual you need to continually fall back on your sheeple accusation.
That's OK, I'm obviously in good company, not withstanding your usual fabricated definition and cop outs.![]()
Sheeple are of course ready to reject common sense if the herd rejects it. The speed limit plays no role in GR except locally. To distinguish mass from spacetime is nonsense from point of GR.
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In fact, the coordinates used by all mainstream scientists - the FLRW ansatz - corresponds to the shrinking rulers picture. And this picture clearly has advantages, namely a higher symmetry.
Nonsense. These bound regions are what allows to define a ruler. And these rulers are shrinking.
Obfuscate all you like: You have already agreed that the shrinking ruler concept is simply an alternative perspective, and as I already said, it does not really stand up to scrutiny.
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And you are completely wrong, because above pictures are equivalent physically because of the equivalence principle. Ok, you have, as a layman, no understanding of the equivalence principle. But it appears that whenever you start to argue about the content you get it completely wrong. Here simply rejecting the basic principle of GR.
The Universe/spacetime expands over large scales: Over smaller denser regions, gravity overcomes the expansion rate.
Shrinking rulers are limited in explaining that.
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Why not, once you are an exemplar of this species which does not even pretend to have an own opinion, different from the herd? Fine if sheeple feel happy in the good company of the herd. But, be careful:
Whatever my Maverick friend!Or perhaps you are smarting over the waste of time and effort in your ether hypothetical nonsense. Your emotional responses certainly is not professional, but then that's been evidenced many time before.
Again in essence, all the shrinking ruler thingy is, is an "alternative perspective"of looking at things rather than any "alternative model"
Much as on occasions we still use the "flat Earth" aspect, and we know how "real" and limited that is.
Perhaps you herd sheep for a living.The common sense problem with the expansion picture is that there would be arbitrary large relative speeds. Once these large relative speeds are not artefacts of shrinking rulers, the theory has unlimited speeds. To limit it now would, however it is done, destroy translational symmetry. No beautiful solution available.
Perhaps you need to invalidate the scenario I've given to show the limitations of the shrinking ruler, rather than your sheep herding.Note that this is only a problem of the particular interpretation, picture, or how you name it. For GR itself this is not a problem at all.
Sheeple are of course ready to reject common sense if the herd rejects it. The speed limit plays no role in GR except locally. To distinguish mass from spacetime is nonsense from point of GR.
In fact, the coordinates used by all mainstream scientists - the FLRW ansatz - corresponds to the shrinking rulers picture. And this picture clearly has advantages, namely a higher symmetry.
Nonsense. These bound regions are what allows to define a ruler. And these rulers are shrinking.
Whatever my Maverick friend...I would guess you are still smarting over your ether hypothetical debacle and how it has vanished into oblivion as I predicted.And you are completely wrong, because above pictures are equivalent physically because of the equivalence principle. Ok, you have, as a layman, no understanding of the equivalence principle. But it appears that whenever you start to argue about the content you get it completely wrong. Here simply rejecting the basic principle of GR.
Why not, once you are an exemplar of this species which does not even pretend to have an own opinion, different from the herd? Fine if sheeple feel happy in the good company of the herd. But, be careful:
Wow, you have given a scenario? Not seen.Perhaps you need to invalidate the scenario I've given to show the limitations of the shrinking ruler, rather than your sheep herding.
LOL, paddoboy sells Flat Earth as an "alternative perspective".... like you agreed, the shrinking ruler concept is just an alternative perspective and certainly not an alternative model...much the same way we may still use the archaic and essentially wrong "Flat Earth" model. Shrinking rulers are seen in a similar vane.
Answer the question and how your shrinking ruller nonsense accounts for it.Wow, you have given a scenario? Not seen.
Anyway, I will try to explain. Have you ever seen an FLRW metric? It is $ds^2 = d\tau^2 - a^2(\tau) (dx^2+dy^2+dz^2). What are the trajectories of galaxies which are locally in rest relative to the CMB radiation frame? They are defined by $x,y,z$ being constants. Instead, what is variable is $a(\tau)$, which defines local rulers.
I'm saying that it is still used in certain disciplines, as you well know.LOL, paddoboy sells Flat Earth as an "alternative perspective".
Again your honesty needs to be questioned.....But, ok, you show at least some progress, naming it "essentially wrong". Contrary to your attempts in the past to name outdated wrong theories (like Newtonian mechanics) true.
Sorry, you may be a "professional" but I see just the usual.Unfortunately, there is an important difference between the shrinking rulers interpretation of GR and Flat Earth, namely that there is actually no better mainstream theory than GR, and the shrinking rulers is a valid interpretation of the FLRW solutions of GR. And, btw, the most natural one, because it agrees with the standard choice of coordinates for these solutions, coordinates preferable because of their symmetries.
...Plus of course while we are reasonably able to hypothesise DE to explain the accelerating expansion [despite not knowing its true nature although Einstein's CC is a reasonable assertion] what can we hypothesise to make rulers shrink?A magical spaghetti monster?
It's your spaghetti monster my friend, and yes, according to the evidence DE is a logical conclusion, although at this stage we are ignorant as to its nature: Probably the CC of Einstein fame though.There is just nothing reasonable about DE. It is as good or as bad as your spaghetti monster.
Sean Carroll:DE breaks the conservation of energy law, just like perpetual motion machines.
Sean Carroll:
http://www.preposterousuniverse.com/blog/2010/02/22/energy-is-not-conserved/
extract:
"But many people have just this reaction. It’s clear that cosmologists have not done a very good job of spreading the word about something that’s been well-understood since at least the 1920’s: energy is not conserved in general relativity. (With caveats to be explained below.)
The point is pretty simple: back when you thought energy was conserved, there was a reason why you thought that, namely time-translation invariance. A fancy way of saying “the background on which particles and forces evolve, as well as the dynamical rules governing their motions, are fixed, not changing with time.” But in general relativity that’s simply no longer true. Einstein tells us that space and time are dynamical, and in particular that they can evolve with time. When the space through which particles move is changing, the total energy of those particles is not conserved.
It’s not that all hell has broken loose; it’s just that we’re considering a more general context than was necessary under Newtonian rules. There is still a single important equation, which is indeed often called “energy-momentum conservation.” It looks like this:
![]()
The details aren’t important, but the meaning of this equation is straightforward enough: energy and momentum evolve in a precisely specified way in response to the behavior of spacetime around them. If that spacetime is standing completely still, the total energy is constant; if it’s evolving, the energy changes in a completely unambiguous way.
In the case of dark energy, that evolution is pretty simple: the density of vacuum energy in empty space is absolute constant, even as the volume of a region of space (comoving along with galaxies and other particles) grows as the universe expands. So the total energy, density times volume, goes up.
This bothers some people, but it’s nothing newfangled that has been pushed in our face by the idea of dark energy. It’s just as true for “radiation” — particles like photons that move at or near the speed of light. The thing about photons is that they redshift, losing energy as space expands. If we keep track of a certain fixed number of photons, the number stays constant while the energy per photon decreases, so the total energy decreases. A decrease in energy is just as much a “violation of energy conservation” as an increase in energy, but it doesn’t seem to bother people as much. At the end of the day it doesn’t matter how bothersome it is, of course — it’s a crystal-clear prediction of general relativity.
And one that has been experimentally verified! The success of Big Bang Nucleosynthesis depends on the fact that we understand how fast the universe was expanding in the first three minutes, which in turn depends on how fast the energy density is changing. And that energy density is almost all radiation, so the fact that energy is not conserved in an expanding universe is absolutely central to getting the predictions of primordial nucleosynthesis correct. (Some of us have even explored the very tight constraints on other possibilities.)
Having said all that, it would be irresponsible of me not to mention that plenty of experts in cosmology or GR would not put it in these terms. We all agree on the science; there are just divergent views on what words to attach to the science. In particular, a lot of folks would want to say “energy is conserved in general relativity, it’s just that you have to include the energy of the gravitational field along with the energy of matter and radiation and so on.” Which seems pretty sensible at face value.
There’s nothing incorrect about that way of thinking about it; it’s a choice that one can make or not, as long as you’re clear on what your definitions are. I personally think it’s better to forget about the so-called “energy of the gravitational field” and just admit that energy is not conserved, for two reasons.
First, unlike with ordinary matter fields, there is no such thing as the density of gravitational energy. The thing you would like to define as the energy associated with the curvature of spacetime is not uniquely defined at every point in space. So the best you can rigorously do is define the energy of the whole universe all at once, rather than talking about the energy of each separate piece. (You can sometimes talk approximately about the energy of different pieces, by imagining that they are isolated from the rest of the universe.) Even if you can define such a quantity, it’s much less useful than the notion of energy we have for matter fields.
The second reason is that the entire point of this exercise is to explain what’s going on in GR to people who aren’t familiar with the mathematical details of the theory. All of the experts agree on what’s happening; this is an issue of translation, not of physics. And in my experience, saying “there’s energy in the gravitational field, but it’s negative, so it exactly cancels the energy you think is being gained in the matter fields” does not actually increase anyone’s understanding — it just quiets them down. Whereas if you say “in general relativity spacetime can give energy to matter, or absorb it from matter, so that the total energy simply isn’t conserved,” they might be surprised but I think most people do actually gain some understanding thereby.
Energy isn’t conserved; it changes because spacetime does. See, that wasn’t so hard, was it?
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Sure, many against the accepted conclusions of physics and cosmology were based on poor reasoning and philosophical arguments address the quality of reasoning. Why should we use good tools to address the appropriate problem?Carroll has a good eye for a significant equation, but the passage you quoted turned me off when I realized he was recycling and peddling the defunct "tired photon" theory.
I spent about a year keeping up with the goings on in his "Preposterous Universe" before deciding that it was too preposterous. Carroll digresses into philosophy a little too often to my taste, and his debates with YECs like William Craig Lane just leave both sides wondering which one really knows what he is talking about. I'm on Carroll's side of course, but resorting to philosophical arguments is usually less than convincing either way,
When did you evidently do a 180 and embrace Carroll's position? Yesterday, last week, when? Given you have been a long time numerous cut & paste supporter of the opposing camp's zero-energy universe notion. Championed by the likes of Lawrence Krauss "A Universe from Nothing" 'fame'.Sean Carroll:
http://www.preposterousuniverse.com/blog/2010/02/22/energy-is-not-conserved/
extract:
"But many people have just this reaction. It’s clear that cosmologists have not done a very good job of spreading the word about something that’s been well-understood since at least the 1920’s: energy is not conserved in general relativity. (With caveats to be explained below.)
The point is pretty simple: back when you thought energy was conserved, there was a reason why you thought that, namely time-translation invariance. A fancy way of saying “the background on which particles and forces evolve, as well as the dynamical rules governing their motions, are fixed, not changing with time.” But in general relativity that’s simply no longer true. Einstein tells us that space and time are dynamical, and in particular that they can evolve with time. When the space through which particles move is changing, the total energy of those particles is not conserved.
It’s not that all hell has broken loose; it’s just that we’re considering a more general context than was necessary under Newtonian rules. There is still a single important equation, which is indeed often called “energy-momentum conservation.” It looks like this:
![]()
The details aren’t important, but the meaning of this equation is straightforward enough: energy and momentum evolve in a precisely specified way in response to the behavior of spacetime around them. If that spacetime is standing completely still, the total energy is constant; if it’s evolving, the energy changes in a completely unambiguous way.
In the case of dark energy, that evolution is pretty simple: the density of vacuum energy in empty space is absolute constant, even as the volume of a region of space (comoving along with galaxies and other particles) grows as the universe expands. So the total energy, density times volume, goes up.
This bothers some people, but it’s nothing newfangled that has been pushed in our face by the idea of dark energy. It’s just as true for “radiation” — particles like photons that move at or near the speed of light. The thing about photons is that they redshift, losing energy as space expands. If we keep track of a certain fixed number of photons, the number stays constant while the energy per photon decreases, so the total energy decreases. A decrease in energy is just as much a “violation of energy conservation” as an increase in energy, but it doesn’t seem to bother people as much. At the end of the day it doesn’t matter how bothersome it is, of course — it’s a crystal-clear prediction of general relativity.
And one that has been experimentally verified! The success of Big Bang Nucleosynthesis depends on the fact that we understand how fast the universe was expanding in the first three minutes, which in turn depends on how fast the energy density is changing. And that energy density is almost all radiation, so the fact that energy is not conserved in an expanding universe is absolutely central to getting the predictions of primordial nucleosynthesis correct. (Some of us have even explored the very tight constraints on other possibilities.)
Having said all that, it would be irresponsible of me not to mention that plenty of experts in cosmology or GR would not put it in these terms. We all agree on the science; there are just divergent views on what words to attach to the science. In particular, a lot of folks would want to say “energy is conserved in general relativity, it’s just that you have to include the energy of the gravitational field along with the energy of matter and radiation and so on.” Which seems pretty sensible at face value.
There’s nothing incorrect about that way of thinking about it; it’s a choice that one can make or not, as long as you’re clear on what your definitions are. I personally think it’s better to forget about the so-called “energy of the gravitational field” and just admit that energy is not conserved, for two reasons.
First, unlike with ordinary matter fields, there is no such thing as the density of gravitational energy. The thing you would like to define as the energy associated with the curvature of spacetime is not uniquely defined at every point in space. So the best you can rigorously do is define the energy of the whole universe all at once, rather than talking about the energy of each separate piece. (You can sometimes talk approximately about the energy of different pieces, by imagining that they are isolated from the rest of the universe.) Even if you can define such a quantity, it’s much less useful than the notion of energy we have for matter fields.
The second reason is that the entire point of this exercise is to explain what’s going on in GR to people who aren’t familiar with the mathematical details of the theory. All of the experts agree on what’s happening; this is an issue of translation, not of physics. And in my experience, saying “there’s energy in the gravitational field, but it’s negative, so it exactly cancels the energy you think is being gained in the matter fields” does not actually increase anyone’s understanding — it just quiets them down. Whereas if you say “in general relativity spacetime can give energy to matter, or absorb it from matter, so that the total energy simply isn’t conserved,” they might be surprised but I think most people do actually gain some understanding thereby.
Energy isn’t conserved; it changes because spacetime does. See, that wasn’t so hard, was it?
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You are confused q-reeus. I have quoted and linked to many articles from Professor Carroll, particularly his view/s on time and space. So, no, no sudden embrace at all.When did you evidently do a 180 and embrace Carroll's position? Yesterday, last week, when? Given you have been a long time numerous cut & paste supporter of the opposing camp's zero-energy universe notion. Championed by the likes of Lawrence Krauss "A Universe from Nothing" 'fame'.