I've tried to read some more on this. I think the key to bringing the two models together seems to be Lifshitz, who seems to have developed a model (involving to me incomprehensible mathematics) that reduces to London dispersion forces at small separations and the Casimir force at (relatively) large separations. The QED treatment is all about how the boundary conditions imposed by the plates alter the vacuum EM zero point field. These are determined by the dielectric properties of the plates, which are due....... to the polarisability of the electron clouds of their constituent atoms.Neither can I. The numerical results are iirc identical for the idealized case of perfectly conducting parallel plates, but not sure if that extends to lossy media etc.
At any rate, the two approaches are conceptually quite distinct. If each yielded 50% of the observed values one could be happy with a synthesis, but that's not the case. Choose a side!
Sorry but all I see there is throwing disparate concepts into a concrete mixer and expecting anything but a mess to come back out.of course when it comes to discussing physics I am well out of my depth. The language of physics is probably more complex than Mandarin and probably take just as long to learn and be fluent in, however even blind Freddy can conclude that if E=0 then there is no time.
In fact, there is nothing...at all...
Now when I cite "time" I mean duration or length or what ever semantic you wish to apply.
The duration of time is directly related to the energy potential in any system.
In Fact so closely related that one could infer that energy and time are just two different words that mean the same thing.
This links very closely to the fact that if duration of time is zero then distance is also. ( zero dimensional space)
thus if energy is zero then distance also is zero.. Thus nothing exists.
Axiomatic? Perhaps.
I am confident that GR would support the above with out a problem in fact it's base premises would have to include such...
The definition I am using for potential is akin to common use.
the words in the future are important.
potential
/pə(ʊ)ˈtɛnʃ(ə)l/
adjective
adjective: potential
- having or showing the capacity to develop into something in the future.
Suffice to say (claim) that the universe exists in the present moment only because it is in the continuous process of fulfilling it's energistic potential
They are still quite distinct source phenomena. Again, if both are valid, they should independently add. But that doesn't work.....So what we may have is one approach treating the dielectric as a constant bulk property and considering uncertainty-driven fluctuations in the vacuum field, while the other considers uncertainty-driven correlated fluctuations in the dipole moments of the atoms, acting across space through a classical EM field. And both give the same answer.
Tried to follow everything in that article but in the end gave up trying to get a clear distinction. I found Jaffe's treatment much clearer in that respect. His easy to follow conclusion is unambiguous except for enigmatically implying ZPE fluctuations should be there even if there is no evidence they physically contribute to anything measurable!There is a presentation I found from some prof. in Ljubljana which I can't follow in detail but gives an idea: http://www-f1.ijs.si/~rudi/lectures/casimir.pdf
Well perhaps you might like to describe how time and distance are impacted when E=0Sorry but all I see there is throwing disparate concepts into a concrete mixer and expecting anything but a mess to come back out.
Yes that's rather how it seems to me, I confess. I'll take a look at Jaffe's paper.They are still quite distinct source phenomena. Again, if both are valid, they should independently add. But that doesn't work.
Tried to follow everything in that article but in the end gave up trying to get a clear distinction. I found Jaffe's treatment much clearer in that respect. His easy to follow conclusion is unambiguous except for enigmatically implying ZPE fluctuations should be there even if there is no evidence they physically contribute to anything measurable!
Well perhaps you might like to describe how time and distance are impacted when E=0
It really isn't that hard to grasp.
E= mc^2 says most of it...
when E = 0 what does mc^2 equal?
Obvious yes?
Nothing disparate about it...
Maybe it is just too simple...
I am really surprised that you have to ask, but then again I guess it is no surprise. What is a surprise is that Q-reeus actually liked your post thus validating your willful ignorance and insult.E=mc^2 equates energy to mass. What does that have to do with time and distance or any of the rest of your word salad?
Trivially true.For mass to exist it must have dimensions greater than zero. (d= >0) a simple fact.
Again trivially true. But in E = mc^2, c is merely a required conversion factor.For c to exist it must have time and distance. t=>0 A simple fact.
Energy of what? An arbitrarily tiny speck of matter under consideration, or say the entire universe? You leave that totally undefined.If Energy is zero neither mass, nor distance nor time exists. A simple fact.
Maybe. Depends entirely on the physical system in question. If that is never defined, neither is any relevant linkage between energy and time.So it is easy to claim that time and energy are directly related.
Throwing in speculation about what I will guess actually refers to claimed Higgs field metastability is just more derailing side tracking of your own thread. If that phase transition happens, it would not mean total annihilation but transition to a presumed 'true vacuum' having different physical constants.It is even speculated that the universe had a finite time remaining, some say 6 billion years some say other... no potential = no future. (time)
I was under the impression that every one realized that E=mc^2 has universal application. I was mistaken... yet again..Energy of what? An arbitrarily tiny speck of matter under consideration, or say the entire universe? You leave that totally undefined.
see above...Maybe. Depends entirely on the physical system in question. If that is never defined, neither is any relevant linkage between energy and time.
no, it was further support to the notion that energy is time. Why do you assume that I had another agenda?Throwing in speculation about what I will guess actually refers to claimed Higgs field metastability
At this stage the idea was about establishing the principle more so than the practicability.While fascinating and potentially worthwhile, this sounds very expensive, QQ! If we could manage this, would it be cost efficient?
Yes you are mistaken but not in the way you think. See here for the correct 'universal' version:I was under the impression that every one realized that E=mc^2 has universal application. I was mistaken... yet again..
??? The relevant passage again:no, it was further support to the notion that energy is time. Why do you assume that I had another agenda?
I think you are unnecessarily adding complexity to the issue.Yes you are mistaken but not in the way you think. See here for the correct 'universal' version:
https://www.quora.com/What-is-the-full-version-of-e-mc2-and-how-do-you-find-p?share=1
I read it somewhere "Multi verse theorists". The point being is that thermal equilibrium is considered inevitable. Therefore the universes capacity to do work (E) determines how much time it has to exist."It is even speculated that the universe had a finite time remaining, some say 6 billion years some say other... no potential = no future. (time)"
So link to exactly where that notion comes from and what it 'really' refers to if not Higgs field metastability.
Why bother given that reaction.I think you are unnecessarily adding complexity to the issue.
If momentum is included or E is squared then how does it effect my position? It doesn't. Simply because the 0^2 = 0 ( another simple truth)
try again...
Sure, go down to sub section https://en.wikipedia.org/wiki/Mass–energy_equivalence#Extension_for_systems_in_motionbtw I think the wiki does a reasonable job of it all:
https://en.wikipedia.org/wiki/Mass–energy_equivalence
Wrong again. Majority of cosmologists think the universe will last forever, certainly far beyond it's 'heat death'. Roger Penrose's speculative CCC is an exception, but even there, the renewal time scale is vastly greater than a mere 6 billion years. Low mass stars for instance will continue to shine for trillions of years. Then there is supposed BH 'evaporation' which is on a vastly longer time scale. Then there are further quantum processes on still far larger time scales.I read it somewhere "Multi verse theorists". The point being is that thermal equilibrium is considered inevitable. Therefore the universes capacity to do work (E) determines how much time it has to exist.
See how far you get with that profoundly wrong identity at any other (science based) forum. Please do give it a long break here.Energy = Time
easy to...Sure, go down to sub section https://en.wikipedia.org/wiki/Mass–energy_equivalence#Extension_for_systems_in_motion
No weaseling out I'm afraid.
Your line from #631 again:easy to...
Given the context of the discussion momentum or not is irrelevant.
Or perhaps you could show why it is relevant to the issue at hand?
Because I am not...Your line from #631 again:
"I was under the impression that every one realized that E=mc^2 has universal application. I was mistaken... yet again.."
Yes, you were mistaken, as I pointed out. Why not graciously accept that? I'd say because of the E word (no not energy).