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originally posted by: Phantom423
And what happens if this smart person doesen't agree with you? What if he/she says "where's your evidence, what experimental data do you have?" Are you going to be insulted and walk out?
I think you're making some very lofty assumptions that just because someone is "smart" by your standards, that this person is even going to engage in a conversation with you on a topic that you can't even frame in a simple hypothesis.
Peter Woit has high praise for him, but he also said this about Hamed:
originally posted by: ImaFungi
Well that guy, Nima Arkani Hamed, would be perfect.
He's spent many years developing the ideas he has now and I'd be very surprised if 5 hours in front of a blackboard with anybody would turn those views upside-down. Reading a new paper about a revolutionary new experimental result might do it.
he knows exactly what he thinks and will tell you forcefully what you should think.
originally posted by: Arbitrageur
Peter Woit has high praise for him, but he also said this about Hamed:
originally posted by: ImaFungi
Well that guy, Nima Arkani Hamed, would be perfect.
www.math.columbia.edu...
He's spent many years developing the ideas he has now and I'd be very surprised if 5 hours in front of a blackboard with anybody would turn those views upside-down. Reading a new paper about a revolutionary new experimental result might do it.
he knows exactly what he thinks and will tell you forcefully what you should think.
originally posted by: Arbitrageur
Peter Woit has high praise for him, but he also said this about Hamed:
All the amazing technology we have today results from working models so I don't see how that's a failure. It seems to me like we're very successful.
originally posted by: ImaFungi
a reply to: Arbitrageur
Plenty, plenty, many many many people are doing it your way and failing.
originally posted by: Arbitrageur
a reply to: dragonridr
The main issue I had with his logic is an objection so common he addressed it specifically: why throw the old model out if you have nothing better to replace it with? Then he brings up the epicycles example and suggests that we may be doing the equivalent of refining epicycles in particle physics. Even if this is so, if you follow through with this analogy, how did we get rid of the epicycles model? We showed it was wrong and came up with a better model, which to me kind of defeats his analogy in saying we should throw out the current model before we have a better one.
So of course, who wasn't fine with throwing out epicycles in favor of the better model, and who wouldn't rather have a model that predicts all the things he points out our current model fails to predict? Of course we would like that.
The other noteworthy comment on this topic is that pointing out flaws with our models by itself doesn't support any alternative model. Nobody is stopping folks like Garrett Lisi from proposing alternate models of particle physics, but he's the first person to admit that alternate models such as his are long shots at best, and are probably wrong.
In a recent publication [1] we have shown using a QED approach
that, in the presence of a magnetic field, the quantum vacuum coupled to a chiral molecule provides a kinetic momentum directed along the magnetic field. Here we explain the physical mechanisms which operate in the transfer of momentum from the vacuum to the molecule. We show that the variation of the molecular kinetic energy originates from the magnetic energy associated with the vacuum correction to the magnetization of the molecule. We carry out a semiclassical calculation of the vacuum momentum and compare the result with the QED calculation.
It is well known that the quantum fluctuations of the electromagnetic (EM) field coupled to electric charges generate an observable interaction energy [2, 3, 4]. The fluctuations which mediate the self-interaction of electrons bound to atomic nuclei give rise to the Lamb shift of atomic levels; the fluctuations which mediate the interaction
between nearby molecules generate van-der-Waals energies; and finally the fluctuations between macroscopic dielectrics generate the Casimir energy. Direct observation of these energies is possible by spectroscopy, atomic interferometry or nanomechanical means [5, 6, 7, 8].
Less well-known is the fact that other observable quantities, functions of the EM field, can be influenced by quantum fluctuations under certain symmetry conditions. That is, when the time-space symmetries of the medium to which the fluctuations couple are compatible with the symmetries of some observable operator, the expectation value of that operator in the vacuum state of the system medium-EM field may take a non-zero value. This is the case of the linear momentum of the EM field when quantum fluctuations couple to a medium in which both parity (P) and
time-reversal (T) symmetries are broken
...
It is a generic phenomenon in field theory that the breakdown of a symmetry is accompanied by a non-zero vacuum expectation value (VEV) of some physical observable associated to the symmetry. In our case the P and T symmetries happen to be broken explicitly by the presence of a chiral molecule and the action of anexternal magnetic field,B0. Correspondingly, a non-zero VEV of the EM momentum shows up in the direction along which the symmetries are broken,B0. The question arises whether it could be possible to take advantage of this phenomenon for practical
purposes. To this end we will show that, due to the conservation of total linearmomentum, there exists necessarily a transfer of kinetic momentum to the chiral molecule of equal magnitude and opposite sign to the VEV of the EM momentum.
originally posted by: Diablos
Is it possible to transfer momentum from the quantum vacuum to a molecule? That is the subject of a recent paper on arxiv that's already been submitted to the journal of physics. Here's the paper, and it's abstract:
In a recent publication [1] we have shown using a QED approach
that, in the presence of a magnetic field, the quantum vacuum coupled to a chiral molecule provides a kinetic momentum directed along the magnetic field. Here we explain the physical mechanisms which operate in the transfer of momentum from the vacuum to the molecule. We show that the variation of the molecular kinetic energy originates from the magnetic energy associated with the vacuum correction to the magnetization of the molecule. We carry out a semiclassical calculation of the vacuum momentum and compare the result with the QED calculation.
Some more interesting excerpts:
It is well known that the quantum fluctuations of the electromagnetic (EM) field coupled to electric charges generate an observable interaction energy [2, 3, 4]. The fluctuations which mediate the self-interaction of electrons bound to atomic nuclei give rise to the Lamb shift of atomic levels; the fluctuations which mediate the interaction
between nearby molecules generate van-der-Waals energies; and finally the fluctuations between macroscopic dielectrics generate the Casimir energy. Direct observation of these energies is possible by spectroscopy, atomic interferometry or nanomechanical means [5, 6, 7, 8].
Less well-known is the fact that other observable quantities, functions of the EM field, can be influenced by quantum fluctuations under certain symmetry conditions. That is, when the time-space symmetries of the medium to which the fluctuations couple are compatible with the symmetries of some observable operator, the expectation value of that operator in the vacuum state of the system medium-EM field may take a non-zero value. This is the case of the linear momentum of the EM field when quantum fluctuations couple to a medium in which both parity (P) and
time-reversal (T) symmetries are broken
...
It is a generic phenomenon in field theory that the breakdown of a symmetry is accompanied by a non-zero vacuum expectation value (VEV) of some physical observable associated to the symmetry. In our case the P and T symmetries happen to be broken explicitly by the presence of a chiral molecule and the action of anexternal magnetic field,B0. Correspondingly, a non-zero VEV of the EM momentum shows up in the direction along which the symmetries are broken,B0. The question arises whether it could be possible to take advantage of this phenomenon for practical
purposes. To this end we will show that, due to the conservation of total linearmomentum, there exists necessarily a transfer of kinetic momentum to the chiral molecule of equal magnitude and opposite sign to the VEV of the EM momentum.
Much of the physics in this paper appears to be motivated based on results published by A.Feigel back in 2003, which appears to be on the same lines of harnessing momentum from the quantum vacuum. Just so you guys don't dismiss this as bunk out of hand, that paper has like 109 citations and is published in physical review letters. What do you guys make of this paper? If this is actually valid, then how would this tie in with things like the Em-drive people are trying to build these days?
originally posted by: dragonridr
I look at the paper but looks like they are discussing low temperature decoherence. You know what's we call super conductivity.Fluctuations of local fields cause decoherence of quantum objects. Usually at high temperatures rhe thermal noises are much stronger than quantum fluctuations and undetectable unless the thermal effects are suppressed by certain techniqueslike spin echo.
Alders razor says: what cannot be resolved by experiment is not worth debating.
originally posted by: Diablos
What do you guys make of this paper? If this is actually valid, then how would this tie in with things like the Em-drive people are trying to build these days?
Unfortunately with the current understanding and materials, the acceleration due to the dynamic Casimir effect is very small, on the edge of measurability.
That's part of Dr. White's research:
I'm sure there are a number of experiments one can do in this field that would yield much more information about the true nature of the quantum vacuum than using clunky and exorbitantly expensive accelerators.
NASA/JSC is implementing an advanced propulsion physics laboratory, informally known as "Eagleworks", to pursue propulsion technologies necessary to enable human exploration of the solar system over the next 50 years, and enabling interstellar spaceflight by the end of the century. This work directly supports the "Breakthrough Propulsion" objectives detailed in the NASA OCT TA02 In-space Propulsion Roadmap, and aligns with the #10 Top Technical Challenge identified in the report. Since the work being pursued by this laboratory is applied scientific research in the areas of the quantum vacuum, gravitation, nature of space-time, and other fundamental physical phenomenon, high fidelity testing facilities are needed.
originally posted by: Diablos
originally posted by: dragonridr
I look at the paper but looks like they are discussing low temperature decoherence. You know what's we call super conductivity.Fluctuations of local fields cause decoherence of quantum objects. Usually at high temperatures rhe thermal noises are much stronger than quantum fluctuations and undetectable unless the thermal effects are suppressed by certain techniqueslike spin echo.
Hmm, so if the paper is addressing superconductors, then what are the supposed implications? Could this lead to a new more comprehensive understanding of superconductivity? Is this idea, that you can gain momentum from the vacuum, plausible and well motivated? If yes, then wouldn't superconductivity become the primary tool for probing for quantum gravity effects? I'm sure there are a number of experiments one can do in this field that would yield much more information about the true nature of the quantum vacuum than using clunky and exorbitantly expensive accelerators.