Physicist Discovers How to Teleport Energy
technologyreview.com
technologyreview.com
That set off my bogometer. What is "quantum energy"?
The devil is always in the details, but I have yet to see a popular account of anything having to do with entanglement that didn't completely ignore the fundamental fact that entanglement and measurement are the same physical phenomenon. Once you realize that most of the mysteries simply evaporate.
From the concluding section:
So Mermin was on the right track, but he didn’t get it quite right: not only is the moon is not really there when nobody looks, but it isn't really there even when you do look! "Physical reality" is not "real", but information-theoretical reality is. We are not physical entities, but informational ones. We are made of, to quote Mermin, "correlations without correlata." We are not made of atoms, we are made of (quantum) bits. At the risk of stretching a metaphor beyond its breaking point, what we usually call reality is really a very high quality simulation running on a quantum computer.
This is a very counterintuitive view of the world, but the mathematics of Quantum Mechanics tell us unambiguously that it is correct, just as the mathematics of relativity tell us that there is no absolute time and space. Entanglement, far from being an obscure curiosity of QM, is in fact at its very heart. Entanglement is the reason that measurement is possible, and thus the reason that the Universe is comprehensible.
I only know so much about QM, but I do know that no one fully understands it, and that in attempting to sound deep, the author of this paper misattributed a classic Zen koan to Douglas Hofstadter.
As to the misattribution, the paper reads:
The best I can offer as an answer to that question is a Zen koan from Douglas Hofstadter:
It seems to me he is describing Hofstadter as the conduit and not the origin.
"There's a widespread belief that quantum mechanics is supposed to be confusing. This is not a good frame of mind for either a teacher or a student. Complicated math can be difficult but it is never, ever allowed to be confusing."
Reality is not "running on a quantum computer" it is just that QM is the best description we have of what we can observe of the external world.
I hope they mean Newton's cradle...
That's something I'd like to understand better..
Is it really impossible to distinguish between an 'On' state and an 'Off' state at the receiver's end without this piece of information? Is it our ability to measure the observation that hinders this or is this a law of physics that will 'never' be broken?
Kind of like a VPN for elementary particles; the remote client and its presence on the local network are the same thing, if I'm not stretching my computer-physics analogies too far.
http://en.wikipedia.org/wiki/Faster_than_light_travel#Quantu...
"Certain phenomena in quantum mechanics, such as quantum entanglement, appear to transmit information faster than light. According to the No-communication theorem these phenomena do not allow true communication; they only let two observers in different locations see the same event simultaneously, without any way of controlling what either sees."
So ... what if observer B does nothing while observer A (a long, long ways distant) measures something. Can B then "see" the corresponding wave function collapse, thereby knowing that A took a measurement?
What I'm working towards here is not caring about the measurement outcome, but rather knowing that a measurement took place, and using that as "information". If you have enough entangled quanta don't you then have a primitive serial line?
It should be obvious here that I'm not very familiar with QM. Just wondering.
Before you make a measurement, though, the particle you measured is in a combination of both states. It's not that you don't know which it is; it really is neither (to the best of modern interpretations). If it has equal probability spin up or down, you are equally likely to measure either one. Once you measure it once, though, and get either up or down, if you immediately measure again, you'll get the same result. That's the hastily abused "collapsing the wave function." If you consider the wave function of the particle with regard to its spin states to be representative of a probability distribution of measuring either state, once you measure it, the state you measured has probability one and the rest have probability 0. The new wave function is just a delta, and has been collapsed.
Now to get on with answering your question-- you've not only collapsed this particle's wave function; you've collapsed the other one's too.Instantly. So, you know what the other guy taking measurements on his will measure. What you have no control over is the information content itself. You can't spin your particle so the other one spins in the opposite way. It just doesn't work that way. Information propagation in relativity comes with a caveat-- causal information travels no faster than the speed of light. Non causal information can travel as fast as it likes. It's not spooky action at a distance because it's not really action. Nothing's different in the tangible world as a result of it, which is why you can't use it to send bits. If you're really interested, I recommend Griffiths' Intro to Quantum Mechanics. It was used in all of my related courses, and the author has a way with the inexplicable.
Thanks for the explanation. That definitely answered my question.
Quantum teleportation is nothing like teleportation in shows and movies. The big difference is that you have to already have something on the other side. In other words, you can't teleport a rat to mars because there is no rat on mars. Yet. :-p
Further, that rat would have to be entangled with another rat on mars, not something trivially accomplished. At least that's my understanding of it.
Here's an article on QM teleportation that's easier to grok (although not about teleporting energy specifically):
http://www.research.ibm.com/quantuminfo/teleportation/telepo...