The Rev Dodgson said:
“ If they are able to repeatedly show that entanglement works at this distance, it will be a definitive demonstration of the entanglement phenomenon and quantum mechanical theory.”
I thought this had been demonstrated years ago.
Is this a bit of journalistic over-simplified hype, or do I have it wrong?
Well, it is a bit hyped up, IMO.
ChrispenEvan said:
it seems all they’ve done, for high values of “all”, is worked out a more reliable method.
Agreed.
There have been many demonstrations of quantum entanglement, but it’s nice to do it over larger distances, as that helps to verify that it is actually working according to theory and that entanglement really does happen instantaneously. The bigger the distance, the harder it is to claim that the observed effects are due to some overlooked classical mechanism.
We’ve been able to demonstrate “simple” quantum entanglement for quite a while now; we can even utilise it in primitive quantum computer and communications circuitry, although such technology is still in its infancy.
As MartinB points out, it’s not possible to use quantum entanglement to transmit information instantly, since verification of the quantum state at the other end requires the use of a classical channel which, of course, is bounded by the speed of light.
MartinB also mentions that quantum teleportation is a bit different to plain quantum entanglement. The term “quantum teleportation” (QT) is a bit misleading. QT does not involve transmitting matter from point A to point B, it involves transmitting the quantum state of a particle (or larger quantum system).
The quantum state of a system is the full quantum-level description of that system. But Heisenberg’s Uncertainty Principle (HUP) prevents us from accessing all of the information locked up in the quantum state, and it also makes it impossible to duplicate the quantum state, eg if we have an electron at position A in a particular quantum state (disregarding position) we can’t force an electron at position B into exactly the same quantum state as the electron at A. But if our apparatus is allowed to scramble the quantum state of the electron at A during the process then we can effectively transmit electron A’s original state to the electron at B. And that’s what we mean by quantum teleportation.