B Understanding Quantum Entanglement: Debunking Common Misconceptions

Click For Summary
Quantum entanglement is often misunderstood, particularly regarding the nature of spin states in entangled particles. When two entangled electrons are separated, measuring one electron's spin does not imply that its spin was predetermined; rather, quantum mechanics suggests that their states are interdependent and not fixed until measured. This phenomenon is surprising because it defies classical intuitions about predetermined states and local realism, as demonstrated by Bell's theorem, which has been experimentally validated. The discussion highlights that entangled particles exhibit correlations that cannot be explained by classical physics or hidden variables. Ultimately, the nature of quantum entanglement challenges our understanding of reality and measurement in quantum mechanics.
  • #31
Tio Barnabe said:
Before destroying the molecule:
Electron 1 has spin up in z direction
Electron 2 has spin down in z direction
[..]
Suppose further we don't know these are their spin states. When the electrons got separeted, it seems obvious that their spin states will keep in that way. In other words, there is nothing bizarre happening, it is just we did not know what their spin state were.
I might add to my previous response: if (the spin direction of) electron 1 gets measured, then the probability electron 2 measures the opposite spin of that spin, is dependent on the angle between both detectors. This is a non-local property of entanglement, for it is dependent of both the properties of the separate detectors. You could also see it like this: if the angle of detector A is α, and it measures 'spin-up', then electron 2 'behaves' like its spin is along the basis of detector A (α). That is, electron 2 did not have a fixed spin (hidden variable), but behaves as if its spin got determined by detector A. This works vice-versa.
 
Physics news on Phys.org
  • #32
entropy1 said:
I might add to my previous response: if (the spin direction of) electron 1 gets measured, then the probability electron 2 measures the opposite spin of that spin, is dependent on the angle between both detectors. This is a non-local property of entanglement, for it is dependent of both the properties of the separate detectors.

Yes and the probability for opposite spins : P-+ = P+- = 1/2 ( cos θ/2)2 That are dependent on both detector settings , θ = β - α
What are the alternative explanations for the correlations between spacelike separated entangled particles that do not include a superluminal signal ?
In this paper http://www.mathpages.com/home/kmath731/kmath731.htm and elsewhere are the terms:
1. " QM non separability"
2. Correlations " encoded during preparation of entanglement .
Then how are 1 and 2 in accord with P++ = P-- = 1/2 (sin θ/2)2 that imply a dependence on detector settings A and B for the distant correlations that violate Bell's inequality , but again do not include superluminal signals ?
 
  • #33
morrobay said:
What are the alternative explanations for the correlations between spacelike separated entangled particles that do not include a superluminal signal ?
Non-CFD/non-realism might be one I guess.
 
  • #34
entropy1 said:
Non-CFD/non-realism might be one I guess.
However, the detection of a photon or elektron doesn't contain/reveal the angle of, or between, the detectors, and as such information about the angles isn't part of the measurement. Rather, it is revealed in an ensemble. It means that a single measurement could just as well have been local what information is concerned. Verifying if it was local, requires locality (bringing the results together), so that locality is not violated. The one locality is as it were replaced by the other; if you make the results local, the experiment is no longer required to be local, which is what we observe.
 
Last edited:
  • #35
jfizzix said:
There is no way of knowing whether a single particle is entangled with something else, without getting information from that something else. .
This one is bending my mind (it is probably supposed to). If you are to get information from the something else, you need to know what the something else is and probably where it is (which puts us into red green sock territory). Presumably if a particle is entangled with something else, and is going to respond when the state of that something else changes, there must be something in the particle that 'knows' which something it is entangled with.
 
  • #36
Quandry said:
This one is bending my mind (it is probably supposed to). If you are to get information from the something else, you need to know what the something else is and probably where it is (which puts us into red green sock territory). Presumably if a particle is entangled with something else, and is going to respond when the state of that something else changes, there must be something in the particle that 'knows' which something it is entangled with.

You really don't get any information. It's random and essentially redundant.
 
  • Like
Likes vanhees71
  • #37
DrChinese said:
You really don't get any information. It's random and essentially redundant.
I don't immediately agree with that: when data from 'the other side' is added, we have information about the relative orientation of the detectors, right?
 
Last edited:
  • #38
I should not have used the term 'information', I was addressing the post that I quoted. Certainly 'you' don't get anything. The second part was really my 'philosophical' question which is that if a particle is going to respond to something that happens to its entangled particle 'it' must 'know' which particle to respond to.
But that's probably getting off topic.
 
  • #39
entropy1 said:
Non-CFD/non-realism might be one I guess.

Yes since the inequalities are derived from CFD: From spin 1/2 particles the strict anti correlations along parallel settings enables you to deduce
A+B- , A-B+ for one pair of particles and
A+C-, A-C+ for another pair. Leading to this general form of Bell inequality: N(A+B-) + ≤ N(A+C-) + N(B-C+)

And for the CHSH inequality : (AB) + (AB') + (A'B) - (A'B') ≤ 2 A,A' B,B' = ± 1
However in the just closed thread; Quantum entanglement information. Post # 43 ,
@Mathematech states that CFD is an invalid assumption when there are more than two variables.
Quote: (selected) "The point of particular importance is the idea of combining counterfactual results with factual results gives the same statistics. It is a mathematical fact that when the counterfactual results are possible alternate results that were not obtained due to an incompatable experiment being performed instead, then when more than two variables are involved, the statistics need not be the same as a scenario where the counterfactual results were not obtained "

I would like to see an elaboration on the above claim that CFD is not valid for
the two inequalities above that results in the violations
 
Last edited:
  • #40
Take a look at https://www.researchgate.net/publication/51931411_Hidden_assumptions_in_the_derivation_of_the_Theorem_of_Bell the discussion on pages 3 - 4. They don't use the terminology "counterfactual definiteness" but what they mention relates. See also Ray Streaters comments in his book https://www.researchgate.net/publication/253090359_Lost_Causes_in_and_beyond_Physics in section 6.3
 
  • #41
morrobay said:
What are the alternative explanations for the correlations between spacelike separated entangled particles that do not include a superluminal signal ?
morrobay said:
I would like to see an elaboration on the above claim that CFD is not valid for
the two inequalities above that results in the violations
What I ment was that, as long as one of the two measurements is not examined, there is no need for a superluminal signal. If and when that other measurement will be examined, it will already be a non-superluminal course of events.
 
  • #42
Mathematech said:
Take a look at https://www.researchgate.net/publication/51931411_Hidden_assumptions_in_the_derivation_of_the_Theorem_of_Bell the discussion on pages 3 - 4. ...

While I have great respect for Hess and Michielsen and the teams they are a part of: a) this is not a suitable reference; and b) it is far off-topic. The primary objective of their work is to produce mathematical models that can reproduce local realism in various respects.

This is a "B" level threat about quantum entanglement, not about arguing for or against local realism. You should start a new thread if you wish to go in that direction.
 
  • #43
This thread has run its course and is now closed.
 

Similar threads

  • · Replies 14 ·
Replies
14
Views
2K
  • · Replies 9 ·
Replies
9
Views
1K
  • · Replies 12 ·
Replies
12
Views
2K
  • · Replies 2 ·
Replies
2
Views
2K
  • · Replies 5 ·
Replies
5
Views
2K
  • · Replies 4 ·
Replies
4
Views
1K
  • · Replies 3 ·
Replies
3
Views
2K
  • · Replies 7 ·
Replies
7
Views
2K
Replies
41
Views
5K
  • · Replies 27 ·
Replies
27
Views
2K