Does Measuring Two Entangled Photons at the Same Time Break the Laws of Physics?

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Discussion Overview

The discussion explores the implications of measuring two entangled photons simultaneously, particularly in relation to Bell's theorem and the nature of quantum entanglement. Participants examine the theoretical consequences of such measurements and the interpretations of quantum mechanics involved.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant notes that measuring one entangled photon affects its partner's polarization, leading to a theoretical scenario where simultaneous measurements could create a feedback loop of changes between the two photons.
  • Another participant explains that in quantum formalism, the order of measurements (whether A is measured before B, B before A, or simultaneously) does not affect the outcome, as the measurement observable is a tensor product of the local observables.
  • A participant expresses confusion about the implications of simultaneous measurements, questioning whether both photons always change each other and maintain the same orientation relative to one another.
  • Further clarification is provided that if one photon is measured first, it affects the other, but simultaneous measurements could be viewed as both affecting each other, or as a single inseparable entity.
  • One participant emphasizes the lack of experimental evidence for the instantaneous effect of one photon on another, suggesting a more cautious interpretation of the phenomenon.

Areas of Agreement / Disagreement

Participants express varying interpretations of the implications of simultaneous measurements and the nature of the relationship between the entangled photons. There is no consensus on whether the instantaneous effect is a definitive aspect of quantum mechanics, and the discussion remains unresolved regarding the interpretation of these measurements.

Contextual Notes

Participants highlight the distinction between absolute reality and quantum reality, noting that quantum mechanics provides a framework for calculating probabilities rather than asserting definitive outcomes. The discussion also reflects uncertainty about the nature of measurement observables versus individual measurements.

leonmate
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I've been studying Bell's theorem out of curiosity tonight after watching a BBC documentary about quantum mechanics (The secret of quantum physics - 1. Einsteins nightmare).

The episode ended on Bell's theorem disproving locality and showing Einstein to be wrong. So I went and did a little research into the experiment.

I found this great article by Gary Felder explaining how it worked and breaking it down into bitesize chunks, I'm sure many of you will have seen this before: http://www.felderbooks.com/papers/bell.html
I've only been studying this over the last couple of hours so let me know if my understanding is flaky in places!

Anyway, onto my question:

A photon that is entangled with another will change it's partners polarisation once it's reached the detector and measured along some orientation. I'm happy with that. So photon A is measured which instantly affects photon B.

Now, what would happen if we could measure the two photons at EXACTLY the same time. I realize this would be impossible to do in reality but I supposed we could explore it in theory.

So, photon A is measured and affects photon B, but at the same time the opposite is occurring; photon B is measured and is also affecting photon A. In my mind I have a kind of logic loop occurring, where the photons are constantly switching polarisation due to the change in it's entangled pair changing which in turn changes the photons again, plus this is all instantaneous, does physics break? If one measurement effects the other, which photon would be effecting which. Has this been scenario explored before?
 
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In the quantum formalism, it makes no difference whether A is measured before B, or B is measured before A, or A and B are simultaneously measured. When A and B are simultaneously measured, the measurement observable is the tensor product of the local observable at A and the local observable at B.
 
Ok, I think I follow. But with quantum I seem to continually get a disillusion of understanding!

So, is what you're saying: despite which photon passed through the detector first or if it was at the same time, photon A always changes photon B and photon B always changes photon A? Thus in doing so, always have the same orientation relative to each other?

Also, I'm a little confused in that you talk about the measurement observable, not measurements, i.e don't we get two measurements from each of the two detectors?
 
leonmate said:
So, is what you're saying: despite which photon passed through the detector first or if it was at the same time, photon A always changes photon B and photon B always changes photon A? Thus in doing so, always have the same orientation relative to each other?

No, if A passes through the detector first, then A affects B. If B passes through the detector first, then B affects A. If A and B pass through the detector at the same time, one can think that they simultaneously affect each other, or that photons A and B should be considered one inseparable entity.

In the above, I used language in which the wave function of the photons is real. However, you should be aware that quantum mechanics distinguishes between absolute reality and the quantum reality of the wave function. Absolute reality is the everyday reality you see and includes the experimental outcomes that you observe, while quantum reality is a tool to calculate the probabilities of experimental outcomes.

leonmate said:
Also, I'm a little confused in that you talk about the measurement observable, not measurements, i.e don't we get two measurements from each of the two detectors?

You can ignore the distinction for the moment, until you study the quantum formalism properly.
 
leonmate said:
So photon A is measured which instantly affects photon B.
I would like to formulate it like this: "Photon A is measured which seems to instantly affect photon B." Why? Because there is no experimental evidence that clearly demonstrates that this "instant effect" actually is what happens.
 
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