Can Multiple Routes in Wave-Particle Duality Be Observed?

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SUMMARY

The discussion centers on the concept of wave-particle duality, particularly as proposed by Richard Feynman, which suggests that particles can traverse multiple routes simultaneously until observed. The two-slit experiment exemplifies this phenomenon, demonstrating that unobserved photons create an interference pattern by passing through both slits, while observation collapses their state to a single route. Participants debated the reasons behind state collapse upon observation, concluding that it remains a largely unexplained aspect of quantum mechanics, often described as a 'fact without reason'.

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  • Understanding of wave-particle duality in quantum mechanics
  • Familiarity with the two-slit experiment and its implications
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As many people here will know, particles have wave-particle duality. A American scientist, Richard Feyman, suggested that when a particle move from a point to another, the particle can move through every possible route, not only one route (or history) as described in classical theory. The route we observed is the only possible route.
The question is, if more than one route is possible will we observed more than one route?

p/s: I am still learning quantum mechanic, please correct me if I am wrong.
 
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No, we will not observe more than one route.

The particle will follow every possible route - all states will be superposed - as long as it is not *observed*. When observed, the states all collapse to one, which we observe.

This is what the two-slit experiment shows so clearly. If we do not observe which slit the photon passes through, then it passes through both, interferes with itself, and we see an interference pattern. If we put detectors at the slits, thus observing the photon, it is seen to pass through only one slit, and we get no interference pattern.

Thus, when not observed, the photon has experienced multiple superposed histories. When observed, it has experienced only one history.
 
Thanks, I think I know what you meant. But why must all states collapse to one when oberved? Is there a reason for this? Or this is just a fact without reason?
 
The nature of measurment is that!
When you say that the system is in one specified state , it means that if you make another measurment, you will find the system in that state again. If not, your measurment is not reasonable! and you can not trust on it. So every measurment put the system in the eigen state of the measured value
 
"But why must all states collapse to one when oberved? Is there a reason for this? Or this is just a fact without reason?"

I believe 'fact without reason' is about right.

I don't know if anyone knows the physics behind this yet - we undestand so little in this realm. It is only one interpretation of the observed data, afterall, and a hotly debated one at that. As we get farther and farther into QM, we find that the only meaningful answer is that there are no real-world explanations, and that it's all a matter of mathematical formulae.
 
I think it is not just "a fact without reason"
The argument behind it is about clear . Or maybe I think so!
 

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