Understanding Particle Self-Interference in the Double Slit Experiment

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SUMMARY

The discussion centers on the self-interference of particles in the double slit experiment, specifically addressing how a single particle, such as an electron or a buckyball, behaves as a wave and can pass through both slits simultaneously. It is established that while the wavefunction of the particle can split, the actual measurement reveals the particle's position with a 50/50 probability of being detected at either slit. This highlights the distinction between the wavefunction's probabilistic nature and the definitive position of the particle upon measurement.

PREREQUISITES
  • Quantum mechanics fundamentals
  • Wave-particle duality concepts
  • Understanding of wavefunctions
  • Familiarity with the double slit experiment
NEXT STEPS
  • Explore the implications of wavefunction collapse in quantum mechanics
  • Study the mathematical formulation of quantum superposition
  • Investigate the role of measurement in quantum systems
  • Learn about advanced topics in quantum interference
USEFUL FOR

Students of physics, quantum mechanics researchers, and anyone interested in the foundational principles of wave-particle duality and quantum behavior in experiments.

blokeice
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I was wondering to what extent we understand the self interference of particles in the double slit experiment. More specifically, I have heard that a single particle, acting as a wave can pass through both slits at once and that is what causes the interference. This explanation seems a bit fishy to me since it seems that if you just had two slits separated on the other side by a metal sheet you could split an electron or even a buckyball into two waves which should be impossible. What is actually known about what is going on with PSI?
 
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You can diffract a buckyball!

http://www.univie.ac.at/qfp/research/matterwave/c60/index.html
 
If you fire an electron at double slits which are separated on the back side, splitting in half is exactly what WILL happen to its wavefunction. However, when you go to actually measure which side the electron went to, you will find that it resides entirely in one or the other, with a 50/50 chance of being in each. It's the probability for the electron's position that splits in half, not its actual position.
 

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