How do you explain the Heisenberg uncertainty principle?

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Discussion Overview

The discussion revolves around the Heisenberg Uncertainty Principle (HUP) and its implications for measuring the position of particles, particularly in relation to diffraction effects. Participants explore the relationship between diffraction, measurement accuracy, and quantum uncertainty, with a focus on both subatomic particles and larger objects.

Discussion Character

  • Exploratory
  • Debate/contested
  • Technical explanation

Main Points Raised

  • Some participants express confusion about how diffraction affects the measurement of position when scattering light off objects, questioning its relevance for both macro-sized and subatomic particles.
  • Others argue that the HUP is fundamentally about quantum uncertainty rather than diffraction effects, suggesting that diffraction is not the primary cause of uncertainty at the subatomic level.
  • A participant mentions that the HUP restricts the existence of sharp values and can be derived mathematically without reference to experimental observations.
  • Some contributions highlight that the HUP applies to all quantum particles, not just photons, and that diffraction effects can be observed in various particles, including electrons and protons.
  • There is a viewpoint that diffraction relates to angular resolution and is more applicable to larger objects, while quantum mechanics deals with single photons and their interactions with electrons.
  • One participant suggests that the relationship between position and momentum distributions is similar to diffraction patterns, indicating a connection between these concepts.

Areas of Agreement / Disagreement

Participants express differing views on the role of diffraction in the context of the HUP, with some asserting its relevance and others denying it. The discussion remains unresolved, with multiple competing perspectives on the relationship between diffraction, measurement, and quantum uncertainty.

Contextual Notes

Some claims about the relationship between diffraction and the HUP depend on specific interpretations of quantum mechanics and measurement theory, which are not universally agreed upon. The discussion reflects a range of assumptions and interpretations that may not be fully articulated.

hamsa0
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So to determine the position of an object you can scatter light off of it. Fine. But then my textbook says you can't know the exact position of the object because of diffraction effects. We've covered the diffraction of light through narrow slits but I don't know why if you were scattering light off a ball or an electron or something that it would end up diffracted.
 
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hamsa0 said:
So to determine the position of an object you can scatter light off of it. Fine. But then my textbook says you can't know the exact position of the object because of diffraction effects. We've covered the diffraction of light through narrow slits but I don't know why if you were scattering light off a ball or an electron or something that it would end up diffracted.

The HUP has nothing to do with macro sized objects such as a billiard ball, it has to do with sub-atomic particle, which are a whole 'nother story.
 
K well since I haven't studied this so called whole 'nother story of diffraction by subatomic particles, I'll just have to believe everyone that there is in fact diffraction that causes uncertainty in the position. Thanks.
 
hamsa0 said:
K well since I haven't studied this so called whole 'nother story of diffraction by subatomic particles, I'll just have to believe everyone that there is in fact diffraction that causes uncertainty in the position. Thanks.

I don't think diffraction has anything to do with what happens at the subatomic level in the sense of the uncertainty that the HUP describes, it is a matter of quantum uncertainty.
 
One finds explanations relating the HUP to experiments quite frequently, but this is misleading. The HUP restricts the "existence" of sharp values, not only measurement accuracy in certain experiments. It is a rather simple mathematical exercise to derive the HUP for two non-commuting observables w/o every talking about experiments.

We had this discussion here a couple of times.
 
hamsa0 said:
So to determine the position of an object you can scatter light off of it. Fine. But then my textbook says you can't know the exact position of the object because of diffraction effects. We've covered the diffraction of light through narrow slits but I don't know why if you were scattering light off a ball or an electron or something that it would end up diffracted.

The HUP that randomness/uncertainty is a fundamental of existence. It has been observed for elementary particles such as photons, electrons (and some bigger atoms?) etc. yet.
 
phinds said:
I don't think diffraction has anything to do with what happens at the subatomic level in the sense of the uncertainty that the HUP describes, it is a matter of quantum uncertainty.
I think that it have connection.
HUP is a consequence that Fourier distribution of location is distribution of momentum. (And oppositely) But, both momentum and location are sinusoidaly distributed. Similarly as diffraction...
But, you Hamsa describes Heisenberg microscope. It is good one for visualisation of HUP, but it is not the same thing. Heisenberg microscope contains hidden variables which are not existent according to tests of Bell equation.
 
In my opinion, diffraction causes uncertainty is because of degree of angular resolution. But it is pretty much on bigger object rather than particles decribed by quantum, like cells displayed by light microscopes. While talking about quantum, it deals with single photons. Photons with different wavelength act differently with electrons that causes different degree of uncertainty. Just my personal understanding.
 
ZealScience said:
In my opinion, diffraction causes uncertainty is because of degree of angular resolution. But it is pretty much on bigger object rather than particles decribed by quantum, like cells displayed by light microscopes. While talking about quantum, it deals with single photons. Photons with different wavelength act differently with electrons that causes different degree of uncertainty. Just my personal understanding.

No. The HUP is inherent to ALL quantum particles, not just photons.

I've described previously how the single-slit diffraction is a clear manifestation of the HUP.

https://www.physicsforums.com/showthread.php?t=394171

Note that one can get the diffraction effects from photons, electrons, protons, neutrons, buckyballs, etc.

Zz.
 

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