Uncertainty principle violation?

In summary: It's just that you can't use the information to calculate anything about the momentum of the electrons.
  • #1
espen180
834
2
I came up with a scenario in which I think I am violating Heisenbergs uncertainty principle.

Say I build a velocity selector, like the ones found in mass spectrometers, and I fire electrons from an electron gun through it. By measuring the Electric and magnetic fields, I can measure the velocities of the exiting electrons very accurately. The selector is in vacuum, so there is no friction slowdown of the electrons. I now let the electrons pass through a bubble chamber, leaving a trail. Assume the bubble chamber does not slow the electrons down. Now I know that at a certain time, an electron had a certain position (from the trail in the bubble chamber) and I know it had a certain velocity (from the velocity selector), so I know its position and its momentum.

Am I not violating Heisenbergs uncertainty principle now? If not, or if there are errors in my scenario, please explain.
 
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  • #2
HOW do you measure the electric and magnetic fields? The only way I know to measure the field strength at a point is to put some kind of probe there and then the probe itself will alter the field.

That is the whole point of the uncertainty principle. In order to measure anything you must interact with it and that interaction will alter the thing being measured.
 
  • #3
The more obvious problem here is that the HUP isn't about the measurement of a SINGLE position, and a single momentum. You will note that the expressions for [itex]\Delta(x)[/itex] and [itex]\Delta(p)[/itex] have a statistical spread in values. It means that you can either get a spread in a value after a repeated measurement, or your ability to predict the next value of a measurement.

I think I've illustrated this common misconception of the HUP somewhere in here using the single-slit diffraction.

Zz.
 
  • #4
And to add yet a third objection, nowhere in this does it actually quantitatively violate the HUP. The HUP is a quantitative statement.
 
  • #5
Even if you say you did measure the electron's momentum with the velocity selector and it's position with the bubble chamber, you haven't broken any rules yet.

You would have measured momentum in the x... Px
And the track tells you the position in the y and z directions.

Technically, you're still aloud to do that.
 

FAQ: Uncertainty principle violation?

What is the uncertainty principle violation?

The uncertainty principle violation, also known as the measurement problem, is a concept in quantum mechanics that states that it is impossible to simultaneously measure certain pairs of physical properties, such as position and momentum, with absolute precision.

How does the uncertainty principle violation affect our understanding of the physical world?

The uncertainty principle violation challenges our traditional understanding of the physical world, as it suggests that certain aspects of reality are inherently unknowable and can only be described in terms of probabilities.

Is the uncertainty principle violation a proven phenomenon?

Yes, the uncertainty principle violation has been experimentally tested and confirmed many times over. It is a fundamental principle in quantum mechanics and has been supported by numerous experiments and observations.

Can the uncertainty principle violation be violated or overcome?

No, the uncertainty principle violation is a fundamental aspect of quantum mechanics and cannot be violated or overcome. However, there are certain ways to minimize its effects through advanced techniques and technologies.

How does the uncertainty principle violation relate to the concept of superposition?

The uncertainty principle violation is closely related to the concept of superposition, as both are fundamental principles of quantum mechanics. Superposition refers to the ability of a quantum system to exist in multiple states at the same time, while the uncertainty principle violation limits our ability to know the exact state of a system at any given time.

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