Detecting Interference Patterns with Large Objects: The Double Slit Experiment

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SUMMARY

The discussion centers on the challenges of detecting interference patterns in the double slit experiment when using larger objects, such as bacteria or microorganisms. The Heisenberg Uncertainty Principle plays a crucial role, as larger masses lead to reduced uncertainty in velocity, resulting in classical trajectories that prevent the emergence of interference patterns. The largest successful implementations of the double slit experiment have involved molecules with over 10,000 atomic mass units, demonstrating the limitations of size in quantum experiments.

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  • Understanding of the Heisenberg Uncertainty Principle
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john taylor
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Why is it so difficult to detect interference patterns with larger objects in the double slit experiment(e.g. bacteria)?
 
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john taylor said:
Why is it so difficult to detect interference patterns with larger objects in the double slit experiment(e.g. bacteria)?

One way to look at it is to use the Heisenberg Uncertainty Principle for the y-direction is:

##\sigma_y \sigma_p \ge \frac{\hbar}{2}##

If we define the y-velocity as ##v = \frac{p}{m}##, then we have:

##\sigma_v \ge \frac{\hbar}{2m} \sigma_y##

If ##m## is large, then you have very little uncertainty in the y-velocity of the particle. Effectively, you have a classical trajectory through the slit.

For an electron, ##m## is relatively small, so you get a larger uncertainty in the y-velocity, which is necessary for the interference pattern to emerge.

Note that this applies equally to single-slit experiments.
 
what would it take to replicate the double slit experiment with larger objects such as microorganisms?
 
john taylor said:
what would it take to replicate the double slit experiment with larger objects such as microorganisms?

You can't. They are just too big. According to Wikipedia:

The experiment can be done with entities much larger than electrons and photons, although it becomes more difficult as size increases. The largest entities for which the double-slit experiment has been performed were molecules that each comprised 810 atoms (whose total mass was over 10,000 atomic mass units).[1][2]
 
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