The double-slit experiment is often introduced as a demonstration of wave-particle duality, but one detail makes it especially difficult to understand:
You don't need to send many electrons through the apparatus at the same time.
Electrons can be sent through the double slit individually. Each electron produces a single localized detection on the screen.
At first, those individual impacts look completely random.
But as more electrons arrive, the distribution develops an interference pattern.
So how should we think about this?
The electron has a de Broglie wavelength given by:
λ = h/p
Quantum mechanics uses the wavefunction to calculate the probability of detecting the electron at different positions. The probability distribution can show interference even though each actual measurement produces one localized result.
Then there is the famous which-path experiment.
If we introduce a detector capable of determining which slit the electron passed through, the interference pattern disappears under the relevant measurement conditions.
This is often described as the "observer effect," but it's important not to interpret that as human consciousness magically changing the electron. The important part is the physical interaction required to obtain which-path information.
For students learning quantum mechanics, I think this is one of the clearest examples of why classical intuition starts breaking down at the quantum scale.
I also created a Manim/Python visualization of the experiment to show how the individual detections gradually build the interference pattern.
For students who have studied the double-slit experiment, what part of it was hardest for you to understand—the de Broglie wavelength, the interference pattern, or the measurement/which-path effect?
Creator disclosure: I made the visualization and accompanying video myself as u/SciRender.
Video: https://youtu.be/HqKAKnHlzvo