What you are looking at
Green laser light goes through two narrow slits and lands on a screen 1 m away, one photon at a time. Each photon makes one dot at a random place. Thousands of dots build bright and dark bands, the fringes, and the histogram under the screen fills up to the curve the model predicts. Switch on the which-path detector and the fringes go.
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Glossary
- Photon
- The smallest amount of light there is. Each photon lands at one point on the screen, never spread out, and where it lands is random.
- Why it matters The pattern only shows once many photons have landed, so it is a pattern of chances.
- Photons on the screen
- How many photons have landed so far, up to 10 000. The same photons land in the same places on every visit.
- Screen: photon hits
- The dark band at the top. Each dot is one photon where it hit the screen. While there are under 1000, a white ring marks the newest one.
- Position on screen (mm)
- Distance across the screen from the point straight behind the middle of the two slits, in millimetres. The view shows 40 mm either side.
- Hits
- The bars under the screen: how many photons landed in each narrow strip of it. A bar full to its share meets the prediction curve.
- Prediction
- The solid curve: the model's chance of a photon landing at each point on the screen. It does not need any photons; the hits grow into it.
- Why it matters Comparing bars to the curve is how you test the model.
- Interference
- What happens when two waves meet. Where they are in step they add up to bright; where one is up and the other down they cancel to dark.
- Fringes
- The bright and dark bands on the screen. Bright fringes are where the waves from the two slits arrive in step, dark ones where they cancel.
- Fringe spacing
- Distance between the centres of two neighbouring bright fringes: Δy = λL/d. At 100 µm it is 5.32 mm. With the detector on it reads No fringes.
- Why it matters Move the slits closer and the fringes spread out; move them apart and they crowd together.
- Slit separation
- Distance d from the centre of one slit to the centre of the other, from 50 to 500 µm. A micrometre (µm) is a thousandth of a millimetre.
- Slit width
- How wide each slit is: 20 µm here, fixed. Each slit alone spreads light into a broad band about 27 mm either side of the middle.
- Why it matters That band is the outline the fringes sit inside, so they fade towards the edges.
- Wavelength
- Distance λ from one crest of the light wave to the next: 532 nm, the green of a laser pointer. A nanometre is a millionth of a millimetre.
- Photon energy
- The energy one photon carries, E = hc/λ: 2.33 eV for 532 nm light. The constants h, c and e come from CODATA 2022; the badge shows the source.
- Screen distance
- Distance L from the slits to the screen: 1.0 m. A farther screen would spread the fringes further apart.
- ψ₁, ψ₂
- The wave amplitudes for a photon reaching a point through slit 1 or through slit 2. They can be positive or negative, so two of them can cancel.
- |ψ₁ + ψ₂|²
- The chance of a hit when nothing records the slit: add the two amplitudes first, then square. The cancelling gives the dark fringes.
- |ψ₁|² + |ψ₂|²
- The chance of a hit when the detector records the slit: square each amplitude, then add. Nothing cancels, so the light falls in one broad band.
- Which-path detector
- A detector that records which slit each photon took. When it is on, the fringes go, the same amount of light lands in one broad band, and the slit separation no longer matters.
- Why it matters Knowing the path and seeing interference cannot both happen.
- No detector
- The faint dashed curve shown while the detector is on: the prediction with the detector off, kept for comparison.
- Scale
- In AR, the size of the model compared with the real bench. It starts at 1:10, about 28 by 40 cm, and goes from 1:40 up to 1:1.
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