Quantime — Double Slit: Watch the Wave, Catch the Record

Each electron travels as a wave through both slits. In the space behind the slits the two waves overlap and interfere — and you can watch it happen. Switch the path detector on, and the environment keeps a record of which slit was used: the wave leaves one slit, the interference region goes quiet, and after thousands of electrons the screen tells a different story.

Propagation region · screen builds on the right
predicted intensity (current detector setting) detected electrons (histogram & dots) ghost: frozen pattern from the Compare run

What you're seeing

The knob is information, not eyesight
Nothing here depends on a conscious observer. Interference visibility V is the overlap of the environment's two possible records for "left slit" vs "right slit". Perfect record → distinguishability D = 1, so V = 0 (the bound V² + D² ≤ 1 is saturated here). The cross-term 2V·Re(ψ₁ψ₂*) is what dies — and it dies the same way whether the record is read by a physicist, a photodiode, or a stray air molecule.

Quantime narrative hook

Measurement is the moment a present-tense possibility becomes a past-tense record. With the detector off, "which slit?" has no answer yet — both routes coexist in the present and the fringes prove it. The instant the detector writes its record, "which slit?" acquires a past — and the interference becomes inaccessible. The screen is simply history's bookkeeping, one dot at a time.

Model notes: each slit is treated as a Huygens secondary source emitting a cylindrical wave with a single-slit sinc envelope; the field shown is I = |ψ₁|² + |ψ₂|² + 2V·Re(ψ₁ψ₂*) with travelling phase fronts. Screen statistics are Born-sampled from the same model, so the dots, the histogram and the blue curve always agree. Pedagogical, not a Schrödinger solver — but Fraunhofer-consistent.