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The two-slit experiment. 1. Single photon still produces interference pattern! 2. Ask which slit photon passes - pattern disappears This kind of explanat
by palish 15y ago
The two-slit experiment.
1. Single photon still produces interference pattern!
2. Ask which slit photon passes - pattern disappears
This kind of explanation is common, and it has always bothered me, because it's the wrong sort of mental model.
The interference pattern doesn't disappear "because we're looking", or "because we're asking", or "because we thought about finding the answer".
It disappears because in order to check which slit a photon passed through, we need some way of measuring that. To do so, we need some way to "see" the photon; to do that, we need to shine photons on it; and it is that which destroys the interference pattern.
The reason quantum mechanics is "weird" is because it (currently) is fundamentally impossible to invent a device to answer the question "which slit did the photon pass through?" without destroying the interference pattern.
However, that doesn't mean it disappears "because we're asking". The interference pattern is destroyed because our device, no matter what it is, will always interfere with the experiment (shining photon A at a photon B == "well obviously that would change the behavior of photon B"). Nothing more, nothing less.
- tzs 15y agoA better example of "weird" than the two slit experiment is the the quantum bomb detector, which basically answers the question "if I sent a photon through point X, would it be absorbed?" without actually sending a photon (or anything else measurable) through point X. There's no attempt with this to determine where photons are going, so you don't have the pesky issues of observation attempts messing with your photons. http://en.wikipedia.org/wiki/Elitzur–Vaidman_bomb-tester http://en.wikipedia.org/wiki/Elitzur–Vaidman_bomb-tester Here's an improved version that doesn't explode as often: http://njsas.org/projects/light_polarization/Interaction-Free-Measurements.htm http://njsas.org/projects/light_polarization/Interaction-Fre...
- deleted 15y ago[deleted]
- foob 15y agoThere's no attempt with this to determine where photons are going, so you don't have the pesky issues of observation attempts messing with your photons. That's not true, this is no different than the double-slit experiment in that respect. If you have a dud bomb (one with no photon detector) then the wave function is propagating along two paths simultaneously and you get interference. If you have a real bomb (one with a photon detector) then it interacts with the wave function in such a way that the photon can only take one of the two paths and you no longer get interference. The details of the setup are slightly different than with the double-slit but the physics and explanation are essentially identical.
- epsilondelta 15y agoTwo photons interfering is just two photons interfering; that's not measurement. More precisely, the wavelike photon, which is the "cause" of the interference pattern, hits a component of a photodetector, which generates a voltage and sends an electron current through a cable, that feeds into a computer which is running a program that displays photon counts. On the other hand, if you isolate parts of the setup, for example if the interference pattern of the photon hits just a very thin slice of photosensitive material that would otherwise be part of the photodetector, I'm sure you may very well observe an electron interference pattern, for example (and a non-rigorous one, at that). In "real life" (meaning in the laboratory), measurement isn't some discrete process that can be isolated at a specific point in an experimental setup. Otherwise, there would be much better explanations for measurement in undergraduate physics curriculums. In fact, even in top physics curriculums, the problem of measurement is barely treated at all, since the interpretation of measurement in quantum mechanics is a "philosophical" problem that apparently has no place in real physics, which instead must concern itself with mathematics that is phenomenologically accurate.