Double Slit - Observation Appartaus is Key?

gritter
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Hi - brand new here, so go easy on me! :)

I have been considering that the major difference between the observed and the unobserved in relation to the behaviour of light particles appears to be missing something. Every "measurement" device used in the unobserved tests relies on linear components and apparatus - nothing is convex or concave. Bringing an observation device to the experiment introduces some kind of lens (doesn't it?) - surely this introduces a convex component to the apparatus/experiment..?

I have no idea how that pans out mathematically but having introduced an item of apparatus that (potentially) contains a curve must have some effect on how things are observed, rather than relying on results which, when unobserved, have no such curves(?)

I expect this has been discussed previously but I can't find mention of it, so I am offering it for discussion.

Thanks!
 
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Your post is very difficult to understand. What does this "curve" or "convex or concave" have anything to do with anything?

And in case you didn't know, such "double slit" phenomenon can also be observed in electrons, buckyballs, and superconducting current going through 2 different current branches. What "curve" or "convex/concave" would be equivalent there?

Zz.
 
Thanks for the response - as I said, I'm new to this but I have an avid interest.

I mentioned that there must be some sort of apparatus with which to observe how the particles enter each slit - what I am trying to convey, is;

Without observation, the objects seem to act differently that when they are observed. I am questioning the method of observation (which I am not clear on) - is the observation point which appears to affect the results via a lens of any sort?

I'm not sure where I am going with this, at all - but I am suggesting that applying an observation point which contains a curvature may have an affect on the observed object(s).

I'm sure as I move along with this, I can formulate my comments a little more clearly - they are not really all that clear to me at present - thanks for your patience!
 
The "observation" depends on the particle in question. If I have electrons going through a double slit, then I only need some sort of a "pick-up loop" at the slits. No "lens".

Please note that the double slit is an example of single-particle interference. Single-particle interference is the general principle at work here. You need to understand what this is first and realize that this occurs in many different systems, not just for light/photons.

Zz.
 
Thank you - I will study it some more and see if what I am implying works in other areas.
 
You might find researching the delayed-choice quantum eraser thought experiment of Marlan Scully, of use.
 
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If we release an electron around a positively charged sphere, the initial state of electron is a linear combination of Hydrogen-like states. According to quantum mechanics, evolution of time would not change this initial state because the potential is time independent. However, classically we expect the electron to collide with the sphere. So, it seems that the quantum and classics predict different behaviours!
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