- #1
nicholas_eng
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- TL;DR Summary
- Looking for articles of experimental realizations of sequential Stern-Gerlach experiments
So, an usual introduction to Quantum Mechanics (like the one given by Sakurai) is to refer to sequential Stern-Gerlach (SG) experiments. For example, a first one aligned to the z axis, a second one aligned to the x axis, and a third one aligned to the z axis again (with no relevant dynamical evolution happening in between). The fact that the first and third SG's may give different results leads us to believe in all the quantum weirdness encapsulated by the non-commutation relations for those observables.
There are some details about such experiment that I'm curious to understand a little better. In particular, the way the SG experiment works, is that it deflects into different directions particles with different values for the corresponding spin component. So if I want to plug one of the outgoing beams into a new SG, I should position this second SG in a position where it intercepts that beam, right?. I can't just "realign" the beam (e.g. by using E.M. field to compensate the deflection) because that would violate the "no dynamic evolution" principle, such E.M. field would have a non-trivial effect on the spin state anyway. Is this assessment correct, and is that something taken into consideration in actual realizations of this experiment?
I would love if someone could point me articles like that, as I'm sure there must be many.
There are some details about such experiment that I'm curious to understand a little better. In particular, the way the SG experiment works, is that it deflects into different directions particles with different values for the corresponding spin component. So if I want to plug one of the outgoing beams into a new SG, I should position this second SG in a position where it intercepts that beam, right?. I can't just "realign" the beam (e.g. by using E.M. field to compensate the deflection) because that would violate the "no dynamic evolution" principle, such E.M. field would have a non-trivial effect on the spin state anyway. Is this assessment correct, and is that something taken into consideration in actual realizations of this experiment?
I would love if someone could point me articles like that, as I'm sure there must be many.