How quantum confinement can be obtained?

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SUMMARY

This discussion focuses on the concept of quantum confinement in systems consisting of one or two particles or atoms within a defined spatial region. The participants highlight the challenge of creating a confined space with a potential energy function V(r) for r < R and infinity for r >= R. It is established that while infinite potentials are theoretical constructs, they serve as useful approximations in practical scenarios, such as the behavior of electrons at the surface of metals.

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Peter Donckers
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Hi,

I have been reading about quantum confined systems. That is, systems of 1 or 2 particles or atoms inside a region of space of radius R where potential energy is, say V(r), for r < R and infinity of r >= R. However, something I cannot find using Google is how one can obtain such space. I mean, if I can isolate two atoms, how can I put these two atoms inside a confined region?

Thanks
 
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Those infinite potentials don't exist in the real world. Sometimes they are a good approximation, however. Electrons in a metal, for example, the surface of the metal has a very high potential step.
 
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