What Is the Role of Angular Momentum in Electron Behavior Within Atoms?

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SUMMARY

The discussion centers on the role of angular momentum in electron behavior within atoms, specifically focusing on how an electron's position is defined by its energy level (n), shape (l), magnetic moment (m_l), and spin. The energy level determines the radius from the nucleus, while the shape defines the orbital configuration. The magnetic moment influences the orientation of the orbital, and the concept of spin relates to the electron's behavior in magnetic fields. Although electrons exhibit angular momentum, the notion of actual spinning is debated, as it varies depending on the electron's environment.

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jehan60188
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I'm reading about properties of electrons in atoms, and it says an electron's position in an atom can be described by energy level, shape, orientation, and spin
roughly speaking:
the energy level (n) dictates the radius from the nucleus (probability wise)
the shape (l) dictates... the shape of the orbital
the magnetic moment (m_l) dictates the way that shape is oriented (relative to what set of coordinates? I mean "down" isn't towards the center of the earth, I imagine)
and spin, which dictates... what the electron does when passed through a magnetic field?
a charge that spins generates a magnetic field?
the the electron actually rotating about a center axis?

thanks!
 
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Electrons appear to possesses angular momentum. Whether or not that means that they actually 'spin' is not particularly relevant or meaningful. They interact with other things as if they do spin.

Although, to respond to the detail in your OP about what is 'up' or 'down'. The spinning of the electron seems to depend upon its environment so I guess you could say that it is only 'spinning' when it is actually in an atom and an axis can be defined. That's when the +/-1/2 quantum numbers come into describe the spin. A free electron may behave differently and I'm not sure whether they can be sorted into + and - spin piles. After all, up/down/left/right are not fundamental to an electron that's just hanging there.
 
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