Electron Spins: Do Opposite Directions Collide?

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Electrons in an orbital exhibit anti-parallel spins, with one rotating clockwise and the other anti-clockwise. Despite this, they do not collide due to their nature as point particles and the principles of quantum mechanics. Electrons do not follow classical orbits; instead, they exist within a probability distribution defined by an orbital wave function. The distinction between orbital angular momentum and spin angular momentum is crucial in understanding electron behavior in atomic structures.

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Amrutha.phy
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Electrons paired up in an orbital have anti-parallel spins. One rotates in clockwise direction and the other in anti-clockwise direction in the same orbital. In that case wouldn't the electrons from opposite directions collide each other? Please don't mind if the question seems silly. But thank you for sparing time to read it...
 
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Welcome to PhysicsForums, Amrutha.phy!

Although they are in something called an orbital and have something called spin, they actually do NOT orbit the nucleus in a fashion similar to a planet around a sun. An orbital is more like the surface of a ball, where the probability of locating the electron at a particular spot on that surface is equal. They do not collide with each other as such, as electrons are point particles. Their field effects (repelling negative charges) are a factor.
 
You're confusing two different types of angular momentum. To see the difference, consider a classical system of planets orbiting around a sun. Orbital angular momentum is associated with the motions of the planets going around the sun in their orbital paths. Spin angular momentum is associated with the rotation of a planet around its own axis. Two planets can follow the same orbital path, in the same direction, at different locations on the path of course, but spin around their axes in opposite directions. The fact that they don't collide with each other doesn't have anything to do with those spins being in opposite directions, right?

In a quantum-mechanical system like electrons "orbiting" around an atomic nucleus, an electron doesn't follow a nice classical-type orbit. Instead, we have an orbital wave function which gives us a probability distribution for where the electron might turn out to be if we were to measure its position somehow. But we can still associate an "orbital" angular momentum with this orbital wave function.

Similarly, the electron is not literally a tiny ball that spins around its own axis, but we can still associate a "spin" angular momentum that has a fixed, unvarying magnitude, but can be oriented in different directions. In the same atom, we can have two electrons with the same orbital wave function and orbital angular momentum, but different orientations for the "spin" angular momentum.

(Aha, I see DrC snuck in while I was making a sandwich.)
 
Last edited:
jtbell said:
(Aha, I see DrC snuck in while I was making a sandwich.)

Yes, and as per usual your answer is far superior...

However, you are a cad for not offering me a bite of your sandwich.
 
In that case wouldn't the electrons from opposite directions collide each other?

If you think like charged particles would be likely to collide, why don't you ask why the electrons aren't drawn into the nucleus which is of opposite charge? That would superficially seem a lot more likely.
 

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