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haael
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It bugs me: is it theoretically possible for orbital angular momentum to take fractional values? Which laws of physics should be changed to get that?
haael said:No, no. I'm not talking about real electrons (I'm sure they can not have fractional orbital momentum). I'm not talking about anyons, either. They can just have nonstandard phase under 360 deg. rotatios, but it's still all about spin.
Alas, I'm not talking about spin, but about orbital angular momentum. What should be changed in our laws of physics to have fractional orbital momentum possible?
Measure in units of 2 hbar.haael said:What should be changed in our laws of physics to have fractional orbital momentum possible?
Yes, fractional orbital momentum is theoretically possible. It is a concept in physics that refers to the amount of momentum an object has while in orbit around another object. This momentum can be expressed as a fraction of the total orbital momentum.
Fractional orbital momentum is significant because it helps scientists better understand the dynamics of objects in orbit. It also plays a role in orbital mechanics and can be used to calculate the trajectory of a spacecraft or satellite.
Yes, fractional orbital momentum has been observed in real-life. For example, a spacecraft in a highly elliptical orbit will have a fractional orbital momentum due to its varying speed and distance from the object it is orbiting.
Fractional orbital momentum is calculated by dividing an object's angular momentum by its orbital angular momentum. This can be represented by the equation Lf = L/a, where Lf is the fractional orbital momentum, L is the angular momentum, and a is the orbital angular momentum.
Yes, fractional orbital momentum has practical applications in space exploration and satellite operations. It can be used to optimize the trajectory and fuel consumption of spacecraft and satellites, making space missions more efficient and cost-effective.