Originally posted by Perfection
Well if the momentum of the core changes one way without a counterbalances change in either planatary rotation or orbit, then how can it be conserved.? Resistance cannot account for the missing momentum because the momentum is still changing. The initial momentum = the final, your model does not satisfy this physical requirement.
There are two objects with angular momentum - the crust, and the core. The core contains the magnetic material.
If the forces being applied the core change then the velocity of the core changes. Just accept that because to challenge whether or not the force changes is a seperate issue
Unlike the core, the crust is not subjected to the same change in forces. By the law of inertia it just keeps moving in the same direction and ignores whatever the core is doing.
So the core is moving one way, and the crust is moving another.
There is a viscous layer that seperates the core from the crust.
Friction will be applied and this in turn causes the crust to end up moving in the same (new) direction as the core.
If the difference in their respective velocities applies a force greater than the coeficient of friction, then it's going to slip isn't it?
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As for the initial and final rotation being the same, that can be true without ruling out the possibility of an interuption.
Given the above model, immagine if the core stopped moving for a moment and then continued -- it would have the effect of slipping without interfering with the rotation.