FusionJim
- 59
- 12
Hey folks,
It seems I have a problem understanding a thought experiment I myself thought of. Not saying I was the first to think of it, but it puzzles me nevertheless.
Assume there is a conducting rectangular loop, the red loop side legs have a frictionless and perfect electrical contact with the black legs, I pull each leg towards each side such that the loop area expands. there is an infinite static magnetic field on each side over where I pull the loop legs.
But here is the difference I do not pull them equally, I pull one leg , for example, 10x faster than the other.
How do the required torque divides between the legs considering I try to pull one faster than the other?
My own intuition tells me that just because i try to pull one leg faster than the other doesn't mean the other isn't affected by the one I pull faster. since the loop EMF and current acts simultaneously on the whole loop, my own guess is that by pulling one side leg faster the other leg also experiences an increased torque on it, so even if it is pulled slower it becomes harder to pull on it, correct?
So how exactly the forces divide between the identical side legs being pulled towards either side?
It seems I have a problem understanding a thought experiment I myself thought of. Not saying I was the first to think of it, but it puzzles me nevertheless.
Assume there is a conducting rectangular loop, the red loop side legs have a frictionless and perfect electrical contact with the black legs, I pull each leg towards each side such that the loop area expands. there is an infinite static magnetic field on each side over where I pull the loop legs.
But here is the difference I do not pull them equally, I pull one leg , for example, 10x faster than the other.
How do the required torque divides between the legs considering I try to pull one faster than the other?
My own intuition tells me that just because i try to pull one leg faster than the other doesn't mean the other isn't affected by the one I pull faster. since the loop EMF and current acts simultaneously on the whole loop, my own guess is that by pulling one side leg faster the other leg also experiences an increased torque on it, so even if it is pulled slower it becomes harder to pull on it, correct?
So how exactly the forces divide between the identical side legs being pulled towards either side?