Finding Distance Using a Fuse, Current & Magnetic Field

AI Thread Summary
To solve for the distance a particle travels when accelerated by electromagnetic forces, it's essential to understand the relationship between current, magnetic fields, and force. Given the parameters of 4.7 T magnetic field, 7.2 A current, and the distances involved, the problem may involve calculating the force exerted on the particle using the Lorentz force equation. The initial conditions state that the particle starts at rest and experiences uniform acceleration, which can be analyzed using kinematic equations. The confusion seems to stem from the nature of the forces involved and the interpretation of distance traveled under constant acceleration. Clarifying the specific question about the particle's motion and the forces acting on it will lead to a more precise solution.
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Hello. I want to help a friend solve a problem. I'm having trouble finding the right way to solve for distance for this problem. I am given 2 parallel wires connected by another wire or perhaps a conducting fuse. His information is kind of vague, sorry. The current goes up one of the wires through the fuse and down the other wire. The magnetic field B is in the k (z)-direction and has a value of 4.7 T. The current is 7.2 A. The distance between the two wires is 0.48 meters. The distance from the fuse up to where the particle is shot out is 0.7 meters. How the heck do you find the distance the particle travels out if it starts out initially at rest, and the acceleration is uniform?
 
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This question makes no sense to me. Rail guns don't shoot out electrons. They use electromagnetic forces to shoot out objects. And you ask how far does a particle travel that is accelerated and shot out; the answer is that is travels an infinite distance due to inertia unless acted upon by some force. But I have a feeling that you are trying to ask something else and don't know what words to use.
 
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