How can a magnetic field move a charged particle?

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A magnetic field cannot directly increase the speed of a charged particle, as its force acts perpendicular to the particle's velocity, altering only its direction. However, it can indirectly influence speed by inducing an electric field, which can accelerate the particle. Additionally, demonstrations like a rail gun show how a magnetic field can propel a conductive ring, which consists of charged particles, thereby increasing their speed. The discussion emphasizes the importance of understanding these indirect effects and encourages creative thinking about related concepts. Overall, exploring these mechanisms can provide valuable insights into the behavior of charged particles in magnetic fields.
Smittens
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Hi,

So in order to earn a few crucial points back from my teacher I need to prove that a magnetic field can increase the speed of a charged particle. I've made a list of a couple methods so far (see examples below) but am hoping that you all could help me think of a few more.

Now I know (or at least have been told, and can't think of an exception) that it is impossible for a magnetic field to directly increase the speed of a charged particle. This makes sense, since the force of a magnetic field is perpendicular to the particle's velocity it will only change the direction of its movement.

However, I have been considering the angle of a magnetic field indirectly speeding up a charged particle. For example (here are some of the ones I've thought of)

- A magnetic field can induce an electric field, and an electric field could move the charged particle
- A magnetic field can be induced in a ring opposite of an already existing magnetic field. If the ring in question is resting on a cylinder, the ring will be launched off the cylinder. If our charged particle in question is resting on the ring when it is launched, the charged particle will speed up as it accelerates. (This thought was based on a demonstration in class)

I'm not quite sure if this thread belongs in the right place, it's not exactly a homework question, but it is in the same idea. Any assistance would be GREATLY appreciated, and the crazier any ideas, the better! (so long as they work :))

Thanks,
Caleb "Smittens" Martin
 
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Smittens said:
So in order to earn a few crucial points back from my teacher I need to prove that a magnetic field can increase the speed of a charged particle. I've made a list of a couple methods so far (see examples below) but am hoping that you all could help me think of a few more.

How about this:

Have you ever seen a demonstration with a simple rail gun, such as the one depicted in the webpage below?

http://ww2.slcc.edu/schools/hum_sci/physics/tutor/2220/em_induction/

Well, in that case you've got a magnetic field accelerating a metal ring, which is just a collection of charged particles. :wink:
 
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The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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