Why Does a Charged Particle Move in a Straight Line in a Magnetic Field?

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A charged particle moves in a straight line in a magnetic field when the magnetic field has either zero magnitude or no component perpendicular to the particle's velocity. The Lorentz force, which acts on charged particles in magnetic fields, only affects particles when there is a perpendicular component of the field. In the context of the discussion, the correct answer for the first question is that the magnetic field must have a zero component perpendicular to the velocity. For the second question, a stationary positively charged object is unaffected by a nearby magnet due to the lack of relative motion. Understanding the Lorentz force is essential for grasping these concepts in magnetism.
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1. A charged particle moves in a straight line through a certain region of space. The magnetic field in that region
a) has a magnitude of zero
b) has a zero component perpendicular to the particle's velocity
c) has a zero component parallel to the particle's velocity

2. The north-pole end of a bar magnet is held near a stationary positively charged piece of plastic. Is the plastic
a) attracted
b) repelled
c) unaffected by the magnet

The answers are 1) either a or c, 2) c

I don't understand why. Can someone explain.
 
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I'd say it's "a" and "b" for #1.

HINTS:1.What's the expression of the magnetic Lorentz force and what kind of
mathematica operation does it contain?
2.For the second problem,what's the direction of the magnetic field...?

Daniel.
 
for 1. I don't know what Lorentz force is
2. The direction of the magnetic field should be towards the south-pole end.
 
shikagami said:
for 1. I don't know what Lorentz force is
2. The direction of the magnetic field should be towards the south-pole end.
Lorentz Force is the name of the the force acting on a charged particle in an electric and magnetic field. Only the magnetic field is involved in this problem. Only the component of the field perpendicular to the velocity results in a force. That's why the answer is a or b and not a or c.

http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/magfor.html

For the second one, the important thing is that there is no relative motion of the charges and the magnet, so relative to the magnetic field, v is zero.
 
For number 1, 'b' would be the correct answer. As having 'no magnetic field' is a case of having 'no magnetic field in the perpendicular direction' when considered in context of the question and its answers.
 
whozum said:
For number 1, 'b' would be the correct answer. As having 'no magnetic field' is a case of having 'no magnetic field in the perpendicular direction' when considered in context of the question and its answers.

Good point. a) might be true, but it is not certainly true. Same can be said about c). b) has to be true
 
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shikagami said:
for 1. I don't know what Lorentz force is
2. The direction of the magnetic field should be towards the south-pole end.

The lorentz force is one of the first interactions between fields and particles learned in magnetism, it is also a very important one. You should know this one like the back of your hand.

Its also one of the easier ones :)

Good evening folks :)
 
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