Electric Field/Charge cycle, rotating mass problem

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SUMMARY

The discussion focuses on calculating the period of a mass m (0.28 kg) with charge q (1.1 mC) in a circular orbit of radius R (0.25 m) around an infinite line charge l (3.3 nC/m) located along the z-axis. Participants emphasize the importance of identifying relevant equations related to "line charge" and "circular orbit" to solve the problem effectively. The approach involves reviewing textbooks for applicable formulas and attempting to derive a solution based on those equations.

PREREQUISITES
  • Understanding of electric fields generated by line charges
  • Knowledge of circular motion dynamics
  • Familiarity with relevant physics equations for charged particles in electric fields
  • Basic proficiency in algebra and problem-solving techniques
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  • Research the equations governing electric fields from line charges
  • Study the principles of circular motion in physics
  • Learn how to apply Newton's laws to charged particles in electric fields
  • Explore examples of similar problems involving charged masses in circular orbits
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Students studying electromagnetism, physics educators, and anyone interested in the dynamics of charged particles in electric fields.

hbeaton
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An infinite line charge l is located along the z axis. A mass m that carries a charge q whose sign is opposite to that of l is in a circular orbit in the xy plane about the line charge. If m = 0.28 kg, q = 1.1 mC, l = 3.3 nC/m, and R = 0.25 m (the radius of the orbit), find the period.

Help!

My apologies for not following the given format in advance, I am assisting someone and have very little physics knowledge of my own. Please treat as a t00l.

Thanks,
-H
 
Last edited:
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Hello hbeaton, welcome to Physics Forums.

I'll suggest asking the student the same that we ask in our homework template:

1. What equations are, or might be, relevant here? The key words here are "line charge" and "circular orbit". Find equations that have something to do with those, if necessary look through the textbook. If the person is studying electric charge right now, the circular orbits would be in an earlier chapter of the book.

2. Finding the equations, writing them down and looking at them, can help with the next part: making an attempt to solve the problem. Even saying what you think might be involved in solving it, even if that's wrong, can be helpful in getting started.

Hope that helps to get the ball rolling.
 

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