Electric field of a Styrofoam ball

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SUMMARY

The discussion centers on calculating the charge (Q) of a stationary Styrofoam ball suspended in an electric field. Participants clarify that a magnetic force does not act on stationary charged objects, emphasizing the distinction between electric fields and electric forces. To determine the charge, one must analyze the forces acting on the ball, specifically gravity and the electric force, using a free body diagram. By applying the principles of static equilibrium, the charge can be expressed in terms of the electric field strength.

PREREQUISITES
  • Understanding of electric fields and electric forces
  • Knowledge of static equilibrium principles
  • Ability to draw and interpret free body diagrams
  • Familiarity with the relationship between charge and electric field strength
NEXT STEPS
  • Study the concept of electric field strength and its calculation
  • Learn how to draw and analyze free body diagrams in physics
  • Research the principles of static equilibrium in mechanics
  • Explore the relationship between charge, electric field, and electric force
USEFUL FOR

Physics students, educators, and anyone interested in understanding electrostatics and the behavior of charged objects in electric fields.

jonno426
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Okay, hypothetically speaking, I have a styrofoam ball that can be suspended by a positive magnetic force pointing straight down at the earth, and I'm only given the mass of the styrofoam ball, is there an equation that can help me solve for Q?
 
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So the ball has a charge but it isn't moving. Why would there be a magnetic force on it?
 
Jonno, I assume that you meant to say electric field, because first of all, a magnetic field will not have any effect on a stationary charged object, and secondly, electric force and electric field are different things. An electric field is the cause, and the electric force is the effect.

To answer your question, yes you can determine the charge. First of all you should think about the sign of the charge. If the field is pointing down, and the resultant electric force opposes gravity, then what must the sign of the charge be? To find an actual number, you need to draw a free body diagram. You know that the only two forces acting on the ball are gravity and the electric force (what is the relationship between electric field and electric force?). Apply the fact that the ball is in static equilibrium, and you should be able to solve for the charge in terms of the field. If you know the field, then you can find a numerical answer as well.
 

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