Finding Electric Field from Electric Force and Charge

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SUMMARY

The discussion focuses on calculating the electric field between two conducting plates separated by 1.1mm, where a dust grain with a charge of 65nC experiences a force of 19N. The relevant equation used is F=qE, which relates electric force (F) to charge (q) and electric field (E). Given the uniform nature of the electric field between the plates, this equation is applicable. The relationship between force and electric field is analogous to F=ma in mechanics, highlighting the proportionality between force and the respective fields.

PREREQUISITES
  • Understanding of electric force and charge concepts
  • Familiarity with the equation F=qE
  • Basic knowledge of uniform electric fields
  • Conceptual grasp of mechanics, particularly F=ma
NEXT STEPS
  • Explore the derivation and applications of the equation F=qE
  • Study the characteristics of uniform electric fields in electrostatics
  • Learn about the behavior of charged particles in electric fields
  • Investigate the principles of conductors and insulators in electric fields
USEFUL FOR

This discussion is beneficial for physics students, educators, and anyone interested in understanding the fundamentals of electric fields and forces in electrostatics.

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Homework Statement


A uniform electric field exists between two conducting plates separated by 1.1mm . A dust grain with charge 65nC between the plates feels a 19N electric force.
Find the electric field.

Homework Equations





The Attempt at a Solution


Can someone please give me an equation or some pointers on this please..

 
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[tex]F=qE[/tex]

This equation is a simplified version of the more complex model. It only works for uniform E-fields, and a common simplifying assumption is that a field between two conducting plates is uniform, meaning it should work fine here.

By the way, if you have a decent understanding of mechanics, often a prerequisite to electricity and magnetism, you can analogize this equation with
[tex]F=ma[/tex]
In both, force on some entity is proportional to the field where the entity exists. a is a gravity field and E is an electric field. For gravity, the proportionality constant is known as mass, and for electricity, the proportionality constant is known as charge. There is one major difference of concern when using this analogy: that electric properties of an entity can be negative or positive, and so can the fields produced by electrical entities be either negative or positive. Differently, mass and the fields entities with mass produce are always positive.
 
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