Electric fields between point charges

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SUMMARY

The discussion focuses on the electric field between two opposite point charges and its behavior. It is established that the electric field is strongest near the charges and diminishes with distance. The electric field lines originate from positive charges and terminate at negative charges, remaining perpendicular to equipotential lines. The electric field is not constant along the center line between two point charges but becomes approximately uniform in a parallel plate capacitor due to the summation of electric fields from numerous charges on the plates.

PREREQUISITES
  • Understanding of electric fields and point charges
  • Knowledge of electric field lines and equipotential lines
  • Familiarity with parallel plate capacitors
  • Basic calculus for integration in physics
NEXT STEPS
  • Study the concept of electric field strength in point charge configurations
  • Learn about the derivation of electric fields using integration techniques
  • Explore the characteristics and applications of parallel plate capacitors
  • Investigate the relationship between charge distribution and electric field uniformity
USEFUL FOR

Students of physics, educators explaining electrostatics, and anyone interested in understanding electric fields and their applications in capacitors.

schiasso
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I am struggling to grasp the concept of the electric field between two opposite charges. I know that the field is strongest closest to the charge and gets weaker further away from the charge. I also know that the electric field lines go from positive to negative and that they are perpendicular to the equipotential lines.

My question is: Is the electric field on the center line (shortest distance) between two opposite charges constant? If not, how can it be constant everywhere in a parallel plate capacitor?
 
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Nope. Its only constant between two (infinitely large) parallel charged plates because you're summing the electric field due to all point charges on the plate. The many charges spread out on the plates all contribute to the electric field at some point between the plates.

Doing the summation via integration yields the formula for the E-field strength, and if the distance between the plates is much, much smaller than the size of the plates, the E-field is approximately uniform.
 

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