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PhysAcademy
  • Home
  • Intro. Phys. Algebra-Based
    • KN: Kinematic
    • FO: Forces
    • MO: Momentum
    • EN: Energy
    • RM: Rotational Motion
    • TD: Thermodynamics
    • FM: Fluid Mechanics
    • OS: Oscillations
    • TW: Traveling Waves
    • RO: Ray Optics
    • WO: Wave Optics
    • EF: Electric Field
    • EP: Electric Potential
    • RC: Resistive Circuits
    • MF: Magnetic Forces
    • MI: Magnetic Inductance
  • About me
  • Privacy Policy
  • More
    • Home
    • Intro. Phys. Algebra-Based
      • KN: Kinematic
      • FO: Forces
      • MO: Momentum
      • EN: Energy
      • RM: Rotational Motion
      • TD: Thermodynamics
      • FM: Fluid Mechanics
      • OS: Oscillations
      • TW: Traveling Waves
      • RO: Ray Optics
      • WO: Wave Optics
      • EF: Electric Field
      • EP: Electric Potential
      • RC: Resistive Circuits
      • MF: Magnetic Forces
      • MI: Magnetic Inductance
    • About me
    • Privacy Policy

Home / Introductory Physics (Algebra-Based) / EF: Electric Field

EF: Electric Field
Introductory Physics
Algebra-Based

Micro-model of Charge, Q-transfer, Conductors vs. Insulators
Electric Forces and Coulomb's Law (method 1)
Field Model, Charges in an Electric Field
Electric Field from Point Charges
Electric Fields Patterns
Electric flux, and Gauss's law (method 2)
Notes and More Practice Problems

Micro-model of Charge, Q-transfer, Conductors vs. Insulators

Electric Forces and Coulomb's Law (method 1)

Combined Coulomb’s (electric forces) and Newton’s second laws practice problem

Two ping pong balls filled with air are tied to a very light 0.5 meters-long string. The loose ends of the strings are taped to the same position on a horizontal ceiling. When both are equally rubbed with the same material, they develop a static charge and repel each other, making an angle of 30° with respect to the vertical. (m = 3 grams) 

  1. With this experiment alone, can you tell what type of charge is on the balloon? Explain. 

  2. Is this a stable or unstable equilibrium? 

  3. Estimate the number of excess charges on each balloon. Clearly state any assumptions made in your estimation. 

Field Model, Charges in an Electric Field

Electric Field from Point Charges

Electric Fields Patterns

Electric flux, and Gauss's law (method 2)

Electric Flux and Gauss's Law - Explained

  • Short review of Coulomb's law 

  • Flux and electric flux

  • General conceptual understanding of Gauss’s law 

  • Mathematical representation of Gauss’s law 

  • How to drive the electric field of a point charge using Gauss’s law 

Notes and More Practice Problems 

Electric field and electric potential

Previous: Wave Optics

Table of Chapters

Next: Electric Potential

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