Part of ES-01 — Electrostatics

Electrostatics — Diagrams, Tables, and Visual Aids

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Electric Field Summary Table

RegionConductorUniform Insulator
r > R (outside)E = kQ/r2r^{2}E = kQ/r2r^{2}
r = R (surface)E = kQ/R2R^{2} = σ/ε_{0}E = kQ/R2R^{2}
r < R (inside)E = 0E = kQr/R3R^{3}

Capacitor Dielectric Modification Table

ParameterBattery ConnectedBattery Disconnected
Fixed quantityVoltage VCharge Q
CapacitanceC → KC (×K)C → KC (×K)
ChargeQ → KQ (×K)Q → Q (unchanged)
VoltageV → V (unchanged)V → V/K (÷K)
EnergyU → KU (×K)U → U/K (÷K)

E vs r Graph Description:

  • Conducting sphere: E = 0 for r < R; sharp jump to E = kQ/R2R^{2} at r = R; falls as 1/r2r^{2} for r > R
  • Insulating sphere: rises linearly from 0 at center to kQ/R2R^{2} at surface; falls as 1/r2r^{2} outside
E vs r for Conducting and Insulating Spheres r E R

Conductor

Insulator (linear inside)

Dipole Field Direction:

  • Axial field: parallel to dipole moment p (from −q to +q direction)
  • Equatorial field: antiparallel to dipole moment p

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