Electrostatic Potential and Capacitance — Class 12 Physics
Physics Part I · Chapter 2
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Chapter summary
Electrostatic potential at a point is the work done per unit positive charge in bringing it from infinity to that point, for a point charge. Potential is a scalar, making it easier to handle than the field, and the two are linked by ; the field always points from high to low potential. Equipotential surfaces, on which is constant, are everywhere perpendicular to field lines, and no work is done moving a charge along them. The electrostatic potential energy of a charge configuration is the total work done in assembling it. A conductor in equilibrium has zero field inside and a constant potential throughout, with charge residing on its surface. Dielectrics, when polarised, reduce the field inside by a factor of the dielectric constant. A capacitor stores charge and energy; its capacitance depends only on geometry and the dielectric. For a parallel-plate capacitor , increased times by a dielectric. Capacitors in series and parallel combine by reciprocal and direct sums respectively, and the energy stored is , residing in the field between the plates.
Electric potential of charges and dipolesEquipotential surfacesPotential energy of charge systemsConductors and dielectricsCapacitance and parallel-plate capacitorCombinations and energy of capacitors
Key ideas & terms
- Electrostatic potential
- Work per unit positive charge to bring it from infinity to a point; scalar, unit volt.
- Equipotential surface
- A surface of constant potential; the field is perpendicular to it and no work is done along it.
- Potential energy
- Work done in assembling a charge configuration against electrostatic forces.
- Capacitance
- Ratio of stored charge to potential,
; SI unit farad. - Dielectric constant
- Factor
by which a dielectric reduces the field and raises the capacitance. - Polarisation
- Induced dipole moment per unit volume in a dielectric placed in a field.
Extra questions & answers
Define electrostatic potential at a point.
The work done per unit positive charge in moving it from infinity to that point without acceleration.
How are field and potential related?
What is the potential due to a dipole on its equatorial line?
Zero, because contributions of the two charges cancel at every equatorial point.
Why is no work done in moving a charge on an equipotential surface?
Because the potential difference between any two points on it is zero, so
What is the field inside a charged conductor in equilibrium?
Zero; all excess charge resides on the outer surface.
Give the capacitance of a parallel-plate capacitor.
How does a dielectric change capacitance?
It increases capacitance


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