#5. Potential Energy In An Electric Field
(i). Potential Energy Due To A Single Charge
The work done to bringing the charge from infinity to a particular point will stored as potential energy in that charge
The work done to bring a charge from infinity to point A is,
i.e the potential at a point due to external electric field is VA
then the potential energy q at that point is W=P.E= q VA
(ii). Potential Energy Of A System Of Two Charges
The potential energy of the system of charges is the total work done to bringing from infinity
So, work done to bringing charge q1 is
Work done to bringing q2 is
Therefore the potential energy of the system is work done at A + work done at B
Browse more topics under Electrostatic Potential & Capacitance
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- Potential Due To An Electric Dipole
- Equipotential Surface & Its Properties
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- Potential Energy Due To A Single Charge In An External Electric Field
- Potential Energy Due To A System Of 2 Charges In An External Electric Field
- Potential Energy Due To An Electric Dipole In An External Electric Field
- Electrostatics Of The Conductor
- Dielectric And Polarization
- Capacitor And Capacitance
- Parallel Plate Capacitor
- Effect Of Dielectric On A Capacitor
- Energy Stored In A Capacitor
- Van De Graaff Generator
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