D.2.11 (HL)—Electric potential energy
- Syllabus
- First assessment 2025
- Objective
- —
- Level
- HL
Set the reference
Electric potential energy of a system is the work done to assemble its charges from infinite separation to their present positions. Define the energy as zero at infinite separation. The sign depends on the charge combination: bringing opposite charges together lowers the energy, while bringing like charges together raises it.
Interpret energy transfer
Work done by an external agent changes the electric potential energy. If a positive charge moves toward a negative source, the electric field can do positive work while the potential energy decreases. If an electron is accelerated through a potential difference, the lost electric potential energy can become kinetic energy.
Track the system
For several charges, electric potential energy belongs to the whole charge configuration and is built from pair interactions. State the reference and the system before assigning a sign; do not confuse the energy of a charge configuration with electric potential at one point.
Common trap
Electric potential energy is not always positive. Unlike charges have negative pair energy relative to infinity; like charges have positive pair energy. The sign is determined by the interaction and reference, not by whether a charge is an electron.
Questions connect a potential difference to kinetic energy or calculate work required to change an electric arrangement; the attached evidence does not support a frequency claim beyond those examples.
What is / Determine
State zero at infinite separation, identify the charge configuration, and link work or kinetic-energy change to the resulting electric potential-energy change.
Assuming electric potential energy is always positive, or confusing system energy with potential per unit charge.
Representative question
Ionized hydrogen atoms are accelerated from rest in the vacuum between two vertical parallel conducting plates. The potential difference between the plates is V. As a result of the acceleration each ion gains an energy of 1.9×10−18 J.
Calculate the value of V.
V=1.6×10−191.9×10−18;
=12 V;
The HL extension is secure when you can connect electric energy, potential and field geometry.