Overview
This lesson introduces electric fields as the electric equivalent of a field of force. You will
define electric field strength, use field-line diagrams, and describe how uniform fields between
parallel plates affect charged particles.
What You Need to Know
- An electric field is a field of force around charged objects.
- Use electric field strength to compare the force on a positive test charge at different points.
- The force on a charge in an electric field is F = qE.
- Electric field lines show the direction of the force on a positive test charge.
- A uniform field has constant field strength and parallel, equally spaced field lines.
- Between charged parallel plates, E = delta V / delta d.
- Positive and negative charges accelerate in opposite directions in the same electric field.
How to Work Through It
- Start by comparing gravitational field strength with electric field strength.
- Practise using F = qE with charge in coulombs.
- Sketch field lines for single charges, pairs of charges, and parallel plates.
- Use E = delta V / delta d for charged parallel plates and describe charged-particle motion.
Check Your Understanding
- What does electric field strength measure?
- Why are electric field lines defined using a positive test charge?
- How does a negative charge move compared with a positive charge in the same uniform field?
- What happens to field strength between parallel plates if the same p.d. is applied across a
smaller separation?
Common Mistakes
- Treating electric field strength as a force rather than force per unit charge.
- Forgetting that q must be in coulombs.
- Drawing field lines as if they show the path of a charge rather than the field direction.
- Ignoring the sign of the charge when deciding force direction.
Next Steps
- Keep field-line diagrams and uniform-field equations secure before using Coulomb’s law.
- Be ready to compare the electric point-charge model with gravitational point-mass fields.