Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.
Review of Potential Energy and Force
This lecture is based on HRW, Sections 8:1-3, 14:6, 25:1-2.
- There is a potential energy associated with
every conservative force;
- One may integrate the force with displacement to find
the change in potential energy ....
- or differentiate the potential energy with respect to
position to find the force
- Electric potential may be defined several ways:
- the negative of the integral of electric field dotted with
displacement
- the scalar field of which the electric field is the negative
derivative
- the electric potential energy per unit charge at a particular point
in space
- some quantity one measures in a circuit with a voltmeter
- the units of electric potential are volts = (newton-meter/coulomb)
You may find the
Potential fill-in-the-blank game
helpful.
Viewgraph 1
Viewgraph 2
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Viewgraph 10
Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.