Elastic Potential Energy (College Board AP® Physics 1: Algebra-Based)
Study Guide
Written by: Leander Oates
Reviewed by: Caroline Carroll
Elastic potential energy
The potential energy of common physical systems can be described using the physical properties of that system
Elastic potential energy is defined as:
The energy stored within a material (e.g. a spring) when it is stretched or compressed
Therefore, for a material obeying Hooke’s Law, the elastic potential energy of an ideal spring can be calculated using:
Where:
= elastic potential energy, measured in
= spring constant, measured in
= distance the spring has been stretched or compressed from it's equilibrium length, measured in
Elastic potential energy is a scalar quantity with magnitude only
It is very dangerous if a wire under large stress suddenly breaks because the elastic potential energy of the strained wire is converted into kinetic energy
This equation shows
The greater the extension of a wire the greater the speed it will have when it breaks
Worked Example
Cars are built with shock absorbers to make a ride more comfortable. Shock absorbers are strong springs that absorb energy when the car goes over a bump.
A shock absorber spring has a spring constant of is fixed next to a wheel and compressed a distance of . Which of the following is the correct value for the elastic potential energy of the spring?
A:
B:
C:
D:
The correct answer is B
Step 1: List the known values
Spring constant,
Compression,
Step 2: Substitute the values into the elastic potential energy equation
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