Experiment with a numerical mechanics model and compare motion with conserved quantities.
Spring and Mass
About this simulation
Spring and Mass models simple harmonic motion with Hooke's law. Students set the spring stiffness k, the mass, the damping and how far the mass is pulled back, and any change restarts the motion from the stretched position. Readouts show kinetic energy, spring energy, total energy and the period 2 pi times the square root of m over k. Teachers can use it to show how period depends on mass and stiffness, how energy is conserved without damping, and how damping drains it.
What students can explore
- Set Damping c to 0 and watch the Total energy readout stay constant.
- Double Mass m and check how the Period readout changes.
- Raise Stiffness k and compare the new period with your prediction.
- Increase Damping c and see how long the oscillation lasts.
- Change Pull back and notice that the period stays the same while energy changes.
Learning objectives
- 1Apply Hooke's law to a mass on a spring.
- 2Relate period to mass and stiffness.
- 3Describe the exchange between kinetic and elastic potential energy.
- 4Explain how damping removes mechanical energy from a system.
Questions teachers ask
Is the Spring and Mass simulation free?
Yes. It is free, requires no sign-up and works in any modern browser, including classroom whiteboards and tablets.
Does pulling the spring back farther change the period?
No. For an ideal spring the period is 2 pi times the square root of m over k and does not depend on amplitude. Try changing Pull back and read the Period value.
How do I use it?
Adjust the sliders for stiffness, mass, damping and pull back. The run restarts each time. Watch the energy bars and readouts to compare kinetic, spring and total energy.
Where does the energy go with damping?
Damping acts like friction in a fluid. It turns mechanical energy into heat, so the total energy readout falls steadily and the swings shrink.
Embed this simulation
Drop it into your LMS, blog, or class site — free.
<iframe src="https://kiwibee.io/en/simulations/spring-mass-3d-simulation/embed" title="Spring and Mass | KiwiBee" loading="lazy" allowfullscreen style="width:100%;height:min(70vh,620px);min-height:420px;border:0;border-radius:16px"></iframe>Continue exploring
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