How Can Interactive Diagrams Enhance Understanding of Wave Phenomena?

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SUMMARY

The discussion focuses on the use of interactive diagrams to enhance the understanding of wave phenomena, specifically through animations that illustrate the connection between simple harmonic motion (SHM) and circular motion. The creator shared a link to their interactive visualizations at salva.github.io, which are designed to aid students in visualizing complex concepts. A suggestion was made to incorporate initial phase angles in the sinusoidal function for clarity in the animations, particularly for points that lag behind others.

PREREQUISITES
  • Understanding of simple harmonic motion (SHM)
  • Familiarity with circular motion concepts
  • Basic knowledge of sinusoidal functions
  • Experience with interactive visualizations and animations
NEXT STEPS
  • Explore the connection between SHM and circular motion using animations
  • Learn how to create interactive diagrams for educational purposes
  • Investigate the role of phase angles in sinusoidal functions
  • Review existing resources on wave phenomena visualizations
USEFUL FOR

Students, educators, and anyone interested in enhancing their understanding of wave phenomena through visual learning tools.

yacatuco
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Welcome to PF and thank you!
 
yacatuco said:
I created a few interactive diagrams to help my daughter better understand different wave phenomena. I thought they might be interesting to others as well.

👉 https://salva.github.io/wave-visualizations/index.html
This is a rather neat animation and certainly can be useful to a student trying to visualize such a motion.

I think the initial step would be to make the connection between SHM and circular motion first, because for a student just learning this, this connection is not obvious. I use the following animation to establish the connection. They get to see how a circular motion, viewed from a certain perspective, looks the same as the motion of a mass on a spring.

https://ophysics.com/w0.html

One comment about your animation. Since all three points are on the same graph, but at different locations, shouldn't the sinusoidal function include an initial phase angle for each of those points, or at least for the green and blue dot that are lagging the red?

Cheers!

Zz.
 
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