Remove these advertisements by upgrading your account for only $5/month
This project aims to be an audio visualization tool, mostly for interest. The visualization will play on the fact that both sound and colour are frequency-based. The idea is that every pitch can be mapped to a colour by taking its frequency and doubling it until it is in the very high range that corresponds to the visible spectrum of light.
The visualizer’s form will be circular: the lowest frequencies will be a tiny circle in the centre of the visualization; higher frequencies will be correspondingly larger circles. As sound may occur in many octaves, whereas the range of the visible spectrum is not quite a full octave, pitches higher than the very lowest octave will be mapped to ever-larger circles while the colours repeat. For white noise across the entire range of frequencies audible to humans, the visualizer should therefore appear as many concentric rainbows.
Because the visible spectrum of light is not quite a full octave, transformed sound frequencies will have to be compressed slightly for a one-to-one mapping of an octave of sound to an octave of light. See the table below for more details.
| Colour | Wavelengths | Frequencies | Red * 2 ? |
|---|---|---|---|
| Red | 750-620 nm | 4.00-4.84 × 10 14 Hz | 0-0.275 |
| Orange | 620-590 nm | 4.84-5.08 × 10 14 Hz | 0.275-0.345 |
| Yellow | 590-570 nm | 5.08-5.26 × 10 14 Hz | 0.345-0.395 |
| Green | 570-495 nm | 5.26-6.06 × 10 14 Hz | 0.395-0.599 |
| Blue | 495-450 nm | 6.06-6.66 × 10 14 Hz | 0.599-0.736 |
| Violet | 450-380 nm | 6.66-7.89 × 10 14 Hz | 0.736-0.98 |
Main is a public wiki page
This wiki page is a public wiki page. It can be read by anyone including users that have not logged in and web crawlers such as Google.
Entry has no comments
You do not have sufficient permissions to comment
Remove these advertisements by upgrading your account for only $5/month