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Sounds, colours, metals and geometry

As already mentioned on the page about resonance, you find different combinations of notes and colours in literature. Starting from the frequencies from the musical notes we can calculate the frequencies in the range of visible light. It is a difference of 40 octaves. For the tone A we used here 432 Hz instead of 440 Hz. For the final result it does not make a difference. David Wilcock gives as comment: "The vibrations of A are normally given at 440, but the 432 indicated here is close enough that it sounds the same to our ears, and based on the sacred vibratory math, it is obviously much more accurate. Again, modern ten-fingered musicians must have appreciated the rounded nature of 440, not knowing the fantastic importance of 432, which shows up in cultures all over the world."

In the book of Enel about radiesthesia a relationship between metals and colours is given:
lead - violet
tin - indigo
silver - blue
mercury - green
copper - yellowgold - orange
iron - red

Trying to find a relationship between those elements-colours and the elements-colours data as found in plasma emission spectroscopy did not show any relationship.

A search on internet shows that all kinds of colours are mentioned for the different elements in alchemy, astrology, etc. For example:
copper: green, yellow, white, violet and orange
gold: yellow, orange and lemon
iron: red and lemon
lead: gray, black, violet and indigo
mercury: orange, green, yellow and turquoise
silver: violet, blue, orange-yellow, lemon
tin: blue, indigo, purple and yellow

We leave therefore the non-spectroscopical relationship between elements and colours as unexplained.

In chapter 2 of an electronic book of David Wilcock a table with the comparison of notes, colours and geometries is presented. Those data are converted to the image at the bottom of tThe spectral range of colours in nanometers (wavelength) and in Hz (frequency). The relationship between wavelength lambda, the corresponding frequency f and the speed of light in vacuum c = 3.00 x 108 m/s is: speed of light = frequency x wavelength

Note: In particular the colours indigo and violet in the table are an approximation of the real colours at the given wavelengths. Use was made from the curve giving the approximate RGB values for Visible Wavelengths (see also the page about Color Science).

Below you you find the relationship between sounds, colours and geometry in an image created from the data of the book of David Wilcock mentioned on the top of this page. The frequencies and in particular the colours differ from those in the table above. The data in the table are calculated purely based on data from physics. By using other means such as radiesthesia you can come to different results.

last update:

8 Feb 2004