Sorry, you need a Java-enabled browser to see the simulation.

 



This wonderful simulation from Fu-Kwun Hwang is a beautiful way to explore the mixing of coloured light.

Instructions

This java applet let you play with mixing light beams and paint pigments.

Click on the ovals and drag them around. When they overlap you can see how the colours combine.

Click the right mouse button twice quickly to switch between two different modes:

 
Mode
background
Mixing light beams
black
Mixing paint pigments
white


Enter RGB values into the text field to change the color of the selected oval.
The color code (RGB value) at the mouse tip are shown in colored background.

Explanations

Additive Color Model
Red
, green and blue are the additive primary colours. Combining (adding) all three additive primaries gives white. Leaving just one of them out is like subtracting that colour from white. For example adding red and green together gives yellow, the same result is achieved by subtracting the blue from white light. This is the way light mixes (try it with coloured light bulbs). The background is black as you start with no colour (no light) so you can see what happens as you gradually add colours.
The colours you get by overlapping the primary colours in pairs are the subtractive primaries.

Subtractive Color Model
Yellow
, cyan (light blue) and magenta (purple) are the subtractive primary colours. The white background is a mixture of the additive primaries red , green and blue. Each subtractive primary removes just one of those colours; for example, yellow takes away all the blue, leaving just red and green. And your eye perceives a mixture of red and green as just one colour, yellow. You can think of the yellow circle of colour as a filter sitting on the white background. The yellow filter absorbs (subtracts) the blue and allows the red and green (which combine to give yellow) to pass through. When the yellow, cyan and magenta filters are overlapped all of the primary colours are blocked so no light from the white background reaches the observer...that area is perceived as black.

There are more of Fu-Kwung's brilliant applets at http://www.phy.ntnu.edu.tw/ntnujava