I\'m trying to draw a rainbow-coloured plot legend in openGL. Here is what I\'ve got so far:
glBegin(GL_QUADS);
for (int i = 0; i != legendElements; ++i)
{
I generate spectral colors like this:
void spectral_color(double &r,double &g,double &b,double l) // RGB <- lambda l = < 380,780 > [nm]
{
if (l<380.0) r= 0.00;
else if (l<400.0) r=0.05-0.05*sin(M_PI*(l-366.0)/ 33.0);
else if (l<435.0) r= 0.31*sin(M_PI*(l-395.0)/ 81.0);
else if (l<460.0) r= 0.31*sin(M_PI*(l-412.0)/ 48.0);
else if (l<540.0) r= 0.00;
else if (l<590.0) r= 0.99*sin(M_PI*(l-540.0)/104.0);
else if (l<670.0) r= 1.00*sin(M_PI*(l-507.0)/182.0);
else if (l<730.0) r=0.32-0.32*sin(M_PI*(l-670.0)/128.0);
else r= 0.00;
if (l<454.0) g= 0.00;
else if (l<617.0) g= 0.78*sin(M_PI*(l-454.0)/163.0);
else g= 0.00;
if (l<380.0) b= 0.00;
else if (l<400.0) b=0.14-0.14*sin(M_PI*(l-364.0)/ 35.0);
else if (l<445.0) b= 0.96*sin(M_PI*(l-395.0)/104.0);
else if (l<510.0) b= 0.96*sin(M_PI*(l-377.0)/133.0);
else b= 0.00;
}
l
is input wavelength [nm] < 380,780 >
r,g,b
is output RGB color < 0,1 >
This is simple rough sin
wave approximation of real spectral color data. You can also create table from this and interpolate it or use texture ... output colors are:
there are also different approaches like:
linear color - composite gradients
human eye X,Y,Z
sensitivity curves integration
you have to have really precise X,Y,Z
curves, even slight deviation causes 'unrealistic' colors like in this example
To make it better you have to normalize colors and add exponential sensitivity corrections. Also these curves are changing with every generation and are different in different regions of world. So unless you are doing some special medical/physics softs it is not a good idea to go this way.
| <- 380nm ----------------------------------------------------------------- 780nm -> |
[edit1] here is mine new physically more accurate conversion
I strongly recommend to use this approach instead (it is more accurate and better in any way)