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Editorial Team
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Editorial Team
Asked: June 8, 20262026-06-08T23:05:14+00:00 2026-06-08T23:05:14+00:00

I’m trying to create a plot where color represents the combination of several values.

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I’m trying to create a plot where color represents the combination of several values. In the example below, I am applying increasing values for red associated with the x-coordinate and increasing values for blue in associated with the y-coordinate.

#required function 'val2col' from: http://www.menugget.blogspot.de/2011/09/converting-values-to-color-levels.html

val2col<-function(z, zlim, col = heat.colors(12), breaks){
 if(!missing(breaks)){
  if(length(breaks) != (length(col)+1)){stop("must have one more break than colour")}
 }
 if(missing(breaks) & !missing(zlim)){
  zlim[2] <- zlim[2]+c(zlim[2]-zlim[1])*(1E-3)#adds a bit to the range in both directions
  zlim[1] <- zlim[1]-c(zlim[2]-zlim[1])*(1E-3)
  breaks <- seq(zlim[1], zlim[2], length.out=(length(col)+1)) 
 }
 if(missing(breaks) & missing(zlim)){
  zlim <- range(z, na.rm=TRUE)
  zlim[2] <- zlim[2]+c(zlim[2]-zlim[1])*(1E-3)#adds a bit to the range in both directions
  zlim[1] <- zlim[1]-c(zlim[2]-zlim[1])*(1E-3)
  breaks <- seq(zlim[1], zlim[2], length.out=(length(col)+1))
 }
 colorlevels <- col[((as.vector(z)-breaks[1])/(range(breaks)[2]-range(breaks)[1]))*(length(breaks)-1)+1] # assign colors to heights for each point
 colorlevels
}


#data
x <- seq(100)
y <- seq(100)
grd <- expand.grid(x=x,y=y)

#assign colors to grd levels
pal1 <- colorRampPalette(c("white", rgb(1,0,0)), space = "rgb")
col1 <- val2col(x, col=pal1(10))
pal2 <- colorRampPalette(c("white", rgb(0,0,1)), space = "rgb")
col2 <- val2col(y, col=pal2(10))
col3 <- NA*seq(nrow(grd))
for(i in seq(nrow(grd))){
    xpos <- grd$x[i]
    ypos <- grd$y[i]
    coltmp <- (col2rgb(col1[xpos])/2) + (col2rgb(col2[ypos])/2)
    col3[i] <- rgb(coltmp[1], coltmp[2], coltmp[3], maxColorValue = 255)
}

    #plot
png("2_color_scales.png", width=6, height=4, units="in", res=200)
layout(matrix(c(1,2,3), nrow=1, ncol=3), widths=c(4,1,1), heights=4, respect=T)
par(mar=c(4,4,2,2))
plot(grd,col=col3, pch=19)
par(mar=c(4,0,2,5))
image(x=1, y=x, z=t(as.matrix(x)), col=pal1(10), xaxt="n", yaxt="n", xlab="", ylab="")
box()
axis(4)
mtext("x", side=4, line=3, cex=0.7)
par(mar=c(4,0,2,5))
image(x=1, y=y, z=t(as.matrix(y)), col=pal2(10), xaxt="n", yaxt="n", xlab="", ylab="")
box()
axis(4)
mtext("y", side=4, line=3, cex=0.7)
dev.off()

enter image description here

The result is technically correct in that when x = 1 and y = 10, the mixing of colors “white” and “blue”, respectively, returns the lighter shade of blue. However, I would rather like this position to look as “blue” as the darkest blue of the y color bar. I imagine this would require one to use transparency for lower values rather than the color white. Does anyone have suggestions on how this might be accomplished? Adding two colors, including their transparency, is beyond me… I thought one might be able to use the transparency value as a weighting in the mixing step?

Thanks for your help.

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1 Answer

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  1. Editorial Team
    Editorial Team
    2026-06-08T23:05:17+00:00Added an answer on June 8, 2026 at 11:05 pm

    Since I’m more familiar with ggplot, I’ll show a solution using ggplot. This has the side benefit that, since the ggplot code is very simple, we can focus the discussion on the topic of colour management, rather than R code.

    1. Start by using expand.grid to create a data frame dat containing the grid of red and blue input values.
    2. Use the function rgb() to create the colour mix, and assign it to dat$mix
    3. Plot.

    The code:

    dat <- expand.grid(blue=seq(0, 100, by=10), red=seq(0, 100, by=10))
    dat <- within(dat, mix <- rgb(green=0, red=red, blue=blue, maxColorValue=100))
    
    library(ggplot2)
    ggplot(dat, aes(x=red, y=blue)) + 
      geom_tile(aes(fill=mix), color="white") + 
      scale_fill_identity()
    

    enter image description here


    You will notice that the colour scale is different from what you suggested, but possibly more intuitive.

    When mixing light, absence of any colour yields black, and presence of all colours yields white.

    This is clearly indicated by the plot, which I find rather intuitive to interpret.

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