I think the colors will be more distinguishable with the logarithmic scales. How can I do it for the following plot? Thanx.
DensityPlot[(μ + η^2),
{μ, 0, 0.043}, {η, 0, 0.03},
FrameLabel -> {Style[μ, FontSize -> 14, Blue],
Style[η, FontSize -> 14, Blue]},
BaseStyle -> {FontWeight -> Bold, FontSize -> 17},
ColorFunction -> "SunsetColors",
PlotLegends ->
BarLegend[Automatic, LegendMarkerSize -> 230, LegendMargins -> 5,
LegendLabel -> Style["Q/(1+C)", FontSize -> 16],
LabelStyle -> {Bold, FontSize -> 14}]]
ScalingFunctions. You should be able to useScalingFunctions -> {"Linear", "Linear", "Log"}– Lukas Lang Jun 19 '18 at 21:58->becomes red! – Perfect Fluid Jun 19 '18 at 22:13ScalingFunctionswas updated in 11.0... If you're stuck with 10.4 this question should work for you though – Lukas Lang Jun 20 '18 at 07:24η05? 2ScalingFunctions, as advised by Lukas, work in v10.4 for this problem - it doesn't matter if they turn red, pink or green - if you evaluate the code, it works.->becomes red!" Did you even run the code? If so, you would see this result.ScalingFunctionsseem to be under-documented, and work properly in instances where the highlighting suggests that it's not valid. The same thing is withMaxExtraBandwidthsforSmoothHistogram. Run the codes first; panic only if they don't work. – corey979 Jun 26 '18 at 12:25