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I have lists with 4 data e.g.

{{0,0,0,-2000},{0,0,.5,-1800},{0,0,1,-1500},{0,.5,0,-2005},{0,.5,.5,-1795},
 {0,.5,.1,-1508} ... {x,y,z,B}}

How can I plot B values as colours? I have to use Color bar (from about -2000 till 0). I tried it but it doesn`t work.

Graphics3D[{Black, PointSize[.07], 
  Table[Point[points3D[[i]]], {i, 1, 5, 1}]}, Axes -> True, 
 ColorFunction -> (Function[list1[[i, 4]]]), 
 Hue[Rescale[x, {-0.5, 0.5}]], ColorFunctionScaling -> False, 
 ImageSize -> 800, BarLegend[{Hue, {0, -2000}}], 
 ColorFunctionScaling -> True]

Have you got any idea? I'd be grateful if someone help and thank you very much.

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p4D = {{0, 0, 0, -2000}, {0, 0, .5, -1800}, {0, 0, 1, -1500}, {0, .5, 0, -2005}, 
       {0, .5, .5, -1795}, {0, .5, .1, -1508}}; 

Rescale the fourth column to {-.5,.5}:

p4Db = Transpose[ MapAt[Rescale[#, Through@{Min, Max}@#, {-.5, .5}] &, Transpose[p4D], {-1}]];

Legended[Graphics3D[{Hue[#4], Sphere[{#, #2, #3}, .05]} & @@@ p4Db, 
  PlotRange -> {{-1.2, 1.2}, {-1.2, 1.2}, {-1.2, 1.2}}], BarLegend[{Hue, {-2000, 0}}]]

enter image description here

You can also use BubbleChart3D

Legended[BubbleChart3D[Style[{#, #2, #3, 1}, Hue[#4]] & @@@ p4Db, 
                       BubbleSizes -> {0.05, .05}, BoxRatios -> 1],  
         BarLegend[{Hue, {-2000, 0}}]]

enter image description here

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  • $\begingroup$ Help of kguler don't give the good solution. I wrote it badly or the solution is bad. The answer of Bob Hanlon is OK. But at kguler I don't understand the steps of the command. Thanks. $\endgroup$ – user25315 Feb 11 '15 at 19:24
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list = {{0, 0, 0, -2000}, {0, 0, .5, -1800}, {0, 0, 1, -1500}, {0, .5,
     0, -2005}, {0, .5, .5, -1795}, {0, .5, .1, -1508}};

pts = Tooltip[Point[Most[#]], Last[#]] & /@ list;

minB = list[[All, 4]] // Min;
maxB = list[[All, 4]] // Max;

colors = ColorData["TemperatureMap"][
     (minB - #)/(minB - maxB)] & /@
   list[[All, 4]];

Row[{
  Graphics3D[{
    PointSize[Large],
    Thread[{colors, pts}]},
   Axes -> True,
   ImageSize -> 400],
  BarLegend[{"TemperatureMap", {minB, maxB}}]}]

enter image description here

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