Wolfram mathematica 匹配图例和绘图大小 请考虑： intense = Reverse[Round[Rationalize /@ N[10^Range[0, 3, 1/3]]]]; values = Range[0, 9/10, 1/10]; intensityLegend = Column[Prepend[MapThread[ Function[{intensity, values}, Row[{Graphics[{(Lighter[Blue, values]), Rectangle[{0, 0}, {4, 1}], Black, Text[Style[ToString[intensity], 16, Bold], {2, .5}]}]}]], {intense, values}], Text[Style["Photons Number", Bold, 15]]]]; IntersectionDp1={{1., 588.377}, {2.15443, 580.306}, {4.64159, 573.466}, {10.,560.664}, {21.5443, 552.031}, {46.4159, 547.57}, {100.,545.051}, {215.443, 543.578}, {464.159, 542.281}, {1000., 541.346}} FindD1=ListLogLinearPlot[Map[List, IntersectionDp1], Frame -> True, AxesOrigin -> {-1, 0}, PlotMarkers -> With[{markerSize = 0.04}, {Graphics[{Lighter[Blue, #], Disk[]}], markerSize} & /@Range[9/10, 0, -1/10]], Filling -> Axis, FillingStyle -> Opacity[0.8], PlotRange -> {{.5, 1100}, {540, 600}}, ImageSize->400]; Grid[{{intensityLegend, FindD1}, {intensityLegend, FindD1}}, ItemSize -> {50, 20}, Frame -> True]

如何使图例列大小适合绘图区域的高度？

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当行调整大小时，我需要使用网格。这就是我在网格中复制的原因。

将图例缩小一点怎么样

intensityLegend = 
  Column[Prepend[
    MapThread[
     Function[{intensity, values}, 
      Row[{Graphics[{(Lighter[Blue, values]), 
          Rectangle[{0, 0}, {4, 1}], Black, 
          Text[Style[ToString[intensity], 12, Bold], {2, .5}]}, 
         ImageSize -> 50]}]], {intense, values}], 
    Text[Style["Photons Number", Bold, 15]]]];

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处理图像大小。（*非常感谢！但我必须承认，我还不能掌握任何单位或比例：-），所以它仍然是神奇的。我希望我们总是谈论像素在所有情况下！你能解释一下下面的部分吗？我认为它会有条件地根据情节本身调整图例的y大小，但我不理解这一部分：IntegerPart@First[imgSize Cases[AbsoluteOptions[FindD1]，HoldPattern[AspectRatio->x\uz]>x]]

intense = Reverse[Round[Rationalize /@ N[10^Range[0, 3, 1/3]]]];
values = Range[0, 9/10, 1/10];
imgSize = 400;                                                          (* <- *) 
Off[Ticks::ticks]

IntersectionDp1 =  {{1., 588.377},     {2.15443, 580.306}, {4.64159, 573.466}, 
   {10., 560.664}, {21.5443, 552.031}, {46.4159, 547.57},  {100., 545.051},
   {215.443, 543.578}, {464.159, 542.281}, {1000., 541.346}}

FindD1 = ListLogLinearPlot[Map[List, IntersectionDp1], Frame -> True, 
   AxesOrigin -> {-1, 0}, 
   PlotMarkers -> 
    With[{markerSize = 0.04}, 
     {Graphics[{Lighter[Blue, #], Disk[]}], markerSize} & 
       /@ Range[9/10, 0, -1/10]], Filling -> Axis, FillingStyle -> Opacity[0.8], 
       PlotRange -> {{.5, 1100}, {540, 600}}, ImageSize -> imgSize];    (* <- *) 

intensityLegend =
  Rasterize[Column[
    Prepend[
     Reverse@MapThread[                                                 (* <- *) 
      Function[{intensity, values}, 
       Row[{Graphics[{(Lighter[Blue, values]), 
           Rectangle[{0, 0}, {4, 1}], Black, 
           Text[Style[ToString[intensity], 30, Bold], {2, .5}]}]}]],
      {intense, values}],
     Text[Style["Photons Number", Bold, 25]]]], 
   ImageSize -> {Automatic,                                             (* <- *) 
     IntegerPart@                            
      First[imgSize Cases[AbsoluteOptions[FindD1], 
         HoldPattern[AspectRatio -> x_] -> x]]}];

Grid[{{intensityLegend, FindD1}, {intensityLegend, FindD1}}, Frame -> True]

   ImageSize -> {Automatic,                                             (* <- *) 
     IntegerPart@                            
      First[imgSize Cases[AbsoluteOptions[FindD1], 
         HoldPattern[AspectRatio -> x_] -> x]]}];

   ImageSize -> {Automatic, Last@AbsoluteOptions[FindD1,"ImageSize"]}   

AbsoluteOptions[FindD1] 

AbsoluteOptions[FindD1,"AspectRatio"]