bytesize.nb

byte size of simplified object, given lifetime and distance to object

[Graphics:../Images/bytesize_gr_134.gif]

[Graphics:../Images/bytesize_gr_136.gif]

[Graphics:../Images/bytesize_gr_146.gif]

[Graphics:../Images/bytesize_gr_156.gif]

[Graphics:../Images/bytesize_gr_166.gif]

[Graphics:../Images/bytesize_gr_176.gif]

[Graphics:../Images/bytesize_gr_178.gif]

Show[Graphics3D[{
    PolygonColor,ConvertToMesh[pa],
    VptDepColor,ConvertToMesh[pb],
    SimpleImposterColor,ConvertToMesh[pi],
    MeshedImposterColor,ConvertToMesh[pc],
    IwDColor,ConvertToMesh[pd],
    LDIColor,ConvertToMesh[pe],
    IncrementalColor,ConvertToMesh[pf]

},
Lighting->False,AspectRatio->Automatic,
AxesLabel->{"log lifetime(s)","log distance","-Log size"},ViewPoint->{-1.661,-1.204,
    0.947},
PlotRange->{-2,-9},
Axes->True,BoxRatios->{1,1,.5}]]

[Graphics:../Images/bytesize_gr_183.gif]

Incremental polygons do very well, so well that we cant see how the others behave.
So lets turn it off and plot again.

Show[Graphics3D[{
    PolygonColor,ConvertToMesh[pa],
    VptDepColor,ConvertToMesh[pb],
    SimpleImposterColor,ConvertToMesh[pi],
    MeshedImposterColor,ConvertToMesh[pc],
    IwDColor,ConvertToMesh[pd],
    LDIColor,ConvertToMesh[pe]
},
Lighting->False,AspectRatio->Automatic,
AxesLabel->{"log lifetime(s)","log distance","-Log size"},ViewPoint->{-1.661,-1.204,
    0.947},
PlotRange->{-2,-9},
Axes->True,BoxRatios->{1,1,.5}]]

[Graphics:../Images/bytesize_gr_189.gif]

Converted by Mathematica February 7, 2002