|

5. Working with Basic Options
Basic Options / Plot
PlotRange
| PlotRange is an option for
graphics functions that specifies what points to include in a plot. |
In[1]:=
pr = Graphics3D[Stellate[Dodecahedron[]],
PlotRange -> {All, {0., 2.}, {-0.7, 0.5}}];
Show[pr]In[2]:=
JavaView[pr] |
Compare with Mathematica |
AspectRatio
| AspectRatio allows to scale the
display in x and y direction, after the image is computed. |
In[1]:=
ar = Graphics3D[Stellate[Dodecahedron[]],
AspectRatio -> 0.5]
Show[ar]In[2]:=
JavaView[ar] |
Compare with
Mathematica |
PlotLabel
| PlotLabel is an option for
graphics functions that specifies an overall label for a plot. |
In[1]:=
pl = Graphics3D[Stellate[Dodecahedron[]],
PlotLabel -> "Stellated Dodecahedron"];
Show[pl]In[2]:=
JavaView[pl] |
Compare with Mathematica |
Basic Options / Axes
Axes
| Flag for graphics functions if
axes are drawn. |
In[1]:=
sa = Graphics3D[Stellate[Dodecahedron[]], Axes ->
True];
Show[sa]In[2]:=
JavaView[sa] |
Compare with Mathematica |
AxesLabel
| Assign axes labels. |
In[1]:=
al = Graphics3D[Stellate[Dodecahedron[]], Axes ->
True, AxesLabel -> {"a", "b", "c"}]
Show[al]In[2]:=
JavaView[al] |
Compare with Mathematica |
Ticks
| Specifies position and labels
of ticks at axes. |
In[1]:=
tic = Graphics3D[Stellate[Dodecahedron[]], Ticks
-> {Automatic, None, {{1.2, "+6/5", {0.05, 0.01}}, {0., "Null"}}}, Axes
-> True]
Show[tic]In[2]:=
JavaView[tic] |
Compare with Mathematica |
AxesOrigin
| AxesOrigin is an option for
twodimensional graphics functions which specifies where any axes drawn
should cross. |
In[1]:=
ao = Plot[4x^2, {x, -1, 1}, AxesOrigin -> {0, 1}]
Show[ao]In[2]:=
JavaView[ao] |
Compare with
Mathematica |
AxesStyle
| AxesStyle is an option for
graphics functions which specifies how axes should be rendered. |
In[1]:=
as = Graphics3D[Stellate[Dodecahedron[]], Axes ->
True, AxesStyle -> {{RGBColor[1, 0, 0], Thickness[0.01]}, {RGBColor[0,
0, 1], Thickness[0.01], Dashing[{0.05, 0.05}]}, {RGBColor[0, 1, 0],
Thickness[0.01]}}]
Show[as]In[2]:=
JavaView[as] |
Compare with Mathematica |
|