Wolfram Language

3D Printing

Direct 3D Printing

Directly 3D print models using either an online 3D printing service or your own 3D printer.

show complete Wolfram Language input
In[1]:=
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LeftRightTorus[i_, j_, k_] := {i + Sin[t] (3.9 + Cos[r]), j + Cos[t] (3.9 + Cos[r]), k + Sin[r]} FrontBackTorus[i_, j_, k_] := {i + Sin[r], j + (3.9 + Cos[r]) Sin[t], k + (3.9 + Cos[r]) Cos[t]} TopBottomTorus[i_, j_, k_] := {i + (3.9 + Cos[r]) Cos[t], j + Sin[r], k + (3.9 + Cos[r]) Sin[t]} ParametricPlot3D[ Evaluate[{FrontBackTorus[6, 0, 6], FrontBackTorus[12, 6, 12], FrontBackTorus[12, 6, 0], FrontBackTorus[18, 0, 6], FrontBackTorus[6, 12, 6], FrontBackTorus[18, 12, 6], LeftRightTorus[12, 0, 0], LeftRightTorus[12, 12, 12], LeftRightTorus[6, 6, 6], LeftRightTorus[18, 6, 6], LeftRightTorus[12, 0, 12], LeftRightTorus[12, 12, 0], TopBottomTorus[6, 0, 0], TopBottomTorus[18, 0, 0], TopBottomTorus[6, 0, 12], TopBottomTorus[18, 0, 12], TopBottomTorus[6, 12, 12], TopBottomTorus[18, 12, 12], TopBottomTorus[6, 12, 0], TopBottomTorus[18, 12, 0], TopBottomTorus[12, 6, 6]}], {t, 0, 2 \[Pi]}, {r, 0, 2 \[Pi]}, Mesh -> None, Boxed -> False, Axes -> False]

Print the model using your 3D printer.

In[2]:=
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In[3]:=
Click for copyable input
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ImageSize->{101.29943168222874`, Automatic}, Method->{}, PlotRange->{{0., 22.9}, {-4.9, 16.9}, {-4.9, 16.9}}, PlotRangePadding->{ Scaled[0.02], Scaled[0.02], Scaled[0.02]}, Ticks->{Automatic, Automatic, Automatic}, ViewPoint->{1.3, -2.4, 2.}, ViewVertical->{0., 0., 1.0504587155963303`}]\), "Sculpteo"];

A preview.

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