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Questions tagged [3d-printing]

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3D printing is a process of making a three-dimensional solid object of virtually any shape from a digital model. Mathematica makes it possible to take complex algorithmically generated geometry and immediately output it for 3D printing--allowing the creation of physical 3D objects and models. Mathematica also provides broad support for importing arbitrary 3D scanning data for immediate analysis and visualization.

99 questions
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3 votes
3 answers
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I am trying to make something that involves a threaded end to both pipes attached to a hollowed out ellipsoid. I am having problems with: Making it smooth. I tried various things but it is likely due ...
Romogi's user avatar
  • 687
5 votes
2 answers
393 views

I wanted to construct an object based on a pyramid for 3D printing an am stuck on the question how to convert the construction into Mathematica code. The process of construction went along like this, ...
Paul's user avatar
  • 123
3 votes
4 answers
455 views

I am trying to make a 3D print of the sham Schwarz Surface, which is an approximation of the Schwarz P minimal surface. The problem is that when I extend the domain past the magnitude of $4\pi$ for ...
Romogi's user avatar
  • 687
9 votes
1 answer
320 views

Each slice is an approximate curve of JuliaSet and the entire surface is "smooth". The specific difficulty is julia set is a fractal function of iteration, it cannot expressed as the ...
babyK's user avatar
  • 457
1 vote
2 answers
298 views

Suppose you run a code to plot: ContourPlot3D[ x^3 + y^2 - z^2 == 0, {x, -2, 2}, {y, -2, 2}, {z, -2, 2}] or ...
M.N.Raia's user avatar
  • 503
0 votes
0 answers
84 views

Suppose I have an array of height values such as: SeedRandom[1] heights = MeanFilter[RandomReal[{0, 9.9} + .1, {50, 50}], 5]; I want to make a 3D surface mesh ...
Rudy Potter's user avatar
  • 2,695
2 votes
2 answers
198 views

If I Plot3D[0,{x,-10,10},{y,-10,10}] I get the desired z(x,y) = 0 plane which I want to plot, however with a cartesian mesh drawn on it. I would instead like the mesh to be in polar coordinates. How ...
Britzel's user avatar
  • 693
1 vote
2 answers
159 views

So I have the following 3D contour plot: ...
guillermo22's user avatar
  • 21
1 vote
0 answers
102 views

I am joining two 3D contour plots using the Show command, and then I want to use Printout3D to generate a .stl file. I have: <...
guillermo22's user avatar
  • 21
0 votes
2 answers
112 views

How do to create 3D plot of ${t_{opt}} = {f_2}\left( {x,y} \right)$, where ${t_{opt}}$ is corresponding to maximum value of ${f_1}\left( {x,y,t} \right)$ at the limited ranges of $x,y,t$? If $t$ ...
Imyaf's user avatar
  • 103
4 votes
3 answers
460 views

Consider these two simple Polyhedrons which share a sub-face: ...
Anti Earth's user avatar
  • 1,310
2 votes
1 answer
180 views

I'm trying to recreate on Mathematica the 3D graphs $4_{21}$ polytope as seen here and here. My idea would be to obtain a 3D-graph so that I can then add some thickness to the edges and export it as a ...
Peter Kerpan's user avatar
  • 21
9 votes
2 answers
342 views

I want to do boolean operations between a large amount of regions. For convenience, I consider a simplified problem. The problem is as follows, digging out a large number of small hemispheres on the ...
hadesth's user avatar
  • 317
9 votes
2 answers
386 views

I am playing around with using Tube as an option under PlotStyle for a ParametricPlot3D ...
Emilio Pisanty's user avatar
  • 10.5k
6 votes
3 answers
436 views

I want to 3d print this solid (Riemann sums): ...
epsilon's user avatar
  • 161

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