# Questions tagged [graphics3d]

For questions specific to the Graphics3D command and related 3D graphics functionality.

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### How to make Tube behave like Line when working with non-ideally scaled data?

I have a set of data that Line enjoys quite well, however, Tube seems to throw something of a tantrum when I deliver the same ...
34 views

### Hyper disk in $\mathbb{R}^n$ of specified radius

A very useful geometric and Graphics3D object is Hyperplane[n,p] which is an infinite hyperplane in arbitrary dimension $n$ with ...
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### Positioning ViewPoint within a 3D Graphic (from ParametricPlot3D) Leads to Extraneous Panels in Output

I am animating the ViewVector (very similar to the ViewVector Documentation "Neat Example") to follow the curve in a 3D graphic created by the ParametricPlot3D function. This is, in principle, a very ...
57 views

### The intersection point of a line crossing a surface is not displayed correctly In 3D Graphics

This is my code: ...
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### Space with custom, discrete axes

The 2D lattice might be something like this: \begin{array}{cccc} D&(E,D)&(F,D)&(G,D)\\ C&(E,C)&(F,C)&(G,C)\\ B&(E,B)&(F,B)&(G,B)\\ 0&E&F&G \end{array} ...
58 views

### Drop some of the Automatic ticks

Is there a way to drop some of the ticks automatically produced by Mathematica in a 3D plot? I would like to drop, say, the first one of the z-axis since it overlaps with the last one of the y-axis.
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### How to export HyperbolicPolyhedron as STL?

Here's the starting point (It's the Mathematica "Spikey 2" logo): Graphics3D[HyperbolicPolyhedron["Dodecahedron", 1.3], Boxed -> False] Here is the link to ...
37 views

### How to manipulate SphericalPlot3D as Graphics object?

I'm kind of new to Mathematica so this may sound obvious for some people. I'd really thank for your help. I'm trying to plot a lattice. At each point there is an atom. The lattice is created as ...
28 views

### How to draw three different surfaces in a single plot where each surfaces are defined in different region?

Suppose I want to plot 3 surfaces, z=xy+y^2, x=4 & x+2y=4 together so that x=4 plane will be in the upper region of z=xy+y^2 surface and x+2y=4 plane will be in the lower region of z=xy+y^2 ...
162 views

### 3D plot of a heat distribution in a cube

I have a .csv file with temperature values in the nodes of the cube. The cube size is 100Ń100Ń100 (.csv file contains 1.000.000 values), while $0 \leq x,y,z \leq 1$. How can I plot a 3D heat map of ...