18
votes
Digits of Pi in colored spiral
At first we define the Archimedean spiral in parametric form
a := 0;
b := 0.3;
r[t_] := a + b t;
x[t_] := r[t]*Cos[t];
y[t_] := r[t]*Sin[t];
Next, generate a list ...
- 17.7k
16
votes
Accepted
How can we reproduce Otti Bergers winding carpet patterns?
For a curve we try to construct a polygon as its dilation.
For such polygon we use WindingPolygon with "TwoRule" to ...
- 63.4k
8
votes
7
votes
How can we reproduce Otti Bergers winding carpet patterns?
It is far from ideal nevertheless I am sharing it.
...
- 9,693
7
votes
Accepted
Sum of its parts - replicating a porcelain sculpture of Nuala O’Donovan
We select random points in the cube and select random directions to draw infinitelines and cut their by the PlotRange.
We use ...
- 63.4k
6
votes
Accepted
Digits of Pi in colored spiral
p defines how many disks there are in each revolution and do number of revolutions.
...
- 9,693
6
votes
5
votes
Accepted
Rotating text in the Epilog of a plot results in distortion
Use Rotate inside Text (or Inset), rather than the other way round:
...
- 65.8k
5
votes
How can I create a rectangular graphic with curved edges?
Since V 10.2 there is StadiumShape and since V 12.2 we have LinearGradientFilling
...
- 47.7k
4
votes
2
votes
Digits of Pi in colored spiral
This is going to require someone with much more Graphics knowledge than me, but we can start by creating a spiral of points and coloring based off digit:
...
- 3,453
2
votes
Only top scored, non community-wiki answers of a minimum length are eligible