Difference between revisions of "Mandelbrot Set Layer"
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| + | <noinclude> | ||
<!-- Page info --> | <!-- Page info --> | ||
{{Title|Mandelbrot Set Layer}} | {{Title|Mandelbrot Set Layer}} | ||
| − | {{ | + | {{Category|Layers}} |
| + | {{Category|Fractals}} | ||
| + | {{NewTerminology}} | ||
<!-- Page info end --> | <!-- Page info end --> | ||
| − | + | [[File:Layer fractal mandelbrot icon.png|64px]] | |
| − | + | == About Mandelbrot Set Layer == | |
| + | </noinclude> | ||
| + | The [https://en.wikipedia.org/wiki/Mandelbrot_set Mandelbrot set] is a compact set, since it is closed and contained in the closed disk of radius 2 around the origin. | ||
| + | |||
| + | <noinclude> | ||
| + | == Sample == | ||
| + | {{l|Image:mandelbrot-set.png}} | ||
| + | |||
| + | == Parameters of the Mandelbrot Set Layers == | ||
| + | {{l|Parameter|Parameters}} of the Mandelbrot Set Layers are: | ||
| + | |||
| + | {|{{Parameters}} | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Integer_icon.png|16px}} {{l|Iterations Parameter|Iterations}} | ||
| + | ||256 | ||
| + | ||integer | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Real_icon.png|16px}} {{l|Bailout ValueBase Parameter|Bailout ValueBase}} | ||
| + | ||2.000000 | ||
| + | ||real | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Break Set Parameter|Break Set}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Distort Inside Parameter|Distort Inside}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Shade Inside Parameter|Shade Inside}} | ||
| + | || {{Bool|On}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Solid Inside Parameter|Solid Inside}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Invert Inside Parameter|Invert Inside}} | ||
| + | || {{Bool|On}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Type_gradient_icon.png|16px}} {{l|Gradient Inside Parameter|Gradient Inside}} | ||
| + | || {{Color|ffffff|000000}} | ||
| + | ||gradient | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Real_icon.png|16px}} {{l|Offset Inside Parameter|Offset Inside}} | ||
| + | ||0.000000 | ||
| + | ||real | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Loop Inside Parameter|Loop Inside}} | ||
| + | || {{Bool|On}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Distort Outside Parameter|Distort Outside}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Shade Outside Parameter|Shade Outside}} | ||
| + | || {{Bool|On}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Solid Outside Parameter|Solid Outside}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Invert Outside Parameter|Invert Outside}} | ||
| + | || {{Bool|On}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Type_gradient_icon.png|16px}} {{l|Gradient Outside Parameter|Gradient Outside}} | ||
| + | || {{Color|ffffff|000000}} | ||
| + | ||gradient | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Bool_icon.png|16px}} {{l|Smooth Outside Parameter|Smooth Outside}} | ||
| + | || {{Bool|}} | ||
| + | ||bool | ||
| + | |||
| + | |-style="background:#" | ||
| + | ||{{l|Image:Real_icon.png|16px}} {{l|Offset Outside Parameter|Offset Outside}} | ||
| + | ||0.000000 | ||
| + | ||real | ||
| + | |||
| + | |-style="background:#eeeeee" | ||
| + | ||{{l|Image:Real_icon.png|16px}} {{l|Scale Outside Parameter|Scale Outside}} | ||
| + | ||0.000000 | ||
| + | ||real | ||
| + | |||
| + | |} | ||
| + | </noinclude> | ||
Latest revision as of 11:16, 3 March 2017
About Mandelbrot Set Layer
The Mandelbrot set is a compact set, since it is closed and contained in the closed disk of radius 2 around the origin.
Sample
Parameters of the Mandelbrot Set Layers
Parameters of the Mandelbrot Set Layers are:
| Name | Value | Type | |
 Iterations
|
256 | integer | |
 Bailout ValueBase
|
2.000000 | real | |
 Break Set
|
|
bool | |
| Distort Inside
|
|
bool | |
| Shade Inside
|
|
bool | |
| Solid Inside
|
|
bool | |
| Invert Inside
|
|
bool | |
 Gradient Inside
|
|
gradient | |
| Offset Inside
|
0.000000 | real | |
| Loop Inside
|
|
bool | |
| Distort Outside
|
|
bool | |
| Shade Outside
|
|
bool | |
| Solid Outside
|
|
bool | |
| Invert Outside
|
|
bool | |
| Gradient Outside
|
|
gradient | |
| Smooth Outside
|
|
bool | |
| Offset Outside
|
0.000000 | real | |
| Scale Outside
|
0.000000 | real |
