Duncan _C
Julia dragon landscape
A Julia set fractal from an "antenna" on the main Mandelbrot set.
Click here to see a 3D rendering of the same fractal, using the same color scheme.
The plot parameters are as follows:
Maximum iterations:10000
Center Point (real, imaginary):-1.296001386113,-0.4416275218608 i
Plot Width (real):1.55E-11
Julia origin (real, imaginary):-1.296001386112727,-0.4416275218614325 i
Source mandelbrot width:2.42E-11
Color scheme name:3D mountain colors
Color scheme last modified:2008-06-14 11:19:17 -0400
Plot uses DE:Yes
Plot uses fractaional iterations:Yes
Plotted with symmetry:Yes
Plotted with boundary following:Yes
Plotted with multiple processors:Yes
Plotting is not complete.
Plot height:0.12
Peak steepness:0.3
Plot flipped:Yes
Camera x:0
Camera y:0
Camera z:-0.585
Ambient light:0.2
Directional light:0.6
Specular light:0.2
Surface shininess:100
Light x direction:-1
Light Y direction:1
Light z direction:1
If you have a recent version of FractalWorks, you can recreate this plot by copying the URL below and selecting "New Fractal from URL in Clipboard" in FractalWorks:
Julia dragon landscape
A Julia set fractal from an "antenna" on the main Mandelbrot set.
Click here to see a 3D rendering of the same fractal, using the same color scheme.
The plot parameters are as follows:
Maximum iterations:10000
Center Point (real, imaginary):-1.296001386113,-0.4416275218608 i
Plot Width (real):1.55E-11
Julia origin (real, imaginary):-1.296001386112727,-0.4416275218614325 i
Source mandelbrot width:2.42E-11
Color scheme name:3D mountain colors
Color scheme last modified:2008-06-14 11:19:17 -0400
Plot uses DE:Yes
Plot uses fractaional iterations:Yes
Plotted with symmetry:Yes
Plotted with boundary following:Yes
Plotted with multiple processors:Yes
Plotting is not complete.
Plot height:0.12
Peak steepness:0.3
Plot flipped:Yes
Camera x:0
Camera y:0
Camera z:-0.585
Ambient light:0.2
Directional light:0.6
Specular light:0.2
Surface shininess:100
Light x direction:-1
Light Y direction:1
Light z direction:1
If you have a recent version of FractalWorks, you can recreate this plot by copying the URL below and selecting "New Fractal from URL in Clipboard" in FractalWorks: