meshing fractals

[schwungsau]

i am playing more with Vex right now:

 

Vex Code:

float resX = 600;
float resY = 600;
float deltaD = 0.5;
int numVert = 3;
float pi = 3.1415922653;
float rotOffset = pi / 6.0;
vector pos= {0,0,0};

float cx = (resX/2.0)*cos((2*pi/numVert) + rotOffset) + (resX /2);
float cy = (resY/2.0)*sin((2*pi/numVert) + rotOffset) + (resY /2);

int iter = chf("iteration");

for(int i=0; i<(iter+15); i++) {
     int num = int(((rand(i)*32767) % numVert) +1);

     float xVert = (resX/2) * cos((2*pi*num / numVert) + rotOffset) + (resX/2);
     float yVert = (resY/2) * sin((2*pi*num / numVert) + rotOffset) + (resY/2);
        
        cx += deltaD * (xVert - cx);
        cy += deltaD * (yVert - cy);
        if(i>15) {
            pos.x = cx;
            pos.y = cy;
            addpoint( 0, pos );
            }
        }
        

 

 

 

[jerjozwik]

very cool work. i just started playing with julia sets in Cop2 nodes set to volume. have you done any fractal tests as volumetrics?

[schwungsau]

3 hours ago, jerjozwik said:

very cool work. i just started playing with julia sets in Cop2 nodes set to volume. have you done any fractal tests as volumetrics?

tks, i did some volume renders with displacement, Lee Giggs style, but the rendertime was extreme slow.

julia, manldebulb is quite data heavy and limits creative freedom. i am using only real geo / splines instead.

[schwungsau]

splines rendering with indigo renderer

[schwungsau]

i using classic Julia Fractal to drive my spline :
cool spline (Mantra) and black-and-white

Edited April 25, 2019 by schwungsau

[schwungsau]

3d flame rendered with renderman23

 

rendered with octane

 

Edited January 11, 2020 by schwungsau

[eunchae]

On 2019. 4. 25. at 오전 4시 20분, schwungsau said:

클래식 Julia Fractal을 사용하여 스플라인을 구동합니다 :
멋진 스플라인 (만트라) 및 흑백

Hi! Your work is so cool! I'm looking for fractal noise and it's difficult. Could you please share the hip file with me? Thank you.

[Librarian]

 

@eunchae
https://vimeo.com/220105131

plus search on GitHUb For OPEN cl variant
 

 

Edited December 14, 2020 by Librarian

[eunchae]

On 2020. 12. 14. at 10:40 PM, Librarian said:

 

@eunchae
https://vimeo.com/220105131

plus search on GitHUb For OPEN cl variant
 

 

Thank you!

[schwungsau]

once i access to my workstation again i can share the hip file. but tis pretty the same seen in the vimeo video, its a classic mandelbrot, no secret behind it. 

Edited January 31, 2021 by schwungsau

[schwungsau]

older video, i am using a simple pi expression to draw cycles and connect some point with polysplines.