function setup() {
createCanvas(400, 400);
}
function draw() {
background(220);
drawCurve(50, 50, 300, 4);
}
function drawCurve(x, y, length, level) {
const h = length/(8*(2**(level-1)-1)+6);
let cx = x+h;
let cy = y;
DEA(level);
line_d();
CHD(level);
line_c();
BGC(level);
line_b();
AFB(level);
line_a();
function lineTo(newX, newY) {
line(cx, cy, newX, newY);
cx = newX;
cy = newY;
}
function line_a() {
lineTo(cx+h, cy-h);
}
function line_b() {
lineTo(cx-h, cy-h);
}
function line_c() {
lineTo(cx-h, cy+h);
}
function line_d() {
lineTo(cx+h, cy+h);
}
function line_e() {
lineTo(cx+2*h, cy);
}
function line_f() {
lineTo(cx, cy-2*h);
}
function line_g() {
lineTo(cx-2*h, cy);
}
function line_h() {
lineTo(cx, cy+2*h);
}
function DEA(n){
if (n == 0) {
} else {
DEA(n-1);
line_d();
CHD(n-1);
line_e();
AFB(n-1);
line_a();
DEA(n-1);
}
}
function CHD(n){
if (n == 0) {
} else {
CHD(n-1);
line_c();
BGC(n-1);
line_h();
DEA(n-1);
line_d();
CHD(n-1);
}
}
function BGC(n){
if (n == 0) {
} else {
BGC(n-1);
line_b();
AFB(n-1);
line_g();
CHD(n-1);
line_c();
BGC(n-1);
}
}
function AFB(n){
if (n == 0) {
} else {
AFB(n-1);
line_a();
DEA(n-1);
line_f();
BGC(n-1);
line_b();
AFB(n-1);
}
}
}
今回は、以下のように出力される。
sierpinski-curve by inoha_naito -p5.js Web Editor
A web editor for p5.js, a JavaScript library with the goal of making coding accessible to artists, designers, educators,...
参考
Sierpiński curve - Wikipedia
Recursive patterns – the Sierpinski curve
Processing can be used to show any number of different types of visualization, and one of the more interesting ones is r...
シェルピンスキー曲線