Steven Fei-Project5-Wallpaper

sketch

function setup() {
    createCanvas(600, 600);
    background("black");
    
    
}
var angle;//variables for the red fish curves
var radius = 8;//varaibles for the size of red curves

function draw() {
    
    
//   background lines
    for (var y = 0; y<height; y+=60){
        for (var x = 0; x<width; x+=60){
            stroke(35,41,54);
            strokeWeight(2);
            line(x, y, x+60, y+60);//rightward diagonal line
            stroke(148,148,148);
            line(x+40, y, x-40, y+60);//leftward light grey line
            stroke(77,78,80);
            line(x+30, y, x+90, y+60); //rightward dark gray line
        }
    }
    // yellow hex circles
    var radiusTwo = 12;
    for (var y = 0; y < height; y+=120){
        for(var x = 0; x < width; x+=100){
            push();
            translate(x+50, y+30+40);
            for (var i = 0; i<6; i++){
                push();
                rotate(radians(30));
                rotate(radians(i*360/6));
                noStroke();
                fill(255,255,102);
                circle(radiusTwo, 0, 5);
                pop();
            }
            pop();
        }
    }

// constructions of the red wheels    
    for(var y = 0; y < height; y += 120){
        for (var x = 0; x < width; x+= 100){
            push();
            translate(x+50, y+30); // spacing
            // top part of the red fish
            rotate(-PI/2);
            for (angle = 0; angle <90; angle += 5){
                angConv = radians(angle);
                angConv2 = 1.5*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
            }
            for (angle=90; angle<100; angle += 3){
                angConv = radians(angle);
                angConv2 = 1.8*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
                
            }
            for (angle=120; angle<=180; angle += 3){
                angConv = radians(angle);
                angConv2 = 3*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), -radius-radius*cos(angConv2), -radius*sin(angConv2));
                
            }
            for (angle=135; angle<163; angle+=4){
                angConv = radians(angle);
                strokeWeight(0.5);
                stroke("red");
                line(radius, radius, 2*radius*cos(angConv), 2*radius*sin(angConv));
            }
            // left part of the red fish
            rotate(PI/2); //return to the original angle coordinates
            translate(-30, 50);
            rotate(radians(30));
            for (angle = 0; angle <90; angle += 5){
                angConv = radians(angle);
                angConv2 = 1.5*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
            }
            for (angle=90; angle<100; angle += 3){
                angConv = radians(angle);
                angConv2 = 1.8*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
                
            }
            for (angle=120; angle<=180; angle += 3){
                angConv = radians(angle);
                angConv2 = 3*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), -radius-radius*cos(angConv2), -radius*sin(angConv2));
                
            }
            for (angle=135; angle<163; angle+=4){
                angConv = radians(angle);
                strokeWeight(0.5);
                stroke("red");
                line(radius, radius, 2*radius*cos(angConv), 2*radius*sin(angConv));
            }
            //right part of the red fish
            rotate(radians(-30)); //return to the original angle coordinates
            translate(60, 0);
            rotate(radians(-30));
            for (angle = 0; angle <90; angle += 5){
                angConv = radians(angle);
                angConv2 = 1.5*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
            }
            for (angle=90; angle<100; angle += 3){
                angConv = radians(angle);
                angConv2 = 1.8*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), 2*radius*cos(angConv2), 2*radius*sin(angConv2));
                
            }
            for (angle=120; angle<=180; angle += 3){
                angConv = radians(angle);
                angConv2 = 3*angConv;
                strokeWeight(0.5);
                stroke("red");
                line(radius+radius*cos(angConv), radius*sin(angConv), -radius-radius*cos(angConv2), -radius*sin(angConv2));
                
            }
            for (angle=135; angle<163; angle+=4){
                angConv = radians(angle);
                strokeWeight(0.5);
                stroke("red");
                line(radius, radius, 2*radius*cos(angConv), 2*radius*sin(angConv));
            }
            pop();
        }
    }
   

}

This approach is to take advantage of the multiple nested loops to further my string art approach of creating the red “illusion” curves through repetition and more rigid layouts. The inspiration is still from the Sharingan in Naruto.