constructor(x, y, m) {

    this.pos = createVector(x, y);

    this.vel = createVector(random(-1,1),random(-1,1));

    this.acc = createVector(0, 0);

    this.mass = m;

    this.r = sqrt(this.mass)*3;

    //Variables for angular motion

    // this.angle = 0;

    // this.angleV = 0;

    // this.angleA = 0.01;

  }

​

  applyForce(force) {

    let f = p5.Vector.div(force, this.mass);

    this.acc.add(f);

  }

  update() {

    this.vel.add(this.acc);

    this.pos.add(this.vel);

    // this.angleA = this.acc.x/10; //Using the x component of the object's linear acceleration to calculate angular acceleration

    // this.angleV +=(this.angleA);

    // this.angleV = constrain(this.angleV,-0.1,0.1);

    // this.angle +=(this.angleV);

    this.acc.set(0, 0); //To reset acceleration zero at the end of each frame

  }

​

  show() {

    push(); // saves the current state so the rotation of this shape doesn’t affect the rest of the world

    stroke(255);

    strokeWeight(2);

    fill(255, 100);

    translate (this.pos.x,this.pos.y); //center of rotation is object's center

    // rotate(this.angle);

    let angle = this.vel.heading(); 

    // heading(this.angle);

    triangle(-this.r,(this.r)/2,-this.r, (this.r)/2,this.r,0);

    line(0,0,this.r,0);

    pop(0); //pop() restores the previous state after rotation is complete

  }

  attract(mover) {

    let force = p5.Vector.sub(this.pos, mover.pos);

    let distanceSq = constrain(force.magSq(), 100, 1000);

    let G = 1;

    let strength = G * (this.mass * mover.mass) / distanceSq;

    force.setMag(strength);

    mover.applyForce(force);

  }

}