Build a Phaser Box2d Plugin Game Framework 2D Platform Car Racing Track Game in Browser Using Javascript Full Project For Beginners

You are currently viewing Build a Phaser Box2d Plugin Game Framework 2D Platform Car Racing Track Game in Browser Using Javascript Full Project For Beginners

 

Welcome folks today in this blog post we will be building a phaser box2d plugin game framework 2d platform car racing track game in browser using javascript.All the full source code of the application is shown below.

 

 

 

Get Started

 

 

 

In order to get started you need to make an index.html file and copy paste the following code

 

 

index.html

 

 

<style>
body{
  background-color: white;
  overflow: hidden;
}
 
</style>
<script src="https://cdnjs.cloudflare.com/ajax/libs/phaser/2.4.3/phaser.min.js"></script>
<script src="https://nicholls.azurewebsites.net/js/lib/box2d-plugin-full.js"></script>
<script>
  //@jdnichollsc - Creator of this PoC
//@rapitors - Collaborator

var game = new Phaser.Game(1024, 768, Phaser.AUTO, '', {
  init: function(){
    this.scale.scaleMode = Phaser.ScaleManager.SHOW_ALL;
    this.scale.maxWidth = 1024;
    this.scale.maxHeight = 768;
    this.scale.pageAlignHorizontally = true;
    this.scale.pageAlignVertically = true;
    this.scale.updateLayout();
  },
  preload: function(){
    this.game.load.image('race', raceURI);
    this.game.load.image('car', carURI);
    this.game.load.image('zoomIn', zoomInURI);
    this.game.load.image('zoomOut', zoomOutURI);
  },
  render: function(){
    if(this.game.world.scale.x == 1) {
      this.game.debug.box2dWorld();
    }   
  },
  create: function(){
    
    this.box2dPlugin = this.game.add.text(this.game.width/2 - 300, this.game.height/2 + 80, "Hecho con el Plugin Box2D!\n@jdnichollsc - @rapitors",
    {
      font: 'bold 60px Arial',
      fill: "#FFF"
    });
   this.box2dPlugin.addFontWeight('normal', 0);      this.box2dPlugin.addFontWeight('bold', 20);
    
    this.points = {
      x: [50, 800, 950, 800, 250, 100, 250, 1024],
      y: [100, 100, 250, 370, 330, 500, 700, 650]
    };
    this.leftPoints = { x: [], y: [] };
    this.rightPoints = { x: [], y: [] };
    
    this.tweenData = this.generateData(this.points);
    this.graphics = this.game.add.graphics(0, 0);
    
    this.race = this.game.cache.getFrame('race');
    
    this.createPath();  
    this.createSidePoints();
    this.tweenDataLeft = this.generateData(this.leftPoints);
    this.tweenDataRight = this.generateData(this.rightPoints);
    
    var leftPoints = this.dataToChain(this.tweenDataLeft);
    var middlePoints = this.dataToChain(this.tweenData);
    var rightPoints = this.dataToChain(this.tweenDataRight);
    
    this.game.world.setBounds(0, 0, 2600, 2600);
    this.game.physics.startSystem(Phaser.Physics.BOX2D);
    this.game.physics.box2d.setBoundsToWorld();
    this.game.physics.box2d.density = 1;  
    this.game.physics.box2d.friction = 0.3; 
    this.game.physics.box2d.restitution = 0.2;

    
    this.roadLeft = new Phaser.Physics.Box2D.Body(this.game, null, 0, 0, 0);
      this.roadLeft.setChain(leftPoints);
    
    this.roadRight = new Phaser.Physics.Box2D.Body(this.game, null, 0, 0, 0);
      this.roadRight.setChain(rightPoints);
    
    this.cursors = this.game.input.keyboard.createCursorKeys();
    
    this.car = this.game.add.sprite(this.tweenData[0].x, this.tweenData[0].y, 'car');
    this.game.physics.box2d.enable(this.car);
    this.camera.follow(this.car);
    this.car.body.setRectangle(70, 28);
    
    this.zoom = this.game.add.button(0, this.game.height, 'zoomIn', this.changeZoom, this);
    this.zoom.inputEnabled = true;
    this.zoom.input.useHandCursor = true;
    this.zoom.anchor.y = 1;
    this.zoom.fixedToCamera = true;
  },
  changeZoom: function(){
    var newZoom = this.game.world.scale.x == 1 ? 2 : 1;
    this.game.world.scale.set(newZoom);
    if(newZoom == 1){
      this.zoom.loadTexture("zoomIn");
      this.zoom.scale.set(1);
      this.graphics.visible = true;
    }else{
      this.zoom.loadTexture("zoomOut");
      this.zoom.scale.set(0.5);
      this.graphics.visible = false;
    }
  },
  controlCar: function(){
    this.car.body.setZeroVelocity();
    if (this.cursors.left.isDown) {
        this.car.body.rotateLeft(200);
    }
    else if (this.cursors.right.isDown) {
        this.car.body.rotateRight(200);
    }
    else {
        this.car.body.setZeroRotation();
    }

    if (this.cursors.up.isDown) {
     this.car.body.velocity.x = (Math.cos(this.game.math.degToRad(this.car.angle)) * 300);
     this.car.body.velocity.y =(Math.sin(this.game.math.degToRad(this.car.angle)) * 300);
    } else if (this.cursors.down.isDown) {
      this.car.body.velocity.x = - (Math.cos(this.game.math.degToRad(this.car.angle)) * 300);
      this.car.body.velocity.y = -(Math.sin(this.game.math.degToRad(this.car.angle)) * 300);
    }
  },
  generateData: function(points){
    var firstPoint = new Phaser.Point(points.x[0], points.y[0]);
    points.x.shift();
    points.y.shift();
    
    var data = this.game.add.tween({ x: firstPoint.x, y: firstPoint.y }).to( { x: points.x, y: points.y }, 8000, "Linear", true).interpolation(function(v, k){
      return Phaser.Math.catmullRomInterpolation(v, k);
    }).generateData(60);
    
    points.x.unshift(firstPoint.x);
    points.y.unshift(firstPoint.y);
    return data;
  },
  createPath: function(){
    
    var tracks = this.tweenData.length / this.race.width;
    this.game.add.rope(this.tweenData[0].x, this.tweenData[0].y, 'race', null, this.createRopePoints(0));
    
    for(var i = 1; i < tracks; i++){
      var pos = i * this.race.width; 
      
      this.game.add.rope(this.tweenData[pos].x, this.tweenData[pos].y, 'race', null, this.createRopePoints(pos));
    }
  },
  createSidePoints: function(){
    this.game.world.bringToTop(this.graphics);
    this.drawCircle(this.points.x[0], this.points.y[0], 0xFF0000, 18);
    var index = this.findIndexPointInGeneratedData({ x: this.points.x[0], y: this.points.y[0]});  
    
      this.drawEndPoints(index, 1);
    
    for(var i = 1; i < this.points.x.length;i++){
      
      this.drawCircle(this.points.x[i], this.points.y[i], 0xFF0000, 18);
      
      var index = this.findIndexPointInGeneratedData({ x: this.points.x[i], y: this.points.y[i]});  
      
      this.drawEndPoints(index, -1); 
    }
  },
  drawEndPoints: function(index, direction){
    var indexA, indexB;
    if(direction > 0){
      indexA = index + 1;
      indexB = index;
    }
    else{
      indexA = index - 1;
      indexB = index;
    }
    var A = new Phaser.Point(this.tweenData[indexA].x, this.tweenData[indexA].y);
    var B = new Phaser.Point(this.tweenData[indexB].x, this.tweenData[indexB].y);  
    
    var C = new Phaser.Point();
    var D = new Phaser.Point();
    this.findSidePoints(A, B, this.race.height/2, C, D);
    this.drawCircle(C.x, C.y, 0x0000FF, 18);
    this.drawCircle(D.x, D.y, 0x00FF00, 18);
    this.leftPoints.x.push(C.x);
    this.leftPoints.y.push(C.y);
    this.rightPoints.x.push(D.x);
    this.rightPoints.y.push(D.y);
  },
  drawCircle: function(x, y, c, s){    
    this.graphics.lineStyle(0);
    this.graphics.beginFill(c, 1);
    this.graphics.drawCircle(x, y, s);
    this.graphics.endFill();
  },
  createRopePoints : function(iniPos){
    var points = [];
    var finPos = iniPos + this.race.width;
    if(!this.tweenData[finPos]) finPos = this.tweenData.length - 1;
    
    var color = Phaser.Color.getRandomColor(100, 255);
    
    for(var i = iniPos; i<= finPos; i++){
      
      points.push(new Phaser.Point(this.tweenData[i].x - this.tweenData[iniPos].x, this.tweenData[i].y - this.tweenData[iniPos].y));
      
      this.drawCircle(this.tweenData[i].x, this.tweenData[i].y, color, 12);
    }
    return points;
  },
  update: function(){
    var x = Math.round(this.game.input.activePointer.position.x);
    var y = Math.round(this.game.input.activePointer.position.y);
    this.game.debug.text("x:" + x + " y:" + y, 20, 30);
    this.controlCar();
    //this.game.world.angle = this.car.angle - 90;
    //this.game.world.pivot.setTo(this.car.x - this.game.width/2, this.car.y - this.game.height/2);
//this.game.camera.focusOnXY(this.car.x, this.car.y);  
  },
  dataToChain: function(data){
    var chain = [];
    for(var i = 0; i < data.length; i+= 10){
      chain.push(data[i].x);
      chain.push(data[i].y);
    }
    chain.push(data[data.length -1].x);
    chain.push(data[data.length -1].y)
    return chain;
  },
  findSidePoints: function(pointA, pointB, distance, leftPoint, rightPoint){
    
    var a = distance;
    var c = pointA.distance(pointB);
    var dx = (a * (pointA.y - pointB.y) / c);
    var dy = (a * (pointB.x - pointA.x) / c);
    rightPoint.x = pointB.x + dx;
    rightPoint.y = pointB.y + dy;
    leftPoint.x = pointB.x - dx;
    leftPoint.y = pointB.y - dy;
  },
  findIndexPointInGeneratedData: function(point){
    var index = 0;
    for(var i = 0; i < this.tweenData.length; i ++){
      if(Phaser.Point.distance(point, this.tweenData[i]) < 5){
        index = i;
        break;
      }
    }
    return index;
  }
});

var raceURI =
 'data:image/png;base64,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';
</script>

 

 

And now if you open the index.html file inside the browser you will see the below output

 

 

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