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ThreeJS: Create Transparency with PNG Images

How to create transparency using Portable Network Graphics (PNG) images in THREE.js.

This code will create a scene of a box and three planes all using PNG images with transparency. Objects that take a third dimension do not behave as one would expect like a plane does. The key to having transparent objects that use PNG images for texture is 1.) having transparency in the PNG file and 2.) specifying that "transparent" equals "true" in the mesh material (works with any of the mesh materials — see code)

Create the HTML file index.html and paste this code into it. Note the comments in the file. This HTML/JavaScript file can be run from this site. Dowload the three.min.js file here: THREEJS.zip

<!DOCTYPE html>
<html lang="en">
<head>
	<meta charset="UTF-8">
	<meta http-equiv="X-UA-Compatible" content="IE=edge">
	<meta name="viewport" content="width=device-width, initial-scale=1.0">
	<title>TRANSPARENCY WITH THREE.JS</title>
	<style>
		body {
			margin: 0;
			padding: 0;
			height: 100vh;
		}
	</style>
</head>
<body>
	<canvas></canvas>
	<script src="/js/three.min.js"></script>
	<script type="text/javascript">

(function () { // NOTE: objects w/transparency rotate with mouse cursor movement

	var windowSize = function (withScrollBar) {
		var wid = 0;
		var hei = 0;
		if (typeof window.innerWidth != "undefined") {
			wid = window.innerWidth;
			hei = window.innerHeight;
		}
		else {
			if (document.documentElement.clientWidth == 0) {
				wid = document.body.clientWidth;
				hei = document.body.clientHeight;
			}
			else {
				wid = document.documentElement.clientWidth;
				hei = document.documentElement.clientHeight;
			}
		}
		return { width: wid - (withScrollBar ? (wid - document.body.offsetWidth + 1) : 0), height: hei };
	};

	var size = windowSize(true);

	// NOTE: issue these statements when resizing the window
	// camera.aspect = size.width / size.height;
	// camera.updateProjectionMatrix();
	// renderer.setPixelRatio(window.devicePixelRatio);
	// renderer.setSize(size.width, size.height);




	var canvas = document.getElementsByTagName("canvas")[0];

	var backcode = 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";
	// NOTE: create the scene to place objects in
	var scene = new THREE.Scene();
	scene.background = new THREE.TextureLoader().load(backcode); // NOTE: make the background an image
	scene.matrixWorldAutoUpdate = true;



	
	// NOTE: create the camera with 75 degree field of view; this is how the scene is viewed by the user
	var camera = new THREE.PerspectiveCamera(75, size.width / size.height, 1, 5000);

	// NOTE: position the camera in space a bit
	camera.position.z = 2;


	var renderer = new THREE.WebGLRenderer({
		canvas: canvas,
		antialias: true
	});
	renderer.shadowMap.enabled = true;
	renderer.setPixelRatio(window.devicePixelRatio);
	renderer.setSize(size.width, size.height);
	renderer.render(scene, camera);


	var asmpng = 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";
	// NOTE: create one box using a PNG with transparency
	var boxGeometry = new THREE.BoxGeometry(1, 1, 1);
	var boxMaterial = new THREE.MeshBasicMaterial({ map: new THREE.TextureLoader().load(asmpng), transparent: true }); // NOTE: specify "transparent: true"
	var cubeSides = [ boxMaterial, boxMaterial, boxMaterial, boxMaterial, boxMaterial, boxMaterial ];
	var box = new THREE.Mesh(boxGeometry, cubeSides);
	box.position.x = 1;
	box.position.y = 1;
	box.position.z = -2;
	scene.add(box);


	var cpppng = 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";
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";
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";
	// NOTE: create three double-sided planes using PNG's with transparency
	var planes = [];
	var planeImages = [cpppng,css3png,html5png];
	var planeGeometry = new THREE.PlaneGeometry(1, 1.2);
	for(var i = 0; i < planeImages.length; i++) {
		var planeMaterial = new THREE.MeshBasicMaterial({ map: new THREE.TextureLoader().load(planeImages[i]), transparent: true, side: THREE.DoubleSide }); // NOTE: specify "transparent: true"
		planes[i] = new THREE.Mesh(planeGeometry, planeMaterial);
		planes[i].position.x = 1 * i * (i % 2 == 0 ? -1 : 1);
		planes[i].position.y = 2 * i * (i % 2 == 0 ? 1 : -1) * 0.25;
		planes[i].position.z = -2;
		scene.add(planes[i]);
	}
	



	var handler = function (element, type, func) {
		if (element.addEventListener) {
			element.addEventListener(type, func, false);
		} else if (window.attachEvent) {
			element.attachEvent("on" + type, func);
		} else {
			element["on" + type] = func;
		}
	};


	// NOTE: this will rotate the scene objects as the mouse moves
	handler(canvas, "mousemove", function () {
		var offX = 0;
		var offY = 0;
		if (typeof window.pageXOffset != "undefined") {
			offX = window.pageXOffset;
			offY = window.pageYOffset;
		}
		else {
			if (document.documentElement.scrollTop == 0) {
				offX = document.body.scrollLeft;
				offY = document.body.scrollTop;
			}
			else {
				offX = document.documentElement.scrollLeft;
				offY = document.documentElement.scrollTop;
			}
		}
		var x, y;
		if (typeof event.pageX != "undefined") {
			x = event.pageX;
			y = event.pageY;
		}
		else {
			x = event.clientX;
			y = event.clientY;
		}
		x -= offX;
		y -= offY;
		if (x < 0) {
			x = 0;
		}
		if (y < 0) {
			y = 0;
		}

		box.rotation.x = (y - size.height / 2) * 0.0015;
		box.rotation.y = (x - size.width / 2) * 0.0015;
		for (var i = 0; i < planes.length; i++) {
			planes[i].rotation.x = (y - size.height / 2) * 0.0015;
			planes[i].rotation.y = (x - size.width / 2) * 0.0015;
		}
	});

	handler(canvas, "mouseout", function () {
		box.rotation.x = box.rotation.y = 0;
		for (var i = 0; i < planes.length; i++) {
			planes[i].rotation.x = planes[i].rotation.y = 0;
		}
	});


	// NOTE: MUST HAVE AN ANIMATE FUNCTION
	var animate = function () {

		renderer.render(scene, camera);
		requestAnimationFrame(animate);

	};
	animate();

})();

	</script>
</body>
</html>

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