I'm new to game development. Currently I'm doing a game for js13kgames contest, so the game should be small and that's why I don't use any of modern popular frameworks.
While developing my infinite game loop I found several articles and pieces of advice to implement it. Right now it looks like this:
self.gameLoop = function () {
self.dt = 0;
var now;
var lastTime = timestamp();
var fpsmeter = new FPSMeter({decimals: 0, graph: true, theme: 'dark', left: '5px'});
function frame () {
fpsmeter.tickStart();
now = window.performance.now();
// first variant - delta is increasing..
self.dt = self.dt + Math.min(1, (now-lastTime)/1000);
// second variant - delta is stable..
self.dt = (now - lastTime)/16;
self.dt = (self.dt > 10) ? 10 : self.dt;
self.clearRect();
self.createWeapons();
self.createTargets();
self.update('weapons');
self.render('weapons');
self.update('targets');
self.render('targets');
self.ticks++;
lastTime = now;
fpsmeter.tick();
requestAnimationFrame(frame);
}
requestAnimationFrame(frame);
};
So the problem is in self.dt
I've eventually found out that first variant is not suitable for my game because it increases forever and the speed of weapons is increasing with it as well (e.g. this.position.x += (Math.cos(this.angle) * this.speed) * self.dt;
..
Second variant looks more suitable, but does it correspond to this kind of loop (http://codeincomplete.com/posts/2013/12/4/javascript_game_foundations_the_game_loop/)?
Here' an implementation of an HTML5 rendering system using a fixed time step with a variable rendering time:
http://jsbin.com/ditad/10/edit?js,output
It's based on this article:
http://gameprogrammingpatterns.com/game-loop.html
Here is the game loop:
//Set the frame rate
var fps = 60,
//Get the start time
start = Date.now(),
//Set the frame duration in milliseconds
frameDuration = 1000 / fps,
//Initialize the lag offset
lag = 0;
//Start the game loop
gameLoop();
function gameLoop() {
requestAnimationFrame(gameLoop, canvas);
//Calcuate the time that has elapsed since the last frame
var current = Date.now(),
elapsed = current - start;
start = current;
//Add the elapsed time to the lag counter
lag += elapsed;
//Update the frame if the lag counter is greater than or
//equal to the frame duration
while (lag >= frameDuration){
//Update the logic
update();
//Reduce the lag counter by the frame duration
lag -= frameDuration;
}
//Calculate the lag offset and use it to render the sprites
var lagOffset = lag / frameDuration;
render(lagOffset);
}
The render
function calls a render
method on each sprite, with a reference to the lagOffset
function render(lagOffset) {
ctx.clearRect(0, 0, canvas.width, canvas.height);
sprites.forEach(function(sprite){
ctx.save();
//Call the sprite's `render` method and feed it the
//canvas context and lagOffset
sprite.render(ctx, lagOffset);
ctx.restore();
});
}
Here's the sprite's render method that uses the lag offset to interpolate the sprite's render position on the canvas.
o.render = function(ctx, lagOffset) {
//Use the `lagOffset` and previous x/y positions to
//calculate the render positions
o.renderX = (o.x - o.oldX) * lagOffset + o.oldX;
o.renderY = (o.y - o.oldY) * lagOffset + o.oldY;
//Render the sprite
ctx.strokeStyle = o.strokeStyle;
ctx.lineWidth = o.lineWidth;
ctx.fillStyle = o.fillStyle;
ctx.translate(
o.renderX + (o.width / 2),
o.renderY + (o.height / 2)
);
ctx.beginPath();
ctx.rect(-o.width / 2, -o.height / 2, o.width, o.height);
ctx.stroke();
ctx.fill();
//Capture the sprite's current positions to use as
//the previous position on the next frame
o.oldX = o.x;
o.oldY = o.y;
};
The important part is this bit of code that uses the lagOffset and the difference in the sprite's rendered position between frames to figure out its new current canvas position:
o.renderX = (o.x - o.oldX) * lagOffset + o.oldX;
o.renderY = (o.y - o.oldY) * lagOffset + o.oldY;
Notice that the oldX
and oldY
values are being re-calculated each frame at the end of the method, so that they can be used in the next frame to help figure out the difference.
o.oldX = o.x;
o.oldY = o.y;
I'm actually not sure if this interpolation is completely correct or if this is best way to do it. If anyone out there reading this knows that it's wrong, please let us know :)
The modern version of requestAnimationFrame now sends in a timestamp that you can use to calculate elapsed time. When your desired time interval has elapsed you can do your update, create and render tasks.
Here's example code:
var lastTime;
var requiredElapsed=1000/100; // desired interval is 10fps
requestAnimationFrame(loop);
function loop(now){
requestAnimationFrame(loop);
if(!lastTime){lastTime=now;}
var elapsed=lastTime-now;
if(elapsed>requiredElapsed){
// do stuff
lastTime=now;
}
}
This isn't really an answer to your question, and without knowing more about the particular game I can't say for sure if it will help you, but do you really need to know dt
(and FPS)?
In my limited forays into JS game development I've found that often you don't really need to to calculate any kind of dt
as you can usually come up with a sensible default value based on your expected frame rate, and make anything time-based (such as weapon reloading) simply work based on the number of ticks (i.e. a bow might take 60 ticks to reload (~1 second @ ~60FPS)).
I usually use window.setTimeout()
rather than window.requestAnimationFrame()
, which I've found generally provides a more stable frame rate which will allow you to define a sensible default to use in place of dt
. On the down-side the game will be more of a resource hog and less performant on slower machines (or if the user has a lot of other things running), but depending on your use case those may not be real concerns.
Now this is purely anecdotal advice so you should take it with a pinch of salt, but it has served me pretty well in the past. It all depends on whether you mind the game running more slowly on older/less powerful machines, and how efficient your game loop is. If it's something simple that doesn't need to display real times you might be able to do away with dt
completely.
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