调整 HTML5 画布大小以适合窗口
2022-08-29 23:17:45
如何自动缩放HTML5元素以适应页面?<canvas>
例如,我可以通过将 and 属性设置为 100% 来获得缩放,但 a 不会缩放,不是吗?<div>
height
width
<canvas>
如何自动缩放HTML5元素以适应页面?<canvas>
例如,我可以通过将 and 属性设置为 100% 来获得缩放,但 a 不会缩放,不是吗?<div>
height
width
<canvas>
我相信我已经找到了一个优雅的解决方案:
JavaScript
/* important! for alignment, you should make things
* relative to the canvas' current width/height.
*/
function draw() {
var ctx = (a canvas context);
ctx.canvas.width = window.innerWidth;
ctx.canvas.height = window.innerHeight;
//...drawing code...
}
断续器
html, body {
width: 100%;
height: 100%;
margin: 0;
}
到目前为止,还没有对我产生任何重大的负面性能影响。
以下解决方案最适合我。由于我对编码相对较新,因此我喜欢在视觉上确认某些东西正在按照我期望的方式工作。我在以下网站上找到了它:http://htmlcheats.com/html/resize-the-html5-canvas-dyamically/
代码如下:
(function() {
var
// Obtain a reference to the canvas element using its id.
htmlCanvas = document.getElementById('c'),
// Obtain a graphics context on the canvas element for drawing.
context = htmlCanvas.getContext('2d');
// Start listening to resize events and draw canvas.
initialize();
function initialize() {
// Register an event listener to call the resizeCanvas() function
// each time the window is resized.
window.addEventListener('resize', resizeCanvas, false);
// Draw canvas border for the first time.
resizeCanvas();
}
// Display custom canvas. In this case it's a blue, 5 pixel
// border that resizes along with the browser window.
function redraw() {
context.strokeStyle = 'blue';
context.lineWidth = '5';
context.strokeRect(0, 0, window.innerWidth, window.innerHeight);
}
// Runs each time the DOM window resize event fires.
// Resets the canvas dimensions to match window,
// then draws the new borders accordingly.
function resizeCanvas() {
htmlCanvas.width = window.innerWidth;
htmlCanvas.height = window.innerHeight;
redraw();
}
})();
html,
body {
width: 100%;
height: 100%;
margin: 0px;
border: 0;
overflow: hidden;
/* Disable scrollbars */
display: block;
/* No floating content on sides */
}
<canvas id='c' style='position:absolute; left:0px; top:0px;'></canvas>
蓝色边框显示调整大小画布的边缘,并且始终沿着窗口的边缘,在所有4个侧面都可见,对于上述其他一些答案,情况并非如此。希望它有帮助。