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Question
HTML5 Canvas Memutar Gambar
jQuery('#carregar').click(function(){
var canvas = document.getElementById('canvas');
var image = document.getElementById('image');
var element = canvas.getContext("2d");
element.clearRect(0, 0, canvas.width, canvas.height);
element.drawImage(image, 0, 0, 300, 300);
});Saya punya masalah untuk memutar gambar 90 ° ke kanan atau ke kiri.
Saya menggunakan gambar di kanvas, layar yang sama akan memiliki beberapa kanvas yang sama dengan contoh, tetapi aku meninggalkannya sedekat mungkin ke proyek.
Saya bertanya, bagaimana cara memutar gambar 90 ° ke kiri atau kanan ketika saya klik "Putar Kiri" dan "Putar Kanan"?
Aku mencoba beberapa kode di internet tapi tidak bekerja.
61
8
Solution / Answer
Anda dapat menggunakan kanvas' konteks.menerjemahkan & konteks.memutar untuk melakukan memutar gambar anda
Berikut adalah fungsi untuk menggambar sebuah gambar yang diputar dengan yang ditentukan derajat:
function drawRotated(degrees){
context.clearRect(0,0,canvas.width,canvas.height);
// save the unrotated context of the canvas so we can restore it later
// the alternative is to untranslate & unrotate after drawing
context.save();
// move to the center of the canvas
context.translate(canvas.width/2,canvas.height/2);
// rotate the canvas to the specified degrees
context.rotate(degrees*Math.PI/180);
// draw the image
// since the context is rotated, the image will be rotated also
context.drawImage(image,-image.width/2,-image.width/2);
// we’re done with the rotating so restore the unrotated context
context.restore();
}Berikut adalah kode dan Biola:
<!doctype html>
<html>
<head>
<link rel="stylesheet" type="text/css" media="all" href="css/reset.css" /> <!-- reset css -->
<script type="text/javascript" src="http://code.jquery.com/jquery.min.js"></script>
<style>
body{ background-color: ivory; }
canvas{border:1px solid red;}
</style>
<script>
$(function(){
var canvas=document.getElementById("canvas");
var ctx=canvas.getContext("2d");
var angleInDegrees=0;
var image=document.createElement("img");
image.onload=function(){
ctx.drawImage(image,canvas.width/2-image.width/2,canvas.height/2-image.width/2);
}
image.src="houseicon.png";
$("#clockwise").click(function(){
angleInDegrees+=30;
drawRotated(angleInDegrees);
});
$("#counterclockwise").click(function(){
angleInDegrees-=30;
drawRotated(angleInDegrees);
});
function drawRotated(degrees){
ctx.clearRect(0,0,canvas.width,canvas.height);
ctx.save();
ctx.translate(canvas.width/2,canvas.height/2);
ctx.rotate(degrees*Math.PI/180);
ctx.drawImage(image,-image.width/2,-image.width/2);
ctx.restore();
}
}); // end $(function(){});
</script>
</head>
<body>
<canvas id="canvas" width=300 height=300></canvas><br>
<button id="clockwise">Rotate right</button>
<button id="counterclockwise">Rotate left</button>
</body>
</html>
Tercepat 2D konteks metode rotasi gambar
Tujuan umum rotasi gambar, posisi, dan skala.
// no need to use save and restore between calls as it sets the transform rather
// than multiply it like ctx.rotate ctx.translate ctx.scale and ctx.transform
// Also combining the scale and origin into the one call makes it quicker
// x,y position of image center
// scale scale of image
// rotation in radians.
function drawImage(image, x, y, scale, rotation){
ctx.setTransform(scale, 0, 0, scale, x, y); // sets scale and origin
ctx.rotate(rotation);
ctx.drawImage(image, -image.width / 2, -image.height / 2);
} Jika anda ingin mengontrol rotasi titik menggunakan fungsi berikutnya
// same as above but cx and cy are the location of the point of rotation
// in image pixel coordinates
function drawImageCenter(image, x, y, cx, cy, scale, rotation){
ctx.setTransform(scale, 0, 0, scale, x, y); // sets scale and origin
ctx.rotate(rotation);
ctx.drawImage(image, -cx, -cy);
} Untuk me-reset 2D konteks mengubah
ctx.setTransform(1,0,0,1,0,0); // which is much quicker than save and restoreDengan demikian untuk memutar gambar ke kiri (anti searah jarum jam) 90 derajat
drawImage(image, canvas.width / 2, canvas.height / 2, 1, - Math.PI / 2);Dengan demikian untuk memutar gambar ke kanan (searah jarum jam) 90 derajat
drawImage(image, canvas.width / 2, canvas.height / 2, 1, Math.PI / 2);Contoh menggambar 500 gambar yang diterjemahkan diputar skala
var image = new Image;
image.src = "https://i.stack.imgur.com/C7qq2.png?s=328&g=1";
var canvas = document.createElement("canvas");
var ctx = canvas.getContext("2d");
canvas.style.position = "absolute";
canvas.style.top = "0px";
canvas.style.left = "0px";
document.body.appendChild(canvas);
var w,h;
function resize(){ w = canvas.width = innerWidth; h = canvas.height = innerHeight;}
resize();
window.addEventListener("resize",resize);
function rand(min,max){return Math.random() * (max ?(max-min) : min) + (max ? min : 0) }
function DO(count,callback){ while (count--) { callback(count) } }
const sprites = [];
DO(500,()=>{
sprites.push({
x : rand(w), y : rand(h),
xr : 0, yr : 0, // actual position of sprite
r : rand(Math.PI * 2),
scale : rand(0.1,0.25),
dx : rand(-2,2), dy : rand(-2,2),
dr : rand(-0.2,0.2),
});
});
function drawImage(image, spr){
ctx.setTransform(spr.scale, 0, 0, spr.scale, spr.xr, spr.yr); // sets scales and origin
ctx.rotate(spr.r);
ctx.drawImage(image, -image.width / 2, -image.height / 2);
}
function update(){
var ihM,iwM;
ctx.setTransform(1,0,0,1,0,0);
ctx.clearRect(0,0,w,h);
if(image.complete){
var iw = image.width;
var ih = image.height;
for(var i = 0; i < sprites.length; i ++){
var spr = sprites[i];
spr.x += spr.dx;
spr.y += spr.dy;
spr.r += spr.dr;
iwM = iw * spr.scale * 2 + w;
ihM = ih * spr.scale * 2 + h;
spr.xr = ((spr.x % iwM) + iwM) % iwM - iw * spr.scale;
spr.yr = ((spr.y % ihM) + ihM) % ihM - ih * spr.scale;
drawImage(image,spr);
}
}
requestAnimationFrame(update);
}
requestAnimationFrame(update);
Solusi lain karya besar untuk gambar persegi. Berikut ini adalah solusi yang akan bekerja untuk sebuah gambar dari setiap dimensi. Kanvas akan selalu sesuai dengan gambar daripada solusi lain yang dapat menyebabkan bagian-bagian dari gambar yang akan dipotong off.
var canvas;
var angleInDegrees=0;
var image=document.createElement("img");
image.onload=function(){
drawRotated(0);
}
image.src="http://greekgear.files.wordpress.com/2011/07/bob-barker.jpg";
$("#clockwise").click(function(){
angleInDegrees+=90 % 360;
drawRotated(angleInDegrees);
});
$("#counterclockwise").click(function(){
if(angleInDegrees == 0)
angleInDegrees = 270;
else
angleInDegrees-=90 % 360;
drawRotated(angleInDegrees);
});
function drawRotated(degrees){
if(canvas) document.body.removeChild(canvas);
canvas = document.createElement("canvas");
var ctx=canvas.getContext("2d");
canvas.style.width="20%";
if(degrees == 90 || degrees == 270) {
canvas.width = image.height;
canvas.height = image.width;
} else {
canvas.width = image.width;
canvas.height = image.height;
}
ctx.clearRect(0,0,canvas.width,canvas.height);
if(degrees == 90 || degrees == 270) {
ctx.translate(image.height/2,image.width/2);
} else {
ctx.translate(image.width/2,image.height/2);
}
ctx.rotate(degrees*Math.PI/180);
ctx.drawImage(image,-image.width/2,-image.height/2);
document.body.appendChild(canvas);
}
Ini adalah kode sederhana untuk menggambar diputar dan skala gambar:
function drawImage(ctx, image, x, y, w, h, degrees){
ctx.save();
ctx.translate(x+w/2, y+h/2);
ctx.rotate(degrees*Math.PI/180.0);
ctx.translate(-x-w/2, -y-h/2);
ctx.drawImage(image, x, y, w, h);
ctx.restore();
}
Seperti @markE menyebutkan dalam bukunya jawaban
alternatif adalah untuk untranslate & unrotate setelah menggambar
Hal ini jauh lebih cepat dari konteks menyelamatkan dan memulihkan.
Berikut ini adalah sebuah contoh
// translate and rotate
this.context.translate(x,y);
this.context.rotate(radians);
this.context.translate(-x,-y);
this.context.drawImage(...);
// untranslate and unrotate
this.context.translate(x, y);
this.context.rotate(-radians);
this.context.translate(-x,-y);
Di sini adalah Sesuatu yang saya lakukan
var ImgRotator = {
angle:parseInt(45),
image:{},
src:"",
canvasID:"",
intervalMS:parseInt(500),
jump:parseInt(5),
start_action:function(canvasID, imgSrc, interval, jumgAngle){
ImgRotator.jump = jumgAngle;
ImgRotator.intervalMS = interval;
ImgRotator.canvasID = canvasID;
ImgRotator.src = imgSrc ;
var image = new Image();
var canvas = document.getElementById(ImgRotator.canvasID);
image.onload = function() {
ImgRotator.image = image;
canvas.height = canvas.width = Math.sqrt( image.width* image.width+image.height*image.height);
window.setInterval(ImgRotator.keepRotating,ImgRotator.intervalMS);
//theApp.keepRotating();
};
image.src = ImgRotator.src;
},
keepRotating:function(){
ImgRotator.angle+=ImgRotator.jump;
var canvas = document.getElementById(ImgRotator.canvasID);
var ctx = canvas.getContext("2d");
ctx.save();
ctx.clearRect(0,0,canvas.width,canvas.height);
ctx.translate(canvas.width/2,canvas.height/2);
ctx.rotate(ImgRotator.angle*Math.PI/180);
ctx.drawImage(ImgRotator.image, -ImgRotator.image.width/2,-ImgRotator.image.height/2);
ctx.restore();
}
}penggunaan ****
ImgRotator.start_action("canva",
"data:image/jpeg;base64,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",
500,15
);HTML
<canvas id="canva" width="350" height="350" style="border:solid thin black;"></canvas>Mengapa tidak melakukannya untuk seluruh halaman. Di halaman memuat mendeteksi semua gambar dan terus menerus memutar semua dari mereka.
var RotationCollection = {
rotators: [],
start_action: function (showBorders, isoverlap) {
try {
var canvasTemplate = '<canvas id="_ID_" width="350" height="350" ></canvas>';
var ja = 5;
$.each($("img"), function (index, val) {
var newID = "can_" + index;
var can = canvasTemplate.replace("_ID_", newID);
if (showBorders == true) $(can).insertAfter($(val)).css({ "border": "solid thin black", "box-shadow": "5px 5px 10px 2px black", "border-raduis": "15px" });
else $(can).insertAfter($(val));
$(val).remove();
var curRot = new RotationClass(newID, $(val).attr('src'), ja * ((0 == index % 2) ? -1 : 1), isoverlap);
RotationCollection.rotators[index] = curRot;
ja += 5;
//return false;
});
window.setInterval(function () {
$.each(RotationCollection.rotators, function (index, value) {
value.drawRotatedImage();
})
}, 500);
}
catch (err) {
console.log(err.message);
}
}
};
function RotationClass(canvasID, imgSrc, jumgAngle, overlap) {
var self = this;
self.overlap = overlap;
self.angle = parseInt(45);
self.image = {};
self.src = imgSrc;
self.canvasID = canvasID;
self.jump = parseInt(jumgAngle);
self.start_action = function () {
var image = new Image();
var canvas = document.getElementById(self.canvasID);
image.onload = function () {
self.image = image;
canvas.height = canvas.width = Math.sqrt(image.width * image.width + image.height * image.height);
self.drawRotatedImage(self);
};
image.src = self.src;
}
self.start_action();
this.drawRotatedImage = function () {
var self = this;
self.angle += self.jump;
var canvas = document.getElementById(self.canvasID);
var ctx = canvas.getContext("2d");
ctx.save();
if (self.overlap) ctx.clearRect(0, 0, canvas.width, canvas.height);
ctx.translate(canvas.width / 2, canvas.height / 2);
ctx.rotate(self.angle * Math.PI / 180);
ctx.drawImage(self.image, -self.image.width / 2, -self.image.height / 2);
ctx.restore();
}
}
var theApp = {
start_Action: function () {
RotationCollection.start_action(true, true);
}
};
$(document).ready(theApp.start_Action);Silakan periksa untuk theApp.start_Action di mana semua tindakan dimulai HTML dapat sebagai berikut:
<p>
Deepika Padukone.<br />
<img alt="deepika" src="data:image/jpeg;base64,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" />
</p>
<p>
Priyanka Chopra.<br />
<img alt="Priyanka" src="data:image/jpeg;base64,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" />
</p>Beberapa pilihan untuk tumpang tindih rotasi, perbatasan juga menambahkan
Ini adalah penuh dengan derajat rotasi gambar kode. Saya sarankan anda untuk memeriksa di bawah ini contoh aplikasi di jsfiddle.
Proses aliran ini contoh aplikasi
- memuat Gambar, menghitung boundaryRad
- buat sementara kanvas
- memindahkan kanvas konteks asal ke posisi sendi yang diproyeksikan rect
- rotate canvas konteks dengan input sarjana jumlah
- menggunakan kanvas.toDataURL metode untuk membuat gambar blob
- menggunakan gambar blob, membuat Gambar baru dan membuat elemen
``js
fungsi init() { ... gambar.onload = function() { aplikasi.boundaryRad = Math.atan(gambar.lebar / gambar.tinggi); } ... }
/**
- CATATAN : Ketika sumber rect diputar di beberapa rad atau derajat,
- it's asli lebar dan tinggi tidak lagi digunakan di halaman aslinya.
- Jadi, menghitung proyeksi rect ukuran, yang masing-masing tepi adalah jumlah dari
- lebar proyeksi dan ketinggian proyeksi asli rect. */ fungsi calcProjectedRectSizeOfRotatedRect(ukuran, rad) { const { width, height } = ukuran;
const rectProjectedWidth = Math.abs(lebar Matematika.cos(rad)) + Math.abs(tinggi Matematika.sin(rad)); const rectProjectedHeight = Math.abs(lebar Matematika.sin(rad)) + Math.abs(tinggi Matematika.cos(rad));
kembali { width: rectProjectedWidth, tinggi: rectProjectedHeight }; }
/**
- @callback rotatedImageCallback
- @param {DOMString} dataURL - nilai kembali dari kanvas.toDataURL() */
/**
- @param {HTMLImageElement} gambar
- @param {benda} sudut
- @property {jumlah} sudut.gelar
- @property {jumlah} sudut.rad
- @param {rotatedImageCallback} cb
-
*/ fungsi getRotatedImage(gambar, angle, cb) { const kanvas = dokumen.createElement('kanvas'); const { derajat, rad: _rad } = sudut;
const rad = _rad || derajat * Matematika.PI / 180 || 0; debug('rad', rad);
const { width, height } = calcProjectedRectSizeOfRotatedRect( { width: gambar.lebar, tinggi: gambar.ketinggian }, rad ); debug('gambar ukuran', gambar.lebar, gambar.tinggi); debug('diproyeksikan ukuran', lebar, tinggi);
kanvas.width = Math.ceil(lebar); kanvas.tinggi = Math.ceil(tinggi);
const ctx = kanvas.getContext('2d'); ctx.save();
const sin_Height = gambar.tinggi Matematika.abs(Matematika.sin(rad)) const cos_Height = gambar.tinggi Matematika.abs(Matematika.cos(rad)) const cos_Width = gambar.lebar Matematika.abs(Matematika.cos(rad)) const sin_Width = gambar.lebar Matematika.abs(Matematika.sin(rad))
debug('sin_Height, cos_Width', sin_Height, cos_Width); debug('cos_Height, sin_Width', cos_Height, sin_Width);
mari xOrigin, yOrigin;
jika (rad < aplikasi.boundaryRad) { debug('case1'); xOrigin = Math.min(sin_Height, cos_Width); yOrigin = 0; } else if (rad < Matematika.PI / 2) { debug('case2'); xOrigin = Math.max(sin_Height, cos_Width); yOrigin = 0; } else if (rad < Matematika.PI / 2 + app.boundaryRad) { debug('case3'); xOrigin = lebar; yOrigin = Math.min(cos_Height, sin_Width); } else if (rad < Matematika.PI) { debug('case4'); xOrigin = lebar; yOrigin = Math.max(cos_Height, sin_Width); } else if (rad < Matematika.PI + app.boundaryRad) { debug('case5'); xOrigin = Math.max(sin_Height, cos_Width); yOrigin = tinggi; } else if (rad < Matematika.PI / 2 3) { debug('case6'); xOrigin = Math.min(sin_Height, cos_Width); yOrigin = tinggi; } else if (rad < Matematika.PI / 2 3 + aplikasi.boundaryRad) { debug('case7'); xOrigin = 0; yOrigin = Math.max(cos_Height, sin_Width); } else if (rad < Matematika.PI * 2) { debug('case8'); xOrigin = 0; yOrigin = Math.min(cos_Height, sin_Width); }
debug('xOrigin, yOrigin', xOrigin, yOrigin)
ctx.menerjemahkan(xOrigin, yOrigin) ctx.memutar(rad); ctx.drawImage(image, 0, 0); jika (DEBUG) drawMarker(ctx, 'merah');
ctx.mengembalikan();
const dataURL = kanvas.toDataURL('gambar/jpg');
cb(dataURL); }
fungsi render() { getRotatedImage(app.gambar, {gelar: aplikasi.gelar}, renderResultImage) } ``
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