js将两张图片合并成一张图片

bash 复制代码
function mergeBase64Images(base64Image1, base64Image2) {  
    return new Promise((resolve, reject) => {  
        function createImage(base64) {  
            return new Promise((resolve, reject) => {  
                const img = new Image();  
                img.onload = () => {  
                    console.log(`Loaded image with size: ${img.width}x${img.height}`);  
                    resolve(img);  
                };  
                img.onerror = (error) => {  
                    console.error('Error loading image:', error);  
                    reject(error);  
                };  
                img.src = base64;  
            });  
        }  
  
        Promise.all([createImage(base64Image1), createImage(base64Image2)])  
            .then(([img1, img2]) => {  
                const canvas = document.createElement('canvas');  
                const ctx = canvas.getContext('2d');  
  
                // 确保图片尺寸有效  
                if (img1.width === 0 || img1.height === 0) {  
                    throw new Error('First image has invalid dimensions');  
                }  
                if (img2.width === 0 || img2.height === 0) {  
                    throw new Error('Second image has invalid dimensions');  
                }  
  
                canvas.width = Math.max(img1.width, img2.width); 
				 
                canvas.height = img1.height + img2.height;
				 
  
                ctx.drawImage(img1, 0, 0);  
                ctx.drawImage(img2, 0, img1.height); 
				
                const mergedBase64 = canvas.toDataURL('image/png');  
                resolve(mergedBase64);  
            })  
            .catch(error => {  
                console.error('Error merging images:', error);  
                reject(error);  
            });  
    });  
} 

调用

bash 复制代码
let base64Image1 = 'data:image/jpg;base64,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'; // 替换为你的第一张图片的Base64编码  
let base64Image2 = 'data:image/jpg;base64,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'; // 替换为你的第二张图片的Base64编码  
  
mergeBase64Images(base64Image1, base64Image2)  
    .then(mergedBase64 => {  
        console.log(mergedBase64); // 输出合并后的Base64编码的图片  
    });

效果:

图片一:

图片二

合并

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