资讯详情

base64图片的String字符串压缩变小

base64图片的String字符串压缩变小(自测不失真)

  • 依赖环境
  • 编写工具类
  • 编制测试验证
  • 验证效果
  • 其他知识补充(续)
    • Thumbnails用法介绍

依赖环境

需求:最近前端反馈上传的图片资源太大,需要压缩。Java后台实现。 项目工程:springboot工程 1.增加压缩所需的依赖性

<!--图片压缩依赖--> <dependency>      <groupId>net.coobird</groupId>      <artifactId>thumbnailator</artifactId>      <version>0.4.8</version>  </dependency> 

编写工具类

package com.cloud.route.v4.tools;  import net.coobird.thumbnailator.Thumbnails; import org.apache.tomcat.util.codec.binary.Base64; import sun.misc.BASE64Decoder;  import javax.imageio.ImageIO; import java.awt.image.BufferedImage; import java.io.*;  /**  * @Description: 64图片压缩处理工具  */ public class Base64ImageUtils { 
              private static String ImageFormat="jpg";          /**      * 按比例和规格压缩图片base64图片字符串      * @param maxSize 单位kb      * @param w      * @param h      * @return      */     public static String resizeImage(String filePath,int maxSize,int w,int h){ 
                 try { 
                     BufferedImage src = fileToBufferedImage(filePath);             BufferedImage output = Thumbnails.of(src).size(w, h).asBufferedImage();             String base64 = imageToBase64(output);             while (base64.length() - base64.length() / 8 * 2 > maxSize*1000) { 
                         output = Thumbnails.of(output).scale(0.9f).asBufferedImage();                 base64 = imageToBase64(output);
            }
            return imageToBase64(output);
        } catch (Exception e) { 
        
            e.printStackTrace();
        }
        return null;
    }

    /**
     * 按照比例和规格将base64图片字符串压缩并得到base64图片字符串
     * @param maxSize 压缩限制大小单位kb
     * @return
     */
    public static String compressImage(String filePath,int maxSize){ 
        
        try { 
        
            BufferedImage src = base64String2BufferedImage(filePath);
            BufferedImage output = Thumbnails.of(src).scale(0.5f).asBufferedImage();
            String base64 = imageToBase64(output);
            while (base64.length() - base64.length() / 8 * 2 > maxSize * 1000) { 
        
                output = Thumbnails.of(output).scale(0.8f).asBufferedImage();
                base64 = imageToBase64(output);
            }
            return imageToBase64(output);
        } catch (Exception e) { 
        
            e.printStackTrace();
        }
        return null;
    }

    /**
     * 图片文件转BufferedImage
     * @param filePath
     * @return
     * @throws Exception
     */
    public static BufferedImage fileToBufferedImage(String filePath) throws Exception{ 
        
        FileInputStream is=new FileInputStream(filePath);
        BufferedImage img = ImageIO.read(is);
        return  img;
    }

    /**
     * 将图片base64字符串转换为BufferedImage
     * @param base64string
     * @return
     */
    public static BufferedImage base64String2BufferedImage(String base64string) { 
        
        BufferedImage image = null;
        try { 
        
            InputStream stream = base64StringToInputStream(base64string);
            image = ImageIO.read(stream);
        } catch (IOException e) { 
        
            e.printStackTrace();
        }
        return image;
    }

    /**
     * 将base64字符转换为输入流
     * @param base64string
     * @return
     */
    private static InputStream base64StringToInputStream(String base64string) { 
        
        ByteArrayInputStream stream = null;
        try { 
        
            BASE64Decoder decoder = new BASE64Decoder();
            byte[] bytes = decoder.decodeBuffer(base64string);
            stream = new ByteArrayInputStream(bytes);
        } catch (Exception e) { 
        
            e.printStackTrace();
        }
        InputStream inputStream = stream;
        return inputStream;
    }

    /**
     * 将BufferedImage转换为base64字符串
     * @param bufferedImage
     * @return
     */
    public static String imageToBase64(BufferedImage bufferedImage) { 
        
        Base64 encoder = new Base64();
        ByteArrayOutputStream baos = new ByteArrayOutputStream();
        try { 
        
            ImageIO.write(bufferedImage, ImageFormat, baos);
        } catch (IOException e) { 
        
            e.printStackTrace();
        }
        return new String(encoder.encode((baos.toByteArray())));
    }
}

编写测试类验证

package com.cloud.route.v4.tools;

import java.awt.image.BufferedImage;

/**
 * @Author: RaoShuang
 * @DateTime: 2020/7/8 13:40
 * @email: 991207823@qq.com
 * @Description: Base64图片压缩测试
 */
public class Test2 { 
        
    public static void main(String[] args) { 
        
        String filePath = "D:\\工作目录\\2020\\07\\0708\\经营劳务派遣业务申请书.jpg";
        String imageStr = Base64ImageUtils.resizeImage(filePath, 100, 600, 840);
        System.out.println(imageStr);

        try { 
        
            BufferedImage bufferedImage = Base64ImageUtils.fileToBufferedImage(filePath);
            String base64 = Base64ImageUtils.imageToBase64(bufferedImage);
            String imageStr2 = Base64ImageUtils.compressImage(base64, 100);
            System.out.println(imageStr2);
        } catch (Exception e) { 
        
            e.printStackTrace();
        }
    }
}

验证效果

编写网页:

<!DOCTYPE html>
<html>
<head>
<meta charset=utf-8>
<title>AI政务云后台管理</title>

</head>
<body>
<!-- 按比例缩放 -->
<div id=“head”>
	<img src="data:image/jpg;base64,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

标签: pm80e贴片电阻

锐单商城拥有海量元器件数据手册IC替代型号,打造 电子元器件IC百科大全!

 锐单商城 - 一站式电子元器件采购平台  

 深圳锐单电子有限公司