java base64图片计算图片大小

参考:
https://blog.csdn.net/qq_31971675/article/details/78937529
https://www.iteye.com/blog/ipc-1688385

java base64图片计算图片大小_第1张图片
demo如下:

package com.demo.controller;
import java.math.BigDecimal;

public class Test {
	public static void main(String[] args) {
		String photoStr = "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";
		//计算base64图片的字节数(单位:字节)
		Integer size = imageSize(photoStr);
		System.out.println("字节 = "+size);
		//把字节转换单位为kb或mb
		String size2 = bytesToKB(size);
		System.out.println("size2 = "+size2);

	}

	//计算base64图片的字节数(单位:字节)
	//传入的图片base64是去掉头部的data:image/png;base64,字符串
	public static Integer imageSize(String imageBase64Str){

		//1.找到等号,把等号也去掉(=用来填充base64字符串长度用)
		Integer equalIndex= imageBase64Str.indexOf("=");
		if(imageBase64Str.indexOf("=")>0) {
			imageBase64Str=imageBase64Str.substring(0, equalIndex);
		}
		//2.原来的字符流大小,单位为字节
		Integer strLength=imageBase64Str.length();
		System.out.println("imageBase64Str Length = "+strLength);
		//3.计算后得到的文件流大小,单位为字节
		Integer size=strLength-(strLength/8)*2;
		return size;
	}

	/** 
	 * byte(字节)根据长度转成kb(千字节)和mb(兆字节) 
	 *  
	 * @param bytes 
	 * @return 
	 */  
	public static String bytesToKB(long bytes) {  
		BigDecimal filesize = new BigDecimal(bytes);  
		BigDecimal megabyte = new BigDecimal(1024 * 1024);  
		float returnValue = filesize.divide(megabyte, 1, BigDecimal.ROUND_DOWN).floatValue();  
		if (returnValue > 1) {
			return (returnValue + "MB");	
		}

		BigDecimal kilobyte = new BigDecimal(1024);  
		returnValue = filesize.divide(kilobyte, 1, BigDecimal.ROUND_DOWN).floatValue();  
		return (returnValue + "KB");
	} 

}

运行结果如下:

imageBase64Str Length = 54939
字节 = 41205
size2 = 40.2KB

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