原来判断IE浏览器版本很简单,但是随着版本的升级,navigator.userAgent显示的信息也不一样;下图是IE11显示的信息

aaarticlea/png;base64,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" alt="" />

原来的浏览器中有msie,但是IE11中没有,IE11中新增了trident

判断浏览器代码如下

function Match() {
var userAgent = navigator.userAgent,
rMsie = /(msie\s|trident.*rv:)([\w.]+)/,
rFirefox = /(firefox)\/([\w.]+)/,
rOpera = /(opera).+version\/([\w.]+)/,
rChrome = /(chrome)\/([\w.]+)/,
rSafari = /version\/([\w.]+).*(safari)/;
var browser;
var version;
var ua = userAgent.toLowerCase();
var match = rMsie.exec(ua);
if (match != null) {
return { browser: "IE", version: match[2] || "0" };
}
var match = rFirefox.exec(ua);
if (match != null) {
return { browser: match[1] || "", version: match[2] || "0" };
}
var match = rOpera.exec(ua);
if (match != null) {
return { browser: match[1] || "", version: match[2] || "0" };
}
var match = rChrome.exec(ua);
if (match != null) {
return { browser: match[1] || "", version: match[2] || "0" };
}
var match = rSafari.exec(ua);
if (match != null) {
return { browser: match[2] || "", version: match[1] || "0" };
}
if (match != null) {
return { browser: "", version: "0" };
}
}

引用上面的代码判断浏览器版本

function initBrowserVersion()
{
var browserMatch = Match();
alert(browserMatch.browser + '--' + browserMatch.version);
if (browserMatch.browser) {
if (browserMatch.browser == "IE"&&browserMatch.version<8)
{
alert("浏览器版本太低,请升级,以免影响使用体验!");
return false;
}
else if (browserMatch.browser == "chrome" && 30>browserMatch.version.substring(0,browserMatch.version.indexOf(".")))
{
alert("浏览器版本太低,请升级,以免影响使用体验!");
return false;
}
else if (browserMatch.browser == "firefox" && 40 > browserMatch.version.substring(0, browserMatch.version.indexOf("."))) {
alert("浏览器版本太低,请升级,以免影响使用体验!");
return false;
}
}
}

JS判断所有IE浏览器所有版本的更多相关文章

  1. JS判断不同的浏览器,不同的浏览器版本

    JS判断不同的浏览器,不同的浏览器版本

  2. H5案例分享:使用JS判断客户端、浏览器、操作系统类型

    使用JS判断客户端.浏览器.操作系统类型 一.JS判断客户端类型 JS判断客户端是否是iOS或者Android手机移动端 通过判断浏览器的userAgent,用正则来判断手机是否是ios和Androi ...

  3. JS判断是否微信浏览器

    JS判断是否微信浏览器 function isWeixinBrowser(){ var ua = navigator.userAgent.toLowerCase(); return (/microme ...

  4. js 判断是什么浏览器、是否为谷歌浏览器

    <!DOCTYPE html> <html> <head> <meta charset="UTF-8"> <meta http ...

  5. js判断用户的浏览器设备是移动端还是pc端

    最近做的一个网站页面中需要根据用户的访问设备的不同来显示不同的页面样式,主要是判断移动设备还是电脑浏览器访问的. 下面给出js判断处理代码,以作参考. <script type="te ...

  6. 用js判断操作系统和浏览器类型

    判断操作系统和浏览器的js代码 navigator.userAgent:userAgent 属性是一个只读的字符串,声明了浏览器用于 HTTP 请求的用户代理头的值.    navigator.pla ...

  7. JS判断客户端、浏览器、操作系统

    一.JS判断客户端是否是iOS或者Android手机移动端 通过判断浏览器的userAgent,用正则来判断手机是否是ios和Android客户端. 方法一: var u = navigator.us ...

  8. 使用JS判断客户端、浏览器、操作系统类型

    一.JS判断客户端类型 JS判断客户端是否是iOS或者Android手机移动端 通过判断浏览器的userAgent,用正则来判断手机是否是ios和Android客户端. 核心代码如下: 方法一: &l ...

  9. js 判断是什么浏览器加载页面

    一.Navigator 属性: 1)appcodeName  返回浏览器代码名 2)appminorVersion  返回浏览器次级版本 3)appname  返回浏览器名称 4)browserLan ...

随机推荐

  1. p2197 nim游戏

    传送门 分析 我们知道最后取完的情况就是所有的a[i]异或和为0 所以只要开始的异或和不为0则先手一定可以将它转化为0 否则不行 所以如果异或和非0则先手胜 代码 #include<bits/s ...

  2. Entity Framework Tutorial Basics(38):Explicit Loading

    Explicit Loading with DBContext Even with lazy loading disabled, it is still possible to lazily load ...

  3. AJAX的dataType问题

    dataType是预期服务器返回的数据类型.如果不指定,jQuery 将自动根据 HTTP 包 MIME 信息来智能判断,比如 XML MIME 类型就被识别为 XML.在 1.4 中,JSON 就会 ...

  4. LeetCode第110题:平衡二叉树

    问题描述 给定一个二叉树,判断它是否是高度平衡的二叉树. 本题中,一棵高度平衡二叉树定义为: 一个二叉树每个节点 的左右两个子树的高度差的绝对值不超过1. 示例 1: 给定二叉树 [3,9,20,nu ...

  5. python 常用的一些库

    AllPairs 2.0.1Appium-Python-Client 0.24asn1crypto 0.24.0attrs 17.4.0AutoItLibrary 1.1bcrypt 3.1.4bea ...

  6. java获取Excel的导入

    先准备好这2个架包 import java.io.*; import org.apache.commons.io.FileUtils; import org.apache.poi.hssf.userm ...

  7. [转]CentOS 7.3 安装MySQL

    1.下载mysql源 yum -y install wget wget https://dev.mysql.com/get/mysql57-community-release-el7-11.noarc ...

  8. 静态-static

    静态 1. 静态初始化块 (1)可初始化类的静态字段 (2)静态初始化块只调用一次 (3)创建子类时会调用父类的静态初始化块 源代码: class Root { static{ System.out. ...

  9. <c:choose>标签内出错。不能写注解,否则就会报错

    org.apache.jasper.JasperException: Validation error messages from TagLibraryValidator for c in /WEB- ...

  10. 算法训练 最大的算式(DP)

    问题描述 题目很简单,给出N个数字,不改变它们的相对位置,在中间加入K个乘号和N-K-1个加号,(括号随便加)使最终结果尽量大.因为乘号和加号一共就是N-1个了,所以恰好每两个相邻数字之间都有一个符号 ...