EL表达式简介

2023-06-05,,

EL表达式简介

EL 全名为Expression Language。EL主要作用:
  1、获取数据
    EL表达式主要用于替换JSP页面中的脚本表达式,以从各种类型的web域 中检索java对象、获取数据。(某个web域 中的对象,访问javabean的属性、访问list集合、访问map集合、访问数组)
  2、执行运算
    利用EL表达式可以在JSP页面中执行一些基本的关系运算、逻辑运算和算术运算,以在JSP页面中完成一些简单的逻辑运算。${user==null}
  3、获取web开发常用对象
    EL 表达式定义了一些隐式对象,利用这些隐式对象,web开发人员可以很轻松获得对web常用对象的引用,从而获得这些对象中的数据。
  4、调用Java方法
    EL表达式允许用户开发自定义EL函数,以在JSP页面中通过EL表达式调用Java类的方法。

1.1、获取数据

  使用EL表达式获取数据语法:"${标识符}"
  EL表达式语句在执行时,会调用pageContext.findAttribute方法,用标识符为关键字,分别从page、request、session、application四个域中查找相应的对象,找到则返回相应对象,找不到则返回”” (注意,不是null,而是空字符串)。

  EL表达式可以很轻松获取JavaBean的属性,或获取数组、Collection、Map类型集合的数据

  el表达式获取数据范例:

<%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%@taglib uri="http://java.sun.com/jsp/jstl/core" prefix="c" %>
<%@page import="me.gacl.domain.Person"%>
<%@page import="me.gacl.domain.Address"%>
<!DOCTYPE HTML>
<html>
<head>
<title>el表达式获取数据</title>
</head> <body>
<%
request.setAttribute("name","孤傲苍狼");
%>
<%--${name}等同于pageContext.findAttribute("name") --%>
使用EL表达式获取数据:${name}
<hr>
<!-- 在jsp页面中,使用el表达式可以获取bean的属性 -->
<%
Person p = new Person();
p.setAge(12);
request.setAttribute("person",p);
%>
使用el表达式可以获取bean的属性:${person.age}
<hr>
<!-- 在jsp页面中,使用el表达式可以获取bean中的。。。。。。。。。的属性 -->
<%
Person person = new Person();
Address address = new Address();
person.setAddress(address); request.setAttribute("person",person);
%>
${person.address.name}
<hr>
<!-- 在jsp页面中,使用el表达式获取list集合中指定位置的数据 -->
<%
Person p1 = new Person();
p1.setName("孤傲苍狼"); Person p2 = new Person();
p2.setName("白虎神皇"); List<Person> list = new ArrayList<Person>();
list.add(p1);
list.add(p2); request.setAttribute("list",list);
%> <!-- 取list指定位置的数据 -->
${list[1].name} <!-- 迭代List集合 -->
<c:forEach var="person" items="${list}">
${person.name}
</c:forEach>
<hr>
<!-- 在jsp页面中,使用el表达式获取map集合的数据 -->
<%
Map<String,String> map = new LinkedHashMap<String,String>();
map.put("a","aaaaxxx");
map.put("b","bbbb");
map.put("c","cccc");
map.put("1","aaaa1111");
request.setAttribute("map",map);
%> <!-- 根据关键字取map集合的数据 -->
${map.c}
${map["1"]}
<hr>
<!-- 迭代Map集合 -->
<c:forEach var="me" items="${map}">
${me.key}=${me.value}<br/>
</c:forEach>
<hr>
</body>
</html>

运行效果如下:

1.2、执行运算

  语法:${运算表达式},EL表达式支持如下运算符:

  1、关系运算符

 2、逻辑运算符:

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" alt="" />

  3、empty运算符:检查对象是否为null(空)

  4、二元表达式:${user!=null?user.name :""}
  5、[ ] 和 . 号运算符

  使用EL表达式执行运算范例:

<%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%@taglib uri="http://java.sun.com/jsp/jstl/core" prefix="c" %>
<%@page import="me.gacl.domain.User"%>
<!DOCTYPE HTML>
<html>
<head>
<title>el表达式运算符</title>
</head> <body>
<h3>el表达式进行四则运算:</h3>
加法运算:${365+24}<br/>
减法运算:${365-24}<br/>
乘法运算:${365*24}<br/>
除法运算:${365/24}<br/> <h3>el表达式进行关系运算:</h3>
<%--${user == null}和 ${user eq null}两种写法等价--%>
${user == null}<br/>
${user eq null}<br/> <h3>el表达式使用empty运算符检查对象是否为null(空)</h3>
<% List<String> list = new ArrayList<String>();
list.add("gacl");
list.add("xdp");
request.setAttribute("list",list);
%>
<%--使用empty运算符检查对象是否为null(空) --%>
<c:if test="${!empty(list)}">
<c:forEach var="str" items="${list}">
${str}<br/>
</c:forEach>
</c:if>
<br/>
<%
List<String> emptyList = null;
%>
<%--使用empty运算符检查对象是否为null(空) --%>
<c:if test="${empty(emptyList)}">
对不起,没有您想看的数据
</c:if> <br/> <h3>EL表达式中使用二元表达式</h3>
<%
session.setAttribute("user",new User("孤傲苍狼"));
%>
${user==null? "对不起,您没有登陆 " : user.username} <br/> <h3>EL表达式数据回显</h3>
<%
User user = new User();
user.setGender("male");
//数据回显
request.setAttribute("user",user);
%>
<input type="radio" name="gender" value="male" ${user.gender=='male'?'checked':''}>男
<input type="radio" name="gender" value="female" ${user.gender=='female'?'checked':''}>女
<br/>65 </body>
</html>

运行结果如下:

1.3、获得web开发常用对象

  EL表达式语言中定义了11个隐含对象,使用这些隐含对象可以很方便地获取web开发中的一些常见对象,并读取这些对象的数据。
  语法:${隐式对象名称}:获得对象的引用

序号 隐含对象名称 描       述
1 pageContext 对应于JSP页面中的pageContext对象(注意:取的是pageContext对象。)
2 pageScope 代表page域中用于保存属性的Map对象
3 requestScope 代表request域中用于保存属性的Map对象
4 sessionScope 代表session域中用于保存属性的Map对象
5 applicationScope 代表application域中用于保存属性的Map对象
6 param 表示一个保存了所有请求参数的Map对象
7 paramValues 表示一个保存了所有请求参数的Map对象,它对于某个请求参数,返回的是一个string[]
8 header 表示一个保存了所有http请求头字段的Map对象,注意:如果头里面有“-” ,例Accept-Encoding,则要header[“Accept-Encoding”]
9 headerValues 表示一个保存了所有http请求头字段的Map对象,它对于某个请求参数,返回的是一个string[]数组。注意:如果头里面有“-” ,例Accept-Encoding,则要headerValues[“Accept-Encoding”]
10 cookie 表示一个保存了所有cookie的Map对象
11 initParam 表示一个保存了所有web应用初始化参数的map对象

测试EL表达式中的11个隐式对象:

<%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<!DOCTYPE HTML>
<html>
<head>
<title>el隐式对象</title>
</head> <body>
<br/>---------------1、pageContext对象:获取JSP页面中的pageContext对象------------------------<br/>
${pageContext}
<br/>---------------2、pageScope对象:从page域(pageScope)中查找数据------------------------<br/>
<%
pageContext.setAttribute("name","孤傲苍狼"); //map
%>
${pageScope.name}
<br/>---------------3、requestScope对象:从request域(requestScope)中获取数据------------------------<br/>
<%
request.setAttribute("name","白虎神皇"); //map
%>
${requestScope.name}
<br/>---------------4、sessionScope对象:从session域(sessionScope)中获取数据------------------------<br/>
<%
session.setAttribute("user","xdp"); //map
%>
${sessionScope.user}
<br/>---------------5、applicationScope对象:从application域(applicationScope)中获取数据------------------------<br/>
<%
application.setAttribute("user","gacl"); //map
%>
${applicationScope.user}
<br/>--------------6、param对象:获得用于保存请求参数map,并从map中获取数据------------------------<br/>
<!-- http://localhost:8080/JavaWeb_EL_Study_20140826/ELDemo03.jsp?name=aaa -->
${param.name}
<!-- 此表达式会经常用在数据回显上 -->
<form action="${pageContext.request.contextPath}/servlet/RegisterServlet" method="post">
<input type="text" name="username" value="${param.username}">
<input type="submit" value="注册">
</form>
<br/>--------------7、paramValues对象:paramValues获得请求参数 //map{"",String[]}------------------------<br/>
<!-- http://localhost:8080/JavaWeb_EL_Study_20140826/ELDemo03.jsp?like=aaa&like=bbb -->
${paramValues.like[0]}
${paramValues.like[1]}
<br/>--------------8、header对象:header获得请求头------------------------<br/>
${header.Accept}<br/>
<%--${header.Accept-Encoding} 这样写会报错
测试headerValues时,如果头里面有“-” ,例Accept-Encoding,则要headerValues[“Accept-Encoding”]
--%>
${header["Accept-Encoding"]}
<br/>--------------9、headerValues对象:headerValues获得请求头的值------------------------<br/>
<%--headerValues表示一个保存了所有http请求头字段的Map对象,它对于某个请求参数,返回的是一个string[]数组
例如:headerValues.Accept返回的是一个string[]数组 ,headerValues.Accept[0]取出数组中的第一个值
--%>
${headerValues.Accept[0]}<br/>
<%--${headerValues.Accept-Encoding} 这样写会报错
测试headerValues时,如果头里面有“-” ,例Accept-Encoding,则要headerValues[“Accept-Encoding”]
headerValues["Accept-Encoding"]返回的是一个string[]数组,headerValues["Accept-Encoding"][0]取出数组中的第一个值
--%>
${headerValues["Accept-Encoding"][0]}
<br/>--------------10、cookie对象:cookie对象获取客户机提交的cookie------------------------<br/>
<!-- 从cookie隐式对象中根据名称获取到的是cookie对象,要想获取值,还需要.value -->
${cookie.JSESSIONID.value} //保存所有cookie的map
<br/>--------------11、initParam对象:initParam对象获取在web.xml文件中配置的初始化参数------------------------<br/>
<%--
<!-- web.xml文件中配置初始化参数 -->
<context-param>
<param-name>xxx</param-name>
<param-value>yyyy</param-value>
</context-param>
<context-param>
<param-name>root</param-name>
<param-value>/JavaWeb_EL_Study_20140826</param-value>
</context-param>
--%>
<%--获取servletContext中用于保存初始化参数的map --%>
${initParam.xxx}<br/>
${initParam.root}
</body>
</html>

RegisterServlet的代码如下:

package me.gacl.web.controller;

import java.io.IOException;
import javax.servlet.ServletException;
import javax.servlet.http.HttpServlet;
import javax.servlet.http.HttpServletRequest;
import javax.servlet.http.HttpServletResponse; public class RegisterServlet extends HttpServlet {
/*
* 处理用户注册的方法
*/
public void doGet(HttpServletRequest request, HttpServletResponse response)
throws ServletException, IOException {
//1、接收参数
String userName = request.getParameter("username");
/**
* 2、直接跳转回/ELDemo03.jsp页面,没有使用request.setAttribute("userName", userName)将userName存储到request对象中
* 但是在ELDemo03.jsp页面中可以使用${param.username}获取到request对象中的username参数的值
*/
request.getRequestDispatcher("/ELDemo03.jsp").forward(request, response);
} public void doPost(HttpServletRequest request, HttpServletResponse response)
throws ServletException, IOException {
doGet(request, response);
}
}

注意:
  测试header和headerValues时,如果头里面有“-” ,例Accept-Encoding,则要header["Accept-Encoding"]、headerValues["Accept-Encoding"]
  测试cookie时,例${cookie.key}取的是cookie对象,如访问cookie的名称和值,须${cookie.key.name}或${cookie.key.value}

1.4、使用EL调用Java方法

  EL表达式语法允许开发人员开发自定义函数,以调用Java类的方法。语法:${prefix:method(params)}
  在EL表达式中调用的只能是Java类的静态方法,这个Java类的静态方法需要在TLD文件中描述,才可以被EL表达式调用。
  EL自定义函数用于扩展EL表达式的功能,可以让EL表达式完成普通Java程序代码所能完成的功能。

1.5、EL Function开发步骤

  一般来说, EL自定义函数开发与应用包括以下三个步骤:
  1、编写一个Java类的静态方法
  2、编写标签库描述符(tld)文件,在tld文件中描述自定义函数。
  3、在JSP页面中导入和使用自定义函数

示例:开发对html标签进行转义的el function

1、编写html转义处理工具类,工具类中添加对html标签进行转义的静态处理方法,如下:

package me.gacl.util;

/**
* @ClassName: HtmlFilter
* @Description: html转义处理工具类
* @author: 孤傲苍狼
* @date: 2014-8-27 上午12:09:15
*
*/
public class HtmlFilter { /**
* @Method: filter
* @Description: 静态方法,html标签转义处理
* @Anthor:孤傲苍狼
*
* @param message 要转义的内容
* @return 转义后的内容
*/
public static String filter(String message) { if (message == null)
return (null); char content[] = new char[message.length()];
message.getChars(0, message.length(), content, 0);
StringBuffer result = new StringBuffer(content.length + 50);
for (int i = 0; i < content.length; i++) {
switch (content[i]) {
case '<':
result.append("&lt;");
break;
case '>':
result.append("&gt;");
break;
case '&':
result.append("&amp;");
break;
case '"':
result.append("&quot;");
break;
default:
result.append(content[i]);
}
}
return (result.toString());
}
}

2、在WEB-INF目录下编写标签库描述符(tld)文件,在tld文件中描述自定义函数

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" alt="" />

  elFunction.tld的代码如下:

<?xml version="1.0" encoding="UTF-8"?>
<taglib version="2.0" xmlns="http://java.sun.com/xml/ns/j2ee"
xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://java.sun.com/xml/ns/j2ee web-jsptaglibrary_2_0.xsd">
<tlib-version>1.0</tlib-version>
<short-name>EL Function</short-name>
<!--
自定义EL函数库的引用URI,
在JSP页面中可以这样引用:<%@taglib uri="/ELFunction" prefix="fn" %>
-->
<uri>/ELFunction</uri> <!--<function>元素用于描述一个EL自定义函数 -->
<function>
<description>html标签转义处理方法</description>
<!--<name>子元素用于指定EL自定义函数的名称-->
<name>filter</name>
<!--<function-class>子元素用于指定完整的Java类名-->
<function-class>me.gacl.util.HtmlFilter</function-class>
<!--<function-signature>子元素用于指定Java类中的静态方法的签名,
方法签名必须指明方法的返回值类型及各个参数的类型,各个参数之间用逗号分隔。-->
<function-signature>java.lang.String filter(java.lang.String)</function-signature>
</function> </taglib>

3、在JSP页面中导入和使用自定义函数

<%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%--引入EL自定义函数库 --%>
<%@taglib uri="/ELFunction" prefix="fn" %>
<!DOCTYPE HTML>
<html>
<head>
<title>使用EL调用Java方法</title>
</head> <body>
<%--使用EL调用filter方法--%>
${fn:filter("<a href=''>点点</a>")}
</body>
</html>

运行结果如下:

  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" alt="" />

1.6、开发EL Function注意事项

  编写完标签库描述文件后,需要将它放置到<web应用>\WEB-INF目录中或WEB-INF目录下的除了classes和lib目录之外的任意子目录中。 
  TLD文件中的<uri> 元素用指定该TLD文件的URI,在JSP文件中需要通过这个URI来引入该标签库描述文件。
  <function>元素用于描述一个EL自定义函数,其中:
  <name>子元素用于指定EL自定义函数的名称。
  <function-class>子元素用于指定完整的Java类名,
  <function-signature>子元素用于指定Java类中的静态方法的签名,方法签名必须指明方法的返回值类型及各个参数的类型,各个参数之间用逗号分隔。

1.7、EL注意事项

  EL表达式是JSP 2.0规范中的一门技术 。因此,若想正确解析EL表达式,需使用支持Servlet2.4/JSP2.0技术的WEB服务器。
注意:有些Tomcat服务器如不能使用EL表达式
    (1)升级成tomcat6
    (2)在JSP中加入<%@ page isELIgnored="false" %>

1.8、EL表达式保留关键字

  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" alt="" />

  所谓保留字的意思是指变量在命名时,应该避开上述的名字,以免程序编译时发生错误,关于EL表达式的内容的总结就这么多。

<转自孤傲苍狼-javaweb     仅供个人学习之用><原文地址:http://www.cnblogs.com/xdp-gacl/p/3938361.html>

EL表达式简介的相关教程结束。

《EL表达式简介.doc》

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