JSP EL表达式

时间:2022-05-19 12:15:11

1 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。

2 EL表达式使用

2.1 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

  示例:

 <%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%@taglib uri="http://java.sun.com/jsp/jstl/core" prefix="c"%>
<!DOCTYPE HTML>
<html>
<head>
<title>el表达式获取数据</title>
</head> <body>
<%
request.setAttribute("name", "小李");
%>
<%--${name}等同于pageContext.findAttribute("name") --%>
使用EL表达式获取数据:${name}
<hr> <!-- 在jsp页面中,使用el表达式可以获取bean的属性 -->
<%!public class Person { private String age; private String home; private String name; private String sex; public String getAge() {
return age;
} public String getHome() {
return home;
} public String getName() {
return name;
} public String getSex() {
return sex;
} public void setAge(String age) {
this.age = age;
} public void setHome(String home) {
this.home = home;
} public void setName(String name) {
this.name = name;
} public void setSex(String sex) {
this.sex = sex;
}
}%>
<%
Person p = new Person();
p.setAge("22");
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表达式获取list集合中指定位置的数据 -->
<%
Person p1 = new Person();
p1.setName("user1"); Person p2 = new Person();
p2.setName("user2"); 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>

2.2 执行计算

  语法:${运算表达式},EL表达式支持如下运算符:

  1、关系运算符

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" alt="" />

  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

  示例:

 <%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%@taglib uri="http://java.sun.com/jsp/jstl/core" prefix="c"%>
<%!public class Person { private String age; private String home; private String name; private String sex; public Person(String name) {
this.name = name;
} public String getAge() {
return age;
} public String getHome() {
return home;
} public String getName() {
return name;
} public String getSex() {
return sex;
} public void setAge(String age) {
this.age = age;
} public void setHome(String home) {
this.home = home;
} public void setName(String name) {
this.name = name;
} public void setSex(String sex) {
this.sex = sex;
}
}%>
<!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 /> ${user eq null}
<br /> <h3>el表达式使用empty运算符检查对象是否为null(空)</h3>
<%
List<String> list = new ArrayList<String>();
list.add("夜阑卧听风吹雨");
list.add("铁马冰河入梦来");
request.setAttribute("list", list);
%>
<%--使用empty运算符检查对象是否为null(空),也可以通过判断对象==null实现--%>
<c:if test="${!empty(list)}">
<c:forEach var="str" items="${list}">
${str}<br />
</c:forEach>
</c:if>
<br />
<%
List<String> emptyList = null;
%>
<%--判断对象==null --%>
<c:if test="${emptyList==null}">
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 Person("小明"));
%>
${user==null? "对不起,您没有登陆 " : user.name} <br /> <h3>EL表达式数据回显</h3>
<%
Person user = new Person("小李");
user.setSex("female");
//数据回显
request.setAttribute("user", user);
%>
<input type="radio" name="sex" value="male"
${user.sex=='male'?'checked':''}>男
<input type="radio" name="sex" value="female"
${user.sex=='female'?'checked':''}>女
<br />65 </body>
</html>

2.3 访问隐式对象

  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

  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}

  使用示例:

 <%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<!DOCTYPE HTML>
<html>
<head>
<title>获取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 /> <br />---------------2、pageScope对象:从page域(pageScope)中查找数据------------------------
<br />
<%
pageContext.setAttribute("name", "僵卧孤村不自哀"); //map
%>
${pageScope.name}
<br /> <br />---------------3、requestScope对象:从request域(requestScope)中获取数据------------------------
<br />
<%
request.setAttribute("name", "尚思为国戍轮台"); //map
%>
${requestScope.name}
<br /> <br />---------------4、sessionScope对象:从session域(sessionScope)中获取数据------------------------
<br />
<%
session.setAttribute("user", "夜阑卧听风吹雨"); //map
%>
${sessionScope.user}
<br /> <br />---------------5、applicationScope对象:从application域(applicationScope)中获取数据------------------------
<br />
<%
application.setAttribute("user", "铁马冰河入梦来"); //map
%>
${applicationScope.user}
<br /> <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=dd&name=aaa&age=21 -->
${param.name}
<!-- 显示第一个name值 -->
<br />
<!-- 此表达式会经常用在数据回显上 -->
<form
action="${pageContext.request.contextPath}/servlet/RegisterServlet"
method="post">
<input type="text" name="username" value="${param.name}"> <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?name=dd&name=aaa&age=21 -->
${paramValues.name[0]} ${paramValues.name[1]}
<br /> <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 /> <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
--%>
${headerValues.Accept[0]}
<br />
<br />
<%--${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 /> <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 /> <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>

2.4 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。

  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

  下面以将html标签不解析直接输出的例子为例,如下:

2.4.1 java文件:HtmlFilter.java

 package com.zsm.util;

 //此类用于将html标签不解析原样输出,只有el/4callJavaMethod.jsp用到
public class HtmlFilter { 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());
}
}

2.4.2 tld文件:elFunction.tld

 <?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>
<!--此文件只有el/4callJavaMethod.jsp用到-->
<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>com.zsm.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> <!--
  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。
-->

2.4.3 jsp文件

 <%@ page language="java" import="java.util.*" pageEncoding="UTF-8"%>
<%--引入EL自定义函数库 --%>
<%--<%@taglib uri="/ELFunction" prefix="fn"%> --%>
<%--也可以使用这种方式导入标签库,直接把uri设置成标签库的tld文件所在目录 --%>
<%@taglib uri="/WEB-INF/elFunction.tld" 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>

3 参考资料

http://www.cnblogs.com/xdp-gacl/p/3938361.html

其他:EL库函数的使用