有关EL表达式的一些笔记

时间:2022-11-15 20:46:31

JSP页面中使用SUN公司的EL函数库,需要导入JSTL开发包,并在页面中导入EL函数库。

<%--引入EL函数库 --%>

<%@taglib uri="http://java.sun.com/jsp/jstl/functions" prefix="fn" %>

EL 全名为Expression Language。EL主要作用:
  1、获取数据  ${user}
    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  ${user==null}
    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、empty运算符、二元表达式,以在JSP页面中完成一些简单的逻辑运算。
  3、获取web开发常用对象  ${隐式对象名称} 
    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。

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" alt="" />
  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。

                   <%--使用empty运算符检查对象是否为null(空) --%>                    
<c:if test="${empty contractPage.content }">
<tr>
<td colspan="3">---暂时没有数据---</td>
</tr>
</c:if>
<c:if test="${!empty contractPage.content }">
<!-- 迭代 -->
<c:forEach var="contract" items="${contractPage.content }" varStatus="st">
<tr>
<td>${st.index + 1 }</td>
<td>${contract.contractCode }</td>
<td>${contract.contractName }</td>
</tr>
</c:forEach>
</c:if> <!-- 二元表达式 -->
 <input type="radio" name="gender" value="female" ${user.gender=='female'?'checked':''}>女