jQuery 1.7_20120209 学习笔记
html([val|fn])
parameters:
function(index,html)
此函数返回一个html字符串,接受两个参数,index为元素在集合中的索引位置,html为原先的html值。
example:
$("p").html();
$("p").html("Hello <b>world</b>!");
$("p").html(function(n){
return "这个P元素的index是:" + n;
})
index([selector|element]),搜索匹配的元素,并返回相应元素的索引值,从0开始计数。
如果不给 .index() 方法传递参数,那么返回值就是这个jQuery对象集合中第一个元素相对于其同辈元素的位置。
如果参数是一组DOM元素或者jQuery对象,那么返回值就是传递的元素相对于原先集合的位置。
如果参数是一个选择器,那么返回值就是原先元素相对于选择器匹配元素中的位置。如果找不到匹配的元素,则返回-1。 具体请参考示例。
example(分别为html和JS):
<ul>
<li id="foo">foo</li>
<li id="bar">bar</li>
<li id="baz">baz</li>
</ul>
$('li').index(document.getElementById('bar')); //1,传递一个DOM对象,返回这个对象在原先集合中的索引位置
$('li').index($('#bar')); //1,传递一个jQuery对象
$('li').index($('li:gt(0)')); //1,传递一组jQuery对象,返回这个对象中第一个元素在原先集合中的索引位置
$('#bar').index('li'); //1,传递一个选择器,返回#bar在所有li中的做引位置
$('#bar').index(); //1,不传递参数,返回这个元素在同辈中的索引位置。
选择器(35个):
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" 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QBGaQBGXIakEEakEEakCGnARmkARmkARlyGpBBGpBBGpAhpwEZpAEZtoSlhC1hYXv+D0FPimOsrwDYAAAAAElFTkSuQmCC" 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812jJfopb74sFlSri32ij4ftyWMZ20Zq6so0uc3xJcf1WKS1hQbzXHGm5b/w3Ji9VG45g6+6ZlhSs+JXvDmvapVQmXqY1hjCoLs3BtbDemNe3QpPqqqc3iW97UcNTXRm79Jr8zc9fGRmPqrAVjP0aDEWwY3KGSnQRPeWpKuEBt+GO6wdpoHNOaep962sZ+jF/r+MbneVFcnlZtWP2x4uTZdbWp2thuTI0atPdjr1Yc09HrVFPCBWojV/hkm5fM8Yq1semYjtZFQUXUxNT+qKaEy9SGp12cdMqL1UbjmLZ90u9XDn6C5ZOuSr9hvJP4KMH+h3szGiF/CadWRU1tGOcebxjXyTK10SQwLWOaPOe25jtKw33OXQkLmPUUCi4iY/rtr8HqZbg9jOlDADGFAGIKAfRNIYCYQgAxhQD6phBATCGAmEIAfVMIIKYQQEwhgL4pBBBTCOAf7rBEYMn/Aa+cT/Fi1v7nAAAAAElFTkSuQmCC" 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" 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" 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" 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" 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" 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查找所有未选中的input元素:
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" 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CIYAOC/g+mjR53fNP8zAAAAABJRU5ErkJggg==" alt="" />
$("#login:focus"); // 当页面加载后将 id 为 login 的元素设置焦点;
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