Jquery操作-(多种实例)--未完

一、Jquery简介

定义

  jQuery创始人是美国John Resig,是优秀的Javascript框架;

  jQuery是一个轻量级、快速简洁的javaScript库。

jQuery对象

  jQuery产生的对象时jQuery独有的,只能自己调用

书写规则

  支持链式操作;

  在变量前加"$"符号(var $variable = jQuery 对象);

  注:此规定并不是强制要求。

二、寻找元素

寻找元素包含两大部分,一部分是选择器,一部分是筛选器,正题之前在次强调一下$就是代表JQuery这个对象。

基本选择器

1.id选择器-最常用最基本

用于搜索的,通过元素的 id 属性中给定的值,(#号来表示),如果遇到查找的id存在特殊符号,请记得使用转义符:#foo\\[bar\\]

html代码:

<div id="notMe"><p>id="notMe"</p></div>
<div id="myDiv">id = "myDiv"</div>

JQuery代码:

$("#myDiv");

结果:(结果还是一个对象)

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

2.element选择器-最常用最基本

根据给定的元素标签名匹配所有元素,仔细回忆一下都是那些来着?例如<div>标签、<a>标签、<p>标签等。。。

html代码:

<div id="notMe"><p>id="notMe"</p></div>
<div id="myDiv">id = "myDiv"</div>
<span>SPAN</span>

JQuery代码:

$("div");

结果:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaEAAAArCAIAAABelqCfAAAT20lEQVR4nO2d+Vta17rH88cs3EAYxBARVKaAFiMSZBAQIhqH1AELydE4hcSpcagmGjVREmOs2MREMRIHQKNCRWJMnWjP03Nue3Nzz3162t7ntPkL7g/L7lK0RhOrPd71eXgeN2uv9b5rb/b+8r5rLbbHCARCdnb2/fv3B37L/fv3s7OzCQQCeFcGBgZsNltzc3Nzc7PNZhsYGHhnU79HfHz8jRs34uPj993yXiESiXQ6PWo76HQ6kUg87A7uMzwer62t7c9w5hGInTkG/8TFxZnN5qamprt37zY1NZnN5ri4uPc0nZCQcOXKle7u7u7u7pqamtOnT793b8P582jc/ysiIyOrqqquXbtGIpEOuy8IxFs4dtgdeC+Qxh0kHA7n5s2bn376aX9/f2Nj4/t/CyIQB8C/t8YhEAjEziCNQyAQRxmkcQgE4iiDNA6BQBxlkMYhEIijzLFoBAKBOLqgOA6BQBxlkMYhEIijDNI4BAJxlEEah0AgjjJI4xAIxFEGaRwCgTjKII1DIBBHGaRxCATiKIM0DoFAHGWQxiEQiKPMHjTObDafPHlyvxyzFJnawRexBtN+GfyTEEGmpDR9ltrhxGiRB+k3/zTnH9ezyhS8g3T6R5AWow2e/4/suLyDdMpgMEZGRqampjgczkH63Ud2fwj19fWBQCA3N/dgOnbo7EHjbty40drampWVdfz48R2qORyOYDC4trZmtVrDdkkb7KKLTXCbrc3T2p+ztTtdyhEEgvuSsiSVW6niD5vP7L6rAAAqCZsuU1nTBHjJYJF0o14fyzhOJWELlzVrdXoWnbwnm7/riyNQ9niYUg0AIIJMkV0fll0fjiBTdmjCppMXLms0AmZ3rqQtM3H3vh6YZG+6ct905f7Qfu7RRzIaCYPlZln869ZMs+zP+EhkHduwlLP+quj7FzkbapYGACBjyt1n51nHY7ZW1rMz1vK+1rMz9uSCHEH+LG0kn1f0bj1kMBhOp9PpdDIYDABAbGzs4ODg6urq2tra4OAgk8l8N7PvAJ/PHxoaWltbCwaDbW1tu28Ydgg70NTUFAgEDAYDXmIwGKamphQKRWg1m80WDAaDwWBnZycAgEKhlJaWTk9PBwKB0Jp4tZaWFliiUCgWFxeDwaDX65VIJLs/hD+IvWkcpKGhQaFQbPvvbEQikcvlMpm2ic5IjJOpneOx+oLdexRH0/xWjTiaNv4XRaWKv/uGsO16nd4oZsG3UPJe1uiSOZFmWfxUqXK2Qr0ngzsQnZqhvO2isPagL0Yxa65CzTtBmatQ4518K1QStmjV1OlOAQAyxKxvmjJajQnv0uMDJC1G+zLny3xeEZFAvJHSOZbuIkeQC3nFw9qnBPDu/xEpDA4ldtbolzHl728KBkROp1MkEmVmZvp8vrKysvc3u0tu3bo1OjrK5+/tan9PrFZrWACIYZjT6aypqcFLWltbHz9+3Nvb63a7w0JFBoMxOjpqsVhCC8vKykZGRjAM+6M7/1beReMgVqv11KlTYXXy8vLcbneoeDPEMmWPRz8c1A8HtQPP6YIkuiBJdeeZfjh4ynIN1qGw4pW3XSxlFgCAyhGobDMsZdZgkRQGLPD1c2dOtVbYnSt5ckH+eVXaTx05X10zSNiRAICzouiNev1PHTn/cz2rWiuMohCXq3WhbUct8iR25FSpcvwvipJUbnduUkuGeLBICgC4lMr9pinjTVfuN00ZOR+wd382CBER3JxSjf25wfFV+uONMzdGCBgmLvkk/dGa6u4slb2ZMwqLa2Wtj+G26GIT3J6vVId2759t5x6YUiZKFOt16Wt1evcl5X+3ZmaIWbMV6u7czTM5X6nuzpUImNTV2vTzSZv9HLXIB4uksjjGlx8bfurI6cr+AO8e3AW3p0qV+PZbIUeQh7VP6yQNz7PXXhV9/0nyDQIgcGl899n5T6Rtf8t//W3hdw2nWwAABEAoFVUEz3/zquj7WaOfS+MnMiTezCUujQ8AkDHlC+denqKLHbqJCvFmRK+JSR/XTzNIUe2yW3b1o1AXGAErE1+G1pqSr2+e5C0uAAA0Iq3zTM/f8l+/Nv04k/F5DDnGdXbutelH/NWT2gebGwyGQCDQ1NS0w/Fqtdrx8fH19XWfz6fRaAAAJSUlMzMzUunmGRsbG6urqwtVgb6+vt7eXhASc62trQ0MDDAYDJVK5Xa779y5s7Kysra21t3drVAo5ubm8vLyAAAqlcrr9cLtbeFwOFNTU3gCxOFwnE5nR0eH3+9fX18fHBzcVjIwDOvq6lpdXfV6vXi3U1JS3G73zZs3l5eX19bWbt68CQAwmUyBQGB1dbW8vBxWy8vLW15eDv7C6uoqFPSUlJTp6Wmj0Rjmy2632+32sEKFQuHxeLaGgTabbYczf2Dss8bV1NQ4nU78k6DFi1R3Z4VF1QSMGH/uorx9DKNFCgqvRMsNH1R1SBs2T1YEmSJvf8LNLgEAMKUaZY+HyhEAAAYKpB+niwqTObMVaioJAwAMFkl/aD93O0fCO0F5cVVbmMyRxTG+bjh73ZhAwggVSv56XbqASQUAVGuF3kp1xC/BZkkq92FxSu+Hp0csZ8yy+MEiaaNeZJLGPStXSdiRURSi+5KyvyB592cjLtOS1udjJqcRMKK0YUB0sYnOFYsuNkYlytW9czBvBQDE6gtSO8dJjJMgJFWPIBAmSxWFyZyP00UOixwA0J0r+e7GuVZjwqtPjA+LU+Yr1YXJnO5cyVSpEgAgYFK/qNFlfxBjFLPW6/TiaBo0PluhHiyStmSIcyXswSIprAxpy0yEgWoUhfj8qnb3UTCDFDVr9L/M+VIRrU6NVvqyXsRTuZqY9L9++GpENx5DYV8Qlg5rnQCAC8LSO4p+BimKST7pPjtfyCtmHY/xZHhVrDQAQB43/6nek8I8M5cZENCF0DjUONbxmFHd5FL2eqiLOGr89ZQOJvlkyalyaH9bF+QIsl39yK5+xCT/Zmh428AwJydncXGxvr5+h+Ntbm6uqqqSSCQej8dsNgMA7HY7lDAI1LjOzk54b+MBDpPJfPjw4bVr1ygUitlsnp+fVygUZrP55cuXTqdTKpU2NDSMjY2FylZZWdnk5GRsbOzWbkgkEq/XGwzB4XAIhcJnz54tLi4WFhZaLBaXyyUUCre2VSgUHR0dRqMxVEBVKlUgEHj27JlWq4U9AQB0dXVptdqxsTGYfuI4HI6GhobQEpPJ5HK5RCJRaCGHw3G73XhOilNWVjYxMREa3MHEeeto1aGwz7lqX19f6OkTFtdKGwcJEREAANHFpqTau/guaYNdWFyLv5VYb8H7X1B0Nbn+PgDgBIU4V6GGI1ah4cxEiSKCQBBH01Zr0+HesQtyqGWyOMZ6nT6JHQkAeGCSPTDJcPvduZJGvahOd8pv1dBImKdMWZrKnavYjKf+92b2wmXNafZuZwkiyBR5myP+3EUAAEaLlLc/wXNwplSj6JrE81a6IEnRNUnlCMgnOakdTmZyGgAgiR3prVQLmFQ8B39gkk2UKEpTeet16Rli1nK1LpkTWZLK9Vs1URRio140VaqkkrBKFf/5VW0UhQgAYNPJ63X6j9NF0NFUqTJ0XK9IGrtwWRNFIar5zBdXtad+kcW3Ek/lLmWvn+cWAAAEdOGccZFL4xfyin1ZL2Iov8a5UAph3PR1/n/dU9oZpCgCIDzSPMnj5gMAOs/YriTWZcZlO9NdVIwKW1UkWB9qHBxK7OK5L8Jc4JZ7Uvuak2/8ngtNTLonwxvaE0i77Fa77NYuj3ErRqNxdnZWoVCE3ZwSiWR6etpkMuEqIJFI3G53Xl6e2WxeWVkJBoMbGxuBQKC5uRnDsJqamvn5eTyYgtjt9s7OTgaD8fjx450Ft6yszO1240KmUqkWFxdhZ6xW685jbWEplNlsXlxczM/PBwDgAg0A4HA4ExMTodm3SCRyu91hmWZDQ8PQ0FCYi5SUlLm5ubCa0H5fX19YTY/HA+PiQ2c/5xzg9RF6+pJq70LlorJ56t45/oeVsHzr2Bz/w8qk2rtEGkPW+vhkiq5RLwrN5t505XbnSmIZx5erdUXSWADA+ST2am26gEmdr1TD8SkAwJU0wcJlDZWERRAI3kp1tXbzWqGSsNkKdWHy5vcMm072WzXF0tilq1q8cE9QWPGKrkkYrMXqC9PuL9AFSXAXN7tE3v4En3Agn4iRtz+JSpTHn7uYXH+fEBGBTxrA1786sq9qhN5KdUkqtztX8sAkM4pZC1YNi06WxTFe1ugyxCxfVZqSdwIA0F+QPGrZHHKqUvO/bjgLBZ1FJ7+o1pWkcvEeyuIYz69qBUzqnfOne3KTdn9oOrbhmXEBzgYU8ExP9R4qRm1OvoEngJuHSePjyWMo7bJbFQnWeCp3LN0VR40vFlwY0Y3D8IpGpE0anhXwTCpW2oRhJop0ItQFbE7FqE/1HqiS27ooFlzAozwcAiAMa58W8op3f5hh4KmoUCh0uVz4bVxdXe1yudLS0lwuF4zympubfT5fSkpKXV0dDI5CsdlsW1M5qBfl5eVDQ0M7T190dnaGKovFYnG73TCY2tZyKDU1NePj47gINjQ04BmVw+EInRCYnZ0NTUI1Gs3MzExYpmm327fGayaTyefzqVSq0EIMw0ZHR0NH7gAAZrN5cnKSx/tTzPLv59qRrWl5Uu3d0zV3SVHRKU2f6R6uxBnNsJzOS1DaphkJslOWa9FnDAAAljJL2jjIz68Sl7bCOq3GhIECqSwuym/VwPRTI2Bu1G+GaXgqOlWqfHJBTsIIuRL2N83GKjUfAMCmk1dr02t/0ThxNO1FtS7plzANhntaAXO1Nv12joSEhQekfX19oUMbW6Gw4pXdnlh9ITM5TX1vXn1vHibXAIAPqjqSrvYwxLLE8s1JMWnjYHymRdo4iOvgo49koTk43r2JEkW1VlitFU6UKAAALDp54XLabIW6NHXzWpmtULdlJtJIWLVW+Lols8kghuXJnMiNer2az+zK/gCOKrLpZF9V2sUz8e5LSvYv08dwfKq9vX2HD7EiwTqqm8QIWGKUxJPh/UhwEQAwrHVeEJaGVounchfPrZznFoSlh8WCCzdlt5uSrxcLLgAAZEy5L+vF6RPJNCLtlvzOhGGGRqRdEJZudYGbnTMuJjIkv+cij5uPD/nhMEhRngyvif+b+EIqlXq93l0OCYUqiMPh6Ovro1AohYWFfr/farWqVKr5+fmsrCyLxQITQKFQWFNT4/V6w274sbGxsKQPAGAymdxu98jISOgVlZeXt7S0FNa9UDECALS0tDgcDnwXbrmjo2N5ebm4+Dea3tvb29/fbzAYoE273Q43eDze5OQkrtpms9nj8SiVSpvNBm9VmGir1b9OwfF4vImJia0zh3V1dTMzM2HKhQe2oYUtLS1bw8DDYj/XAFssFqfTGZqWR6dmaOzP04dWk6ptiluTcFYBAECkMeQ3nfrhjdO1vTDkoXPFqruzyfX34dsIAsF1SWmWxYWuGgnN1PBUVMk78XXD2Tddua9bMmu1QnwA7naO5If2c2+6cj1lSjxxg7uKpLEvqnVsOrk0lfe6JRPGU/OVv37G/f39i4uLYd9sYSRcuq4f3ki7/3liZUdq51NSVDQsjzOa0x+tpd3/nKXY/KpMLG9T35tnKTPhW6g+av6vq0bOJ7H9Vo2EHblg1RjFrAcmGZ6bz1aoHZbNTDyWcXyjXv+mK/enjpwvPzaUpnLxgz1BIQauaP/VkfPkghxfTeIpU67V6WEACMnIyNh6X4XRr3rwn0X/fG36MXj+m1JRBQEQokgnXGfndGxDWM1y8eW/fvgK5pLXUzpgoYqV9kXuV/VJjVCYCIDwcVLT3wv+8W3hd/2qB3AQrVRUARviLnCbOrbBdXYOhnjbuiBHHO9J7fu28LvXph9njX4GKQrWrJFcg7MQg2nDsEQqlfp8vq6urh0OFgKH2HAFKSgoCAQCwWBwaWmptrYWwzAmkzkyMrKxseH1em/fvg11JzY21uFwwEUeKysrZrN526QPAKBQKHw+Hz7MDykuLl5eXu7p6cFL8LwYLxkaGoIjP2GWbTbb8vJymAZZrdbV1VW/328ymUIHATUazezsLJ42yuVyn8+3srLS1dUFozyhUOh0OtfX19fX16urq2ETj8eTkpKCG8cXiEBCddxkMk1PT4etEQkT68NlPzWupaUlLC3/d4TP54+Ojg4NDR3utDcJI1Sp+XMVam7UTuvsdg+GYWVlZX6/H47RbEskMXLS8CwzLntfPO4VBilqSDOKy+XBAE/L3NycTqfDC00m08zMjFy+DytR+Hx+b29vT0/PzpcThmHl5eUejycxcQ+LJf8g9rTsIzTYhGwV68NlPzVuaGgodPr53xGz2by0tNTf37/t5NeBUac79VNHjt+6h2mQt/LkyROv1xuW4IQhoAtDp0EPBjqRPqIbf1X0/beF3/UpB/HQ7I/m8uXLcNmE3+8PC7KYTObjx4/X19e/+OKLK1euvLOLsbGxlZUVm8228zCcxWJZWVmBIdg7+9pHOjs7w5b1bkvYImEQsvp3YWEhNAw8XNDvVREIxFEGaRwCgTjKII1DIBBHmWPHEQgE4uiC4jgEAnGUQRqHQCCOMkjjEAjEUeYgNC4YDB6AFwQCgdgK0jgEAnGUQRqHQCCOMseo8hawf4+c3hakcQgE4rA4Fl35c6ThASD8gb8/RxqHQCAOi2MUaU105c+Mc08J2Fueb6FUKuGT74PBIHwYdGJiInwqy+rq6r179+APjx89etTf3w+fIt/d3Q2QxiEQiMPj/wD9hqKnobj5VAAAAABJRU5ErkJggg==" alt="" />

3.class类名选择器-最常用最基本

根据给定的css类名匹配元素,有时候一个元素有很多类型,只要有一个符合就能被匹配到,同样一个类型也能存在多个元素中,只要符合查找类名也可以全部查询到。

html代码:

<div class="notMe">div class="notMe"</div>
<div class="myClass">div class="myClass"</div>
<span class="myClass">span class="myClass"</span>

JQuery代码:

$(".myClass")

结果:

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

4.所有元素选择器*

html代码:

<div class="notMe">div class="notMe"</div>
<div class="myClass">div class="myClass"</div>
<span class="myClass">span class="myClass"</span>
<p>P</p>

JQuery代码:

$("*")

结果:实际应用效果不是很好,相当于全都找出到。

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VqJ4T1Bjwxr/BKWs+czz+/rjiAK8gY3ootv+FD9Y3KVYv6Fj8p4Lq0J0Io7kp3UGySSyjxWNZyqTN5bCjvtyRNNy2o7vQhfQ0zR5In+2EnKqeS/GKafjbr3nNe4RV/dqTYuMSR5seUNbFFqvPX+onc6cdiS83rmaNP2CIVO11JbMlnl2wjlaXZUy8TmgZ9g4JTbk0I6w1+LLZkcDVBM0Ch0UOS5TLrNksoIh8LbkENPhZEIKZzuJKBFXa60suV+gYwxcYlvAp2ugqPB2Cnq2LKmsJkRRmWh8TwgNjK1jTdNPpY1UFZWj+48mt1x3AAM7h5aFFZWh8UzLk5sqFuN/v5M+LTs7ruPY5NFCOEAlmhrcMruLsWIRQSzm28PSsrUF/rnyusvZmaVdTQN80Ki7pusotUJVRfvwvl19p+WPO+AuSxodxPPDqHKx10ssU56Nibt8yiauODw+IG3a27O419M3U995Sl9eQAV1Db3mCYCgoJ6xh9mFnkOvIhSZbXMfowJJxLWmCNbnovPk3uQ6Fc1Y0XN+gQQuXN/Vf141RfP2KyCH78rbs75IzovUBenNSyQa7NezxpPV5nzl/rz55+JajuJP4E3JdPD2C2WZ0dY1vF9d23F14VXuloHnJwos61Dq/gFpDklrcOrzCCgq+b7HgHXVw3zhfUthO/hkfHdd17nF/dRvX1yyyqbrEs0wOYHlvAvaG8bZPo+Ky7z6Tm9aDYJG5BjcS04n2PgXt7Ik8XEKKROZJc5rlkqWUjMDre/cQ76gLifrX0Uk9q/7vS/9MkbGP6sdYu7JRFVyKE5rIch8X/URZdyfbnrKq25GHZ2eEXJjPtUQwuncoYl810JfcihBriNVNyO0KIQWU8UK5f4l0mhz/0z6jXEK/5t5LfXFbxvaDhIreE4x+2dmFHHpaNEPK4isywrL2Clxe5JT7Ih1hskG/QA+W6IlxF3pGIiIjl5eX5+fljop5IJLJarQKBQKvVLi4uIoR0Ot3CwgLx5o6jXmpq6sbGBo44RLmrs7NzYmKCz+cLBIL19fWWlhaE0OLi4vPnz1taWhISEpxOp1qtJtIbjp43btzwuCU6nY4cuV6+fFlRUWG1Wl+9etXX10cszeO83d3dZWVl5BwZGxu7ubm5t7dXVlZWVVXldDpjY2NLS0u1Wm11dfXW1hbuk8Vc8gxmt9vdC3UajWZ7e5socmG5ubkbGxvkBZ6aE496NpvNaDQSv4akyDNHHuP3RXL1iF/SmN47T/zp8ksaxcYldrpSZt1mpytFBjtHmu9DoaT3zn/STSFBUKOVDKz4BjCJd02ONF8x9YvK/lY5/ybr7rOYsiYfGl1ksHMLahDpzZX8Rs6IiJEOOr0vGnnYi4yCNN0Mvn3MntkXGewBvPf1jATNALleGFvZmnJrAjfIZ/ROurQnRg0IEvUtkPvU3IfluY+G9NBQf1zs8YQNfZm2RzGlGnx996FQ0vQz5/7YZenHDJUOOs956sckj6UL5MVljjyJyqv6sOXR8R73wkuCGq3YuOQbwEQIJWgGzl/rj8pVEx30tOAwsXGJLc5xORb4ZiNSWYorcPySxpTOce8rAZHKUnG/A6/UZdyqy69hskKRwU4NCGLGp4mNS4zwaI8LrGwdbLM6GYEsegDzhmVJklueWVR9w7KEq1zM0LA2qxOPwHMZpyVMV9T33uOeS7x1d0eQnKEsra/VjqjKGoecfzOvvRtc/Wv35FNpXqX37emxoZDbiedDoaTpZnByTWgaElR77s64UKFpszoTJKque48TJKrmIUeKvNDPn9485Mgsqg4K5rTcWUnOzOcKkromHuEs6zJ789DihzTgT28ecmQVX0EI0QOYRDZSlTX2zj8vbtARHZ04KDcPOdKVxZ+abPCtgshgD5df9KH6Ik8nbdC5ZPfrDEIoTT+b3DHmQ6Ecc51hhuJcW1OrHanV2jKLaq4b5xFCtdqR4gadnz+9oW9aVdbIDA27ObIhyS13n73thzUi66N/xmXcSkTBz2MLuDeUl9jinMyRx6GpCoRQmKwQl9w+uz09XkACeXGyH3YjlWUus7uceEddQDxeLb0xJbfbpBM+yMcH+cwrlipjqoN8g9ZzdhviPnTb+SCfGfkCrqK9K/1vu2KZFxCNEFKEq+yKZQaVIWQlrKq2uAyeXbF8iXcZz8XxD1vP2c3gZI5mTLqsgliykJmwnbvHZfA8rsIH+UzL75O3BIsJjN3O+/HP9AiPj4/jIWjj4+PEmzuTyVxaWmppaamoqHA6nQKBACGk0+mmp6dxliJi2fT0NJ/Pj46O3tjY0Ov15CUTSUitVi8vL8fGHrmReHXt7R9uWhYXF6enp6lUKjlrHmV6eproa87IyNjb28NlSI1GQy5tuvyKELLZbOShewghgUCwsrLi0qWLEDIaje6hUKPRkMPxaTrZqIezeV1dHfEKeawb+V08QTNA1LcQQomtw7GVrVG56jTdTABXIDYuBfLiGBExUssGLgZ8KqJSRVxGeRevEjVFjM7hSkwr+A4yUlkmH33KEopYQpF00IkLLecqW6Xmde9v/tz3IjhBKjY+cL9fx/3auCeCmBffjDLCo2XW7U8dzuXSnhi+RSa/hYTJCsX9DvJNdkiKPOPOJrlu595Qn8SHQglJkqV0jmcMbwXGJPqx2O4t4L5hmMt4rzBZodS8TudwEULcghqiGuS+F15K003jOwdcaYvKVZ+/1k/0k7LTlZKBFTqH63Is8CyBMYkS00pIcmZ6z/wnPW0QW9mKgzuFRhf1LZDzvUvROjAmUdzvoHO4cVe642q7PC7Nh0JpHlq8UKFB/yxHxSaKK1sHK1vfP9uRIFG12zZwcStVcbF1eIWo0hXUthOTIYQqWweLG3TkeT+Vx4ZCno5vgmYgtrI1kBcn6ls4qqeyVjtSUNueWVR93WQPj45rszoj+PEIIXW7ubhBV1DbXnHD5EOhJMnydFNP3Z8zqO+dLG/+UCMJCee2/7COK1XSvIqe2Z+JdBgdn6JuN/fM/pyc+f609PNnyC/Wdow+bOib9vP/tIG5FBqdm1clHXSmaicoNLr7SRvIF7pfZ8i3WGxxjnTQiWdxEZsobrM6I2OEzUOOVMXF4gYd3scLFZr63klpXsVV/YSfPyOCH989+ZQc6TBhukI7sYubkWhkXPxjR/K77j0mCn4eW8C9obzBL2kkekXjr+o/9a7VpT09XkCOajGXE++oC4jHq+VHsfyC1y7s4gcmuAzeVu7TtBARl8Hbzt3DvaIY04+1pNzAtTeymMDYB8p1jn/YzURtW0In04+1otokim2l0RUrqs1w/3CiAkesgljCJd5l/Pitx1UctV5FuOqBcv2zn8kg988uLi4S1azLly9vbW1JJJLOzk5c8xMKhVtbW0ajMSMjg+i0JeCRdi6BDMemioqK+fn56urjnlB0GTMnEAjW1taqqqoQQhUVFRsbGy7lNLLo6Gin00nEkqqqqrW1NZxNLRYLuSvW5VcqlepwOHBJkpCbm+t0Ot1XZ7fbrVary4tWq5X8oMZp+lNRT61Wh4Ye9/4qkUjW19clEgnxCvFH5dLplqafja/rxfdV1ICg9J55tjhHUKMV1hvY4pz0nnlqQFBgdDwu3oQkZya23CFuDW022+7u7jEP4BDlGUSq1fMKr7gMEqJzuNKh9UhlWUhypuyHHdkPO4yIGJZQJLNuBydIIpWlWePPiKuDSqX68ccfif5+dx73wj88WjroFFR34jtUAv6UDV7R98Qria3DSS3Dfix2qvaeYuoXovPuozvr3p4EjjRfYloJ4MUL6w04zPEuXpUOOsk32Rxpvti4RAuNCFeU4EdB3RsK02q1z549KyoqOn5LsKCYBKl5nS3OoQYEiY1LLi3wfqVuGRofcWZ82rmqDna6KrayVWS470P1ZcanSQed0ZfeD6Jy3wtvGgq/uYZnFVNo9LiaW7jYIKjRivoWfQOYQbFJUvM6Dlgej4UfMzTdcD9NN02uJeAntiYmJo5pitjKVlHfgh8zNEEzkD31ktyfnqafjSlrCpMV4mTvx2Kn98xHKEpStRPE3gnTFQb7y4ob72+mQ8K5HaMPcdEuSZbXZnUyQ8OKG3QtlmVGIIsrSO4c2y5peH/rrCyt7xh9SIyyquu5Rzy14EOhaAYWFCVXy5v7W+6sBLrVXbw53EedtB5PvATNoLCulxh9hRAqru/uX9zHMYIewGwaXEyS5eE0kyTLaxpcpAcwEUKKkqvtP6xf6R7FZUsWJ1I7sYt7q8kbozHdv1ChYbEj1O3mJFleSDi3Y2xLmlcRnybvnnzaPfkUD/jDAlnsNquT/AyHD4WSVXyF/ASDl396eF5uQQ1+tsn9pD3qOkM8cEYey+FyuDOLqhv7ZjhRsTj4NvbN4Npkkiyv/Yf1xr4ZXHLDJczrxnmX45giL2yzOlmcSNGF0qp2C0IIVweDgjmNfTPGB4fkfnD3FnBvKC/PioSmQR+qL0eSK7NucyR53s/r3p4eLyC8i1c9luVcTryjLiAer5YfPdxCZsLj/OdxQfFMP9aQyDoum6FRaPKw7FXVFssvmJgM1/mahG1Unz/Ucph+rHnFUm5kwbhshunHQgiNZkzeThui+lAlbNlPha+LeaUxgbG7eT+5rIJYQldyr1lsO2oVDCpjRbXpvt7KmOr1nF28RsLExMT6+voxVTQCOaJZLJbFxcXIyMisrKzNzU2TyYQQslqtExMTXC53cnJyf3+/ra1NIpE8evRIo9GQq1lqtZoo/pHNz88vLCx0d38YIiwSiR49euTSueyS53Jzc3HQRH/sY/U4b0ZGxtbWVk5OTl9fX2lpqU6ns9vt+L9cumIXFxe1Wm1VVRUuAeLPXmltbSVvcEtLy/z8vMte4EKmSyjElS/3BzVOx5+Ker29vXq9Pj8/39/f3+MEVVVVDoeDGDhJodFFBjt+A3DpdIvKq8q691xlfysxrbDOiyWDq4G8uFTtvahcNe4gQ7iYb1rBTzMQI20RQqOjo3t7e+RA6YJcmSNq9b4BzNSuSeXcAR4ZjW8T46/24BH6wsZ+sfGBH4tNodGTO8ayZw8y7myev9ZP1LdycnJ++umnYxJ6IC/O415EKsuy7r4fZUyulglqbmVPv1LZ36Zq7yGE2OIc+fiz7OlXiTcskoEV4i72ozvr3p5EuSuAK5D9sEN+2iAwOl46tK6cf6OYfMEWqfBxwUObM+5s4odXPDYUQqi7u/vFixfHjzA9f63/fW/11EtipRxJLn4qhRhnfVQHim8AU3TboZw7SGq1Umj0lM5x/ARG1r3n5H5k973wpqH82ZES0wp+gEDUt4B70mmhEWLjknL+TfbUy/irevx2ctSxSNNNJ7UMkzdbKBTu7OwQFw6PAmMSZdZt5dxBcseYuN9BzjpxNbeyZw/Ifxep2nvSoTVy1TA5M79/cb+86fb7NaYrOse2cGohuixZnMg2q3PI+Tej46D0uoHog4uMEXaMbQ05/9bveI0HdRHjsXA/b4q8MIx3rs3qHFz9q3ntncH+gngg15vDfVRDuZ94bHGOfPQp8StWccN4e+EVjq0R/PibIxtEmsFVKzxZkixPN70nSP5QJEiW5elnnuFnCFosy7gKVd50Gz9ZUnHDiFNgqaZvcPVX/cyzypaB1uHVoGCOsrQezzWw/LZWO+LnzwgK5nSMbZnX3g05/6af+TGZ9NEzHz2j/Fhs6dA6HuqQOfKYI8lFCHk8ad2vM+Qxi+SxHC6Hu7y5nwi+YbxzxBGM4Mfrpp5K8z4cHdxZj/viu+49xmVdriBJN7035PybdmI3LjUTN6bB/tK09Kam09pu20iRF3psAfeG8vKswMkMP5Xlct3+6Lwe2xN5uoC4jH4huJx4R11APF4tP3q4L/Eu/3vp//2t/Pf/LPsfm3QCh6fq2O/nFUvksXEIobzIwl8u/hvuYJ3LchCvT8hmH+Y8jmO+/xPDwQ4/V4EH2CWwkvYKXrqsAsP9udWx3x+zChlHjh/U+HvFP4ieX14Af/CacHQAAAO2SURBVCv36W/lv78t+S8pW4ZfnJqacjqdkZGuD/G4I9fAcGY6PDx88eLFwMAAnU7HEzx//vzVq1cjIyMrKyt4zJxOp3vx4gXuw8W1rs7OTvf+TYSQxWJZWloKCQkhXpHL5U+ePJmdnSXHNXI+Q398RIPcx+px3sjIyJWVlf39/YmJiZCQkOnpadwNTS4NYv39/fv7+1tbW3K5nHjll19+OTw8JOKdyxA14oNXsK2tLSLOeixknpo/G/Wwzs5OiUTi4+PjMoFOp3Pp2P7i+Hz+/fv3cSf9ia6IjEql1tXVPX369PLly6e2UvSVdtajkJAQm83m5dXhi/ikD+846YbyofpG5VWl6WZooRHk1y9evIjvX09ipV/R6R/uo7Aj+XU993CH9Wn6vDPqdD5xJpDF/q51sLzp9meMNvszvDkrjhqbcQYuIERR7fT5IJ+8qMJH+T+fCxKc5npxs5D7JXF8cR+p9hmoVGpZWdmDBw9UKtXxU/L5/MXFRXLl72thMpn3798np8Nj1NXVOZ1O4jNZTtmXiXqYRqM5d+4ceYLp6enDw8NXr16Rh+t9QWq1+qeffhodHT3ld6CFhYXd3d3Kyk8Ysf7nfa2ddYfHsdrt9qSk0/sgVu+fvTjphuJdvEouBBKsVuuPP/7Y0tLy1YP4l/VVDrc7XG26vfAqr6rllDPNZ59Rp/Bp5BrTfXLl8tR4eVaEyQrFpmWXsRln4ALiUlQ7NRe5JYfF/4ErfwVRrmMxTwiXy8UfYrK/v48fqiD+i0qlms3m/f39/f39/n7PnwblDbVa/fLly+3t7eM79PFoOaIg99mr+1JSU1OfPHlyeHi4u7t7zOhA4sOTj//4mBN1slEPAAAAAAB8RSfbgQsAAAAAAL6ik30sAwAAAAAAfEUn+2ErAAAAAADgKzrxb8sgnj0+ftwiAAAAAAD44k486mF1dXXz8/Nn7MlEAAAAAIB/cacU9SwWy9f6PhAAAAAAgG/WaUS9r/t9IAAAAAAA36zTiHqpqanr6+vEV4sAAAAAAIDTcRpRT61Wr6ysfK3vAwEAAAAA+GadRtTT6XRf8ftAAAAAAAC+WacR9ex2u06nO4UVAQAAAAAAshOPegkJCRsbGxUVFSe9IgAAAAAA4OIEox7x4clPnjxJTU09uRUBAAAAAACPTulz9QAAAAAAwOmDqAcAAAAAcGb9xR8AAAAAAJxRUNUDAAAAADizIOoBAAAAAJxZEPUAAAAAAM4siHoAAAAAAGcWRD0AAAAAgDPr/wPXyJ9fp7UDUAAAAABJRU5ErkJggg==" alt="" />

5.集合选择器-常用-可以查找多个

将每一个选择器匹配到的元素合并后一起返回。你可以指定任意多个选择器,并将匹配到的元素合并到一个结果内。

html代码:

    <div>div</div>
<p class="myClass">p class="myClass"</p>
<span>span</span>
<p class="notMyClass">p class="notMyClass"</p>

JQuery代码:

$("div,span,p.myClass")

结果:

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

层级选择器

1.祖先元素下匹配所有的后代元素-ancestor descendant

在给定的祖先元素下匹配所有的后代元素,包括儿子,孙子,曾孙等等。

html代码:

<form>
<label>Name:</label>
<input name="name" />
<input name="name1" />
<fieldset>
<label>Newsletter:</label>
<input name="newsletter" />
</fieldset>
</form>
<input name="none" />

JQuery代码:

$("form input")

结果:查找到了所有的form下的子元素-input。

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

2.父元素下匹配所有的子元素-parent > child

在给定的父元素下匹配所有的子元素,请注意是子元素,也就是儿子,不能再有其孙子啥的了

html代码:

    <form>
<label>Name:</label>
<input name="name" />
<fieldset>
<label>Newsletter:</label>
<input name="newsletter" />
</fieldset>
<input name="name1" />
</form>
<input name="none" />

JQuery代码:

$("form > input")

结果:

[<input name="name" />,<input name="name1" />]

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

3.紧接在 prev 元素后的 next 元素-prev + next

选择器next的查找范围必须是与"prev元素"相邻的下一个元素,并且必须是"prev元素"的同辈元素

html代码:

    <form>
<label>Name:</label>
<input name="name" />
<input name="name1" />
<fieldset>
<label>Newsletter:</label>
<input name="newsletter" />
</fieldset> </form>
<input name="none" />

JQuery代码:

$("label + input")

结果:

[ <input name="name" />, <input name="newsletter" /> 

4.查找元素的所有兄弟姐妹-prev ~ siblings

注意:选择器siblings的查找范围必须是"prev元素"之后的元素,并且是同辈元素(即与"prev元素"有同一个的父元素)。

html代码:

<form>
<label>Name:</label>
<input name="name" />
<fieldset>
<label>Newsletter:</label>
<input name="newsletter" />
</fieldset>
</form>
<input name="none" /

JQuery代码:

$("form ~ input")

结果:

[ <input name="none" /> ]

基本筛选器

基本含义就是对选择出来的元素列表进行筛选。这些基本上可以按照一定的规则去分类记忆:

  • 元素位置筛选。

    :first  获取第一个元素。

    :last  获取最后一个元素。

  • 根据元素索引值的奇偶性筛选。

    :even

    :odd

  • 根据元素索引值的不等性筛选。

    :eq(index)  匹配一个给定索引值的元素。

    :gt(index)  匹配所有大于给定索引值的元素。

    :lt(index)   匹配所有小于给定索引值的元素。

  • 其他类型筛选。

    :not(selector)  去除所有与给定选择器匹配的元素

    :focus  匹配当前获取焦点的元素。

代码示例:如果想看更具体的信息,请猛点击吧:www.php100.com/manual/jquery/

$('li:first')    //第一个元素
$('li:last') //最后一个元素 $("tr:even") //索引为偶数的元素,从 0 开始
$("tr:odd") //索引为奇数的元素,从 0 开始 $("tr:eq(1)") //给定索引值的元素
$("tr:gt(0)") //大于给定索引值的元素
$("tr:lt(2)") //小于给定索引值的元素 $(":focus") //当前获取焦点的元素
$(":animated") //正在执行动画效果的元素

内容选择器

html代码:

    <!--:contains(text)实例代码-->
<div>John Resig</div>
<div>George Martin</div>
<div>Malcom John Sinclair</div>
<!--:empty和:parent 实例代码-->
<table>
<tr>
<td>Value 1</td>
<td></td>
</tr>
<tr>
<td>Value 2</td>
<td></td>
</tr>
</table>
<!--:has(selector)实例代码-->
<div>
<p>Hello</p>
</div>
<div>Hello again!</div>

JQuery代码:

    $("div:contains('John')"); //匹配包含给定文本的元素
$("td:empty"); //匹配所有不包含子元素或者文本的空元素
$("div:has(p)").addClass("test"); //匹配含有选择器所匹配的元素的元素,大白话就是找的是含有p元素的元素。
$("td:parent");//匹配含有子元素或者文本的元素

结果:

<!--:contains(text)实例结果-->
[ <div>John Resig</div>, <div>Malcom John Sinclair</div> ]
<!--:empt实例结果y-->
[ <td></td>, <td></td> ]
<!--:has(selector)实例结果-->
[ <div class="test"><p>Hello</p></div> ]
<!--:parent 实例结果-->
[ <td>Value 1</td>, <td>Value 2</td> ]

表单选择器

其实说白了就是选择器中的一个特殊的写法,用前面的方法也能操作成功,还有就是只对form表单里面的元素有用。

html代码:

<form>
<p><input type="button" value="Input Button"/></p>
<p><input type="checkbox" /></p> <p><input type="file" /></p>
<input type="hidden" />
<p><input type="image" /></p> <p><input type="password" /></p>
<p><input type="radio" /></p>
<p><input type="reset" /></p> <p><input type="submit" /></p>
<p><input type="text" /></p>
<p><select><option>Option</option></select></p>
<textarea></textarea>
<p><button>Button</button></p>
</form>

JQuery代码:

        console.log($(":input")); //匹配所有 input, textarea, select 和 button 元素
console.log($(":text")); //匹配所有的单行文本框
console.log($(":password")); //匹配所有密码框
console.log($(":radio")); //匹配所有单选按钮
console.log($(":checkbox")); //匹配所有复选框
console.log($(":submit")); //匹配所有提交按钮 注意一下 submit和button都是
console.log($(":image")); //匹配所有图像域
console.log($(":reset")); //匹配所有重置按钮
console.log($(":button"));//匹配所有按钮 注意一下 submit和button都是
console.log($(":file"));//匹配所有文件域

结果:

aaarticlea/png;base64,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" 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