先回顾一下上一篇文章:Python-web开发学习笔记(1)— HTML基础_python web开发笔记_尚拙谨言的博客-CSDN博客

中讲了哪几个常用的HTML标签:


:头声明

:网页标题</p><p><h1>~</p><h6>:内容标题</p><p>:块级标签,用于内容单独成块,使用该标签后,内容强制占用网页的一整行</p><p><span>:行内标签,也用于内容单独成块,但该标签中的内容不强制占用一整行</p><p>:超链接,用于跳转网页</p><p><noscript><img decoding="async" class="aligncenter" src="https://img.maxssl.com/uploads/?url=https://img.maxssl.com/uploads/?url=" /></noscript><img decoding="async" class="lazyload aligncenter" src='data:image/svg+xml,%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20viewBox=%220%200%20210%20140%22%3E%3C/svg%3E' data-src="https://img.maxssl.com/uploads/?url=https://img.maxssl.com/uploads/?url=" /> /* 第一种设置图片尺寸方法 */<br /> – <noscript><img decoding="async" class="aligncenter" src="https://img.maxssl.com/uploads/?url=" /></noscript><img decoding="async" class="lazyload aligncenter" src='data:image/svg+xml,%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20viewBox=%220%200%20210%20140%22%3E%3C/svg%3E' data-src="https://img.maxssl.com/uploads/?url=" /> /* 第二种设置图片尺寸方法 */</p><hr><p><strong>接着上一篇,我们继续讲几个常用的HTML标签</strong></p></blockquote><p><strong>目录</strong></p><p>一、HTML标签</p><p>1. 列表:</p><ul>、</p><ol>、</p><li><p>2. 表格:</p><table><p>3. 文本输入:</p><p>4. 下拉框:</p><p>5. 表单:</p><p>二、总结</p><hr><p><h1>一、HTML标签</h1><h3>1. 列表:<ul>、<ol>、<li></h3><p>列表分为有序列表和无序列表,像word中这种:</p><p><noscript><img decoding="async" class="aligncenter" src="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/b2fe0f50a9ef4656b89c260b88b42c44.png" /></noscript><img decoding="async" class="lazyload aligncenter" src='data:image/svg+xml,%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20viewBox=%220%200%20210%20140%22%3E%3C/svg%3E' data-src="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/b2fe0f50a9ef4656b89c260b88b42c44.png" />看上图就一目了然。</p><p>HTML中,无序列表用</p><ul>修饰,有序列表用</p><ol>修饰,修饰中的列表内容,用</p><li>,括起来。</p><pre><code class="language-html"><title>我的主题

  • 无序小标题1
  • 无序小标题2
  • 无序小标题3
-------------------
  1. 有序小标题1
  2. 有序小标题2
  3. 有序小标题3

2. 表格:<table>

有的时候,页面上需要展示表格,在HTML中,表格用

修饰。而表格有三大要素:表头、行、列,在HTML中,表头用

表示,表头的列用

表示,表

标签将表的内容部分包裹起来:

我的主题
表示,表

表示。此外,还需要用

表头1行1列表头1行2列表头1行3列
1行1列1行2列1行3列
2行1列2行2列2行3列
3行1列3行2列3行3列

好像和我们认知中的表格长的不一样,表格至少得有个框好看点吧,那么这里我们在

中加入属性border=”1″:

表头1行1列表头1行2列表头1行3列
1行1列1行2列1行3列
2行1列2行2列2行3列
3行1列3行2列3行3列

虽然看上去哪儿奇奇怪怪的,但至少让人一看就知道是个表格了,至于哪儿奇奇怪怪,等到我们学完css后再优化它。

3. 文本输入:<input>

还记得你填写过的调查问卷么?页面上不仅有各种让你选择的条目,有些是单选,有些是多选,也有一些让你自己输入文字的框框,它们是怎么来的呢?这就用到了HTML中的标签了。input标签通过type属性的设置,将呈现不同的input类别:

我的主题男女篮球足球乒乓球棒球

针对上述结果简单概括一下type不同值:

  • text
    纯文本输入框,可在框内输入任意文字。例如登录页面的账户、一些让你提交意见或建议的位置等。但是提交建议这种可能需要输入多行文字的,一般不建议用text,而改用多行文本输入框

  • password
    密码输入框,在框内输入的内容将会被脱敏,最常见的就是用“·”来替换原文字;
  • file
    点击可选本地文件,例如一些让你上传文件的位置;
  • radio
    单选。作为单选,必须同时加上name属性,且name值在同一单选项中必须一致,如上述代码中,男女只能选其一,那么男女的name都为“n1”
  • checkbox
    复选框,可选多个选项。

其实标签还有一个大家熟悉的功能,就是按钮功能,此时,type的值为“button”或“submit”:

我的主题

“button”和“submit”两种按钮设置方式还真有点区别,前者就是个常规的按钮功能,例如可以用它来触发一些事件;后者就多用于表单的提交了,它可以将表单的内容与后台数据库进行一些交互。

4. 下拉框:<select>

标签用于下拉框的实现,当该标签没有写任何属性时,它就是个单选下拉框;当该标签配上multiple字段时,它就是个多选下拉框了:

我的主题北京上海深圳北京上海深圳广东厦门

有个小细节,如上图,我们要选上海和广东时,需要按住Ctrl(Windows)或者command(Mac)。操作比较骚,因此这里不建议使用这种作为下拉框,我们应该使用复选框,但如果确实有很多下拉选项,而且是复选需求,那么就不再是简单的下拉框了,需要用到更复杂的样式,这里暂时不做重点介绍。

5. 表单:<form>

既然上文我们提到了表单,那就不得不介绍一个非常重要的标签:。该标签修饰的表单能够向后台服务器传输表单数据:

我的主题姓名: 
职业:

点击"提交"按钮,页面将会显示"表单提交成功!"。

其中,『action』写的是我们要提交表单数据到服务器的地址,『method』是服务请求方式,主要分为POST请求和GET请求,这里只需记住,表单的提交大多使用POST请求。

这里我们假设后台服务器地址是另一个HTML文件:”/html_classes/templates/表单提交结果.html”,点击『提交』后将会显示“表单提交成功!”。

注意,在实际业务中,我们的表单提交目的地,应该是服务器的地址,这里我们图方便,举个例子而已。

关于POST和GET请求的一点补充:

  • GET请求
    浏览器通过用户的页面操作发起请求,并将请求的数据拼接在URL上传输给后台服务,后台服务对URL进行相关解析,得到请求结果,并将结果返回给浏览器(称之为响应)。

URL地址中,从“” />二、总结

至此,我们便已将几个常用的HTML标签学完。但特别强调,HTML标签远远不止我介绍的这些,且我介绍的这些标签的用法也不止于本系列文章,但各位没必要全部记住,也不可能全部记住,大家只需要对这些常用的HTML标签有个大概的掌握即可,最重要的是知道HTML标签究竟是怎么回事。至于其它更多的标签以及标签的不同用法,各位今后在学习工作中用到了再查就行。

:头声明

:网页标题</p><p><h1>~</p><h6>:内容标题</p><p>:块级标签,用于内容单独成块,使用该标签后,内容强制占用网页的一整行</p><p><span>:行内标签,也用于内容单独成块,但该标签中的内容不强制占用一整行</p><p>:超链接,用于跳转网页</p><p><noscript><img decoding="async" class="aligncenter" src="https://img.maxssl.com/uploads/?url=" /></noscript><img decoding="async" class="lazyload aligncenter" src='data:image/svg+xml,%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20viewBox=%220%200%20210%20140%22%3E%3C/svg%3E' data-src="https://img.maxssl.com/uploads/?url=" /> /* 第一种设置图片尺寸方法 */<br /> – <noscript><img decoding="async" class="aligncenter" src="https://img.maxssl.com/uploads/?url=" /></noscript><img decoding="async" class="lazyload aligncenter" src='data:image/svg+xml,%3Csvg%20xmlns=%22http://www.w3.org/2000/svg%22%20viewBox=%220%200%20210%20140%22%3E%3C/svg%3E' data-src="https://img.maxssl.com/uploads/?url=" /> /* 第二种设置图片尺寸方法 */</p><ul>:无序列表</p><p><ol>:有序列表</p><li>:列表项,与<ul>或</p><ol>搭配使用</p><p><table>:表格。其内嵌标签中,表头用</p><thead>表示,表头的列用</p><th>表示,表<strong>行</strong>用</p><tr>表示,表<strong>列</strong>用</p><td> 表示。此外,还需要用</p><tbody>标签将表的内容部分包裹起来。</p><p>:通过type属性的不同,其有7个不同样式:</p><p>-text:纯文本输入,注意与<textarea>区分开;</p><p>-password:密码输入框,会隐掉输入;</p><p>-file:文件选择框;</p><p>-radio:单选框,必须有相同的name值;</p><p>-checkbox:复选框;</p><p>-button:普通按钮;</p><p>-submit:提交按钮,用于提交表单数据;</p><p>:下拉框,下拉选项需要与搭配使用,单选;加上“multiple”为多选下拉框;</p><p>:表单。能够将表单数据发送给后台,如Django;</p></blockquote></article></div><div class="related-posts"><h2 class="related-posts-title"><i class="fab fa-hive me-1"></i>相关文章</h2><div class="row g-2 g-md-3 row-cols-2 row-cols-md-3 row-cols-lg-4"><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/594/" title="Keras深度学习实战——基于VGG19模型实现性别分类" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/f93acc02da5c45379416633612f8f841.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/594/" title="Keras深度学习实战——基于VGG19模型实现性别分类">Keras深度学习实战——基于VGG19模型实现性别分类</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/44132/" title="vue 前端 + 若依(ruoyi)后端 实现国际化" data-bg="/wp-content/themes/ripro-v5/assets/img/thumb.jpg"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/44132/" title="vue 前端 + 若依(ruoyi)后端 实现国际化">vue 前端 + 若依(ruoyi)后端 实现国际化</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/20491/" title="软考程序员-C专题(1)" data-bg="https://img.maxssl.com/uploads/?url=https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/de0809e9c4584d2789a4dd6f7f20c2a4.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/20491/" title="软考程序员-C专题(1)">软考程序员-C专题(1)</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/38331/" title="携程Apollo配置中心架构介绍" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/b65b28d610b14fd486393e356430a32f.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/38331/" title="携程Apollo配置中心架构介绍">携程Apollo配置中心架构介绍</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/10869/" title="【数据结构与算法】栈的实现(附源码)" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/36576734b9294b38bc9cd82f26a0717d.gif"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/10869/" title="【数据结构与算法】栈的实现(附源码)">【数据结构与算法】栈的实现(附源码)</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/18828/" title="股票量价关系基础知识7—-图解各阶段量价关系:价涨量缩" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/961b1e3324ec4bda8f109cac7479d60c.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/18828/" title="股票量价关系基础知识7—-图解各阶段量价关系:价涨量缩">股票量价关系基础知识7—-图解各阶段量价关系:价涨量缩</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/23447/" title="【技术实战】Vue技术实战【二】" data-bg="https://img.maxssl.com/uploads/?url=https://img2023.cnblogs.com/blog/1871173/202307/1871173-20230725021340029-182331101.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/23447/" title="【技术实战】Vue技术实战【二】">【技术实战】Vue技术实战【二】</a></h2></div></article></div><div class="col"><article class="post-item item-grid"><div class="tips-badge position-absolute top-0 start-0 z-1 m-2"></div><div class="entry-media ratio ratio-3x2"> <a target="" class="media-img lazy bg-cover bg-center" href="https://www.maxssl.com/article/30533/" title="深度学习常用的backbone有哪些" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/img_convert/b7ec9ac5da1c10901c27fde89bfeeba3.png"> </a></div><div class="entry-wrapper"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/30533/" title="深度学习常用的backbone有哪些">深度学习常用的backbone有哪些</a></h2></div></article></div></div></div></div><div class="sidebar-wrapper col-md-12 col-lg-3 h-100" data-sticky><div class="sidebar"><div id="recent-posts-4" class="widget widget_recent_entries"><h5 class="widget-title">最新关注</h5><ul><li> <a href="https://www.maxssl.com/article/57859/">【MySQL】InnoDB存储引擎</a></li><li> <a href="https://www.maxssl.com/article/57858/">DB-GPT:强强联合Langchain-Vicuna的应用实战开源项目,彻底改变与数据库的交互方式</a></li><li> <a href="https://www.maxssl.com/article/57857/">TigerBeetle:世界上最快的会计数据库</a></li><li> <a href="https://www.maxssl.com/article/57856/">【SQL server】玩转SQL server数据库:第三章 关系数据库标准语言SQL(二)数据查询</a></li><li> <a href="https://www.maxssl.com/article/57855/">马斯克400条聊天记录被法院公开,原来推特收购是在短信上谈崩的</a></li><li> <a href="https://www.maxssl.com/article/57854/">戏精摩根大通:从唱空比特币到牵手贝莱德</a></li></ul></div><div id="ri_sidebar_posts_widget-2" class="widget sidebar-posts-list"><h5 class="widget-title">热文推荐</h5><div class="row g-3 row-cols-1"><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/43340/" title="基于Python的豆瓣电影数据分析可视化系统的设计与实现-可视化分析大屏" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/eb6fbc490bce4f378debdfa603ffa325.jpeg"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/43340/" title="基于Python的豆瓣电影数据分析可视化系统的设计与实现-可视化分析大屏">基于Python的豆瓣电影数据分析可视化系统的设计与实现-可视化分析大屏</a></h2></div></div></article></div><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/29630/" title="权益NFT开创者Hash Eagle如何重新定义NFT,用权益赋能长续价值?" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/img_convert/68c8a2d6086ff991a2c902e60ceae92d.png"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/29630/" title="权益NFT开创者Hash Eagle如何重新定义NFT,用权益赋能长续价值?">权益NFT开创者Hash Eagle如何重新定义NFT,用权益赋能长续价值?</a></h2></div></div></article></div><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/37952/" title="华为鸿蒙应用–欢迎页SplashPage+倒计时跳过(自适应手机和平板)-ArkTs" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/direct/23b204216d374648afd8fdb51a0a9a57.png"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/37952/" title="华为鸿蒙应用–欢迎页SplashPage+倒计时跳过(自适应手机和平板)-ArkTs">华为鸿蒙应用–欢迎页SplashPage+倒计时跳过(自适应手机和平板)-ArkTs</a></h2></div></div></article></div><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/31019/" title="mybatis数据库分页查询" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/09d4cb668053428ca1de9610aa7e2eeb.png"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/31019/" title="mybatis数据库分页查询">mybatis数据库分页查询</a></h2></div></div></article></div><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/57278/" title="ETF“成败”即将揭晓,BTC强势突破4.7万美元" data-bg="https://img.maxssl.com/uploads/?url=data:image/png;base64,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"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/57278/" title="ETF“成败”即将揭晓,BTC强势突破4.7万美元">ETF“成败”即将揭晓,BTC强势突破4.7万美元</a></h2></div></div></article></div><div class="col"><article class="post-item item-list"><div class="entry-media ratio ratio-3x2 col-auto"> <a target="" class="media-img lazy" href="https://www.maxssl.com/article/16433/" title="秒懂 栈内存和堆内存(深入底层)" data-bg="https://img.maxssl.com/uploads/?url=https://img-blog.csdnimg.cn/img_convert/7bb8e037751eed96e004df3264df7b76.png"></a></div><div class="entry-wrapper"><div class="entry-body"><h2 class="entry-title"> <a target="" href="https://www.maxssl.com/article/16433/" title="秒懂 栈内存和堆内存(深入底层)">秒懂 栈内存和堆内存(深入底层)</a></h2></div></div></article></div></div></div></div></div></div></div></main><footer class="site-footer py-md-4 py-2 mt-2 mt-md-4"><div class="container"><div class="text-center small w-100"><div>Copyright © <script>today=new Date();document.write(today.getFullYear());</script> maxssl.com 版权所有 <a href="https://beian.miit.gov.cn/" target="_blank" rel="nofollow noopener">浙ICP备2022011180号</a></div><div class=""><script async src="https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js?client=ca-pub-7656930379472324" crossorigin="anonymous"></script></div></div></div></footer><div class="rollbar"><ul class="actions"><li><a target="" href="https://www.maxssl.com/" rel="nofollow noopener noreferrer"><i class="fas fa-home"></i><span></span></a></li><li><a target="" href="http://wpa.qq.com/msgrd?v=3&uin=6666666&site=qq&menu=yes" rel="nofollow noopener noreferrer"><i class="fab fa-qq"></i><span></span></a></li></ul></div><div class="back-top"><i class="fas fa-caret-up"></i></div><div class="dimmer"></div><div class="off-canvas"><div class="canvas-close"><i class="fas fa-times"></i></div><div class="logo-wrapper"> <a class="logo text" href="https://www.maxssl.com/">MaxSSL</a></div><div class="mobile-menu d-block d-lg-none"></div></div> <script></script><noscript><style>.lazyload{display:none}</style></noscript><script data-noptimize="1">window.lazySizesConfig=window.lazySizesConfig||{};window.lazySizesConfig.loadMode=1;</script><script async data-noptimize="1" src='https://www.maxssl.com/wp-content/plugins/autoptimize/classes/external/js/lazysizes.min.js'></script><script src='//cdn.bootcdn.net/ajax/libs/jquery/3.6.0/jquery.min.js' id='jquery-js'></script> <script src='//cdn.bootcdn.net/ajax/libs/highlight.js/11.7.0/highlight.min.js' id='highlight-js'></script> <script src='https://www.maxssl.com/wp-content/themes/ripro-v5/assets/js/vendor.min.js' id='vendor-js'></script> <script id='main-js-extra'>var zb={"home_url":"https:\/\/www.maxssl.com","ajax_url":"https:\/\/www.maxssl.com\/wp-admin\/admin-ajax.php","theme_url":"https:\/\/www.maxssl.com\/wp-content\/themes\/ripro-v5","singular_id":"18011","post_content_nav":"0","site_notify_auto":"0","current_user_id":"0","ajax_nonce":"80406fb207","gettext":{"__copypwd":"\u5bc6\u7801\u5df2\u590d\u5236\u526a\u8d34\u677f","__copybtn":"\u590d\u5236","__copy_succes":"\u590d\u5236\u6210\u529f","__comment_be":"\u63d0\u4ea4\u4e2d...","__comment_succes":"\u8bc4\u8bba\u6210\u529f","__comment_succes_n":"\u8bc4\u8bba\u6210\u529f\uff0c\u5373\u5c06\u5237\u65b0\u9875\u9762","__buy_be_n":"\u8bf7\u6c42\u652f\u4ed8\u4e2d\u00b7\u00b7\u00b7","__buy_no_n":"\u652f\u4ed8\u5df2\u53d6\u6d88","__is_delete_n":"\u786e\u5b9a\u5220\u9664\u6b64\u8bb0\u5f55\uff1f"}};</script> <script src='https://www.maxssl.com/wp-content/themes/ripro-v5/assets/js/main.min.js' id='main-js'></script> </body></html>