# HTML5教程 - 10 图片

前面学习的标签主要是布局和文字相关的,在实际中,几乎每个网页都会有图片,下面来介绍图片元素的使用。

# 10.1 图片标签

图片标签为 <img> ,用于向当前页面中引入一个外部图片。

例如下面在网页中引入了两张图片,通过 src 属性指定图片的路径,路径可以是网络的绝对路径,也可以是服务器内部的相对路径:

<body>
    <img src="http://www.baidu.com/img/flexible/logo/pc/result@2.png" />
    <img src="./images/yingpannvshen.jpg" />
</body>
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项目结构如下,我们在项目下新建了一个 images 目录,在 images 目录下新建了一个添加了一张图片。

最终显示的效果如下:

通过上面的演示,我们看到,<img> 标签是一个自结束标签,而且多个图片是显示在同一行,但是它不属于行内元素,它属于块和行内元素之间,具有两种元素的特点。图片元素属于替换元素,通过标签引入指定的内容到页面中。

# 10.2 图片标签的属性

<img> 标签除了必须的 src 属性,用于指定图片的路径,还有一些其他的属性,以下做一些演示。

# 1 alt属性

alt 属性:图片的描述,这个描述默认情况下不会显示,有些浏览器会在图片无法加载时显示,搜索引擎会根据 alt 中的内容来识别图片。例如我们通过百度搜索图片的时候,搜索引擎如何知道图片的内容,虽然现在的图像识别技术已经很发达了,但是目前使用的技术仍然是通过 alt 属性来识别图片的内容。

例如,我们将路径写错,无法加载出图片,代码如下:

<body>
    <img src="yingpannvshen.jpg" alt="硬盘女神" />
</body>
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显示如下:

# 2 width和height属性

width :用于指定图片的宽度(单位是像素);

height :用于指定图片的高度(单位是像素)。

注意:宽度和高度中如果只设置了一个,则另一个会等比例缩放。

例如:

<body>
    <img src="./images/yingpannvshen.jpg" width="200" alt="硬盘女神" />
    <img src="./images/yingpannvshen.jpg" height="200" alt="三上" />
    <img src="./images/yingpannvshen.jpg" width="200" height="200" alt="悠亚" />
</body>
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在上面的代码中,我们分别通过指定了图片的 widthheightwidth 和 height,当单独指定 widthheight 的时候,图片会等比缩放,如果同时指定 width和height ,图片会按照指定的尺寸显示,比例可能会失调。

显示如下:

# 10.3 图片格式

我们平时接触的图片格式,一般有 jpg(jpeg)、png、gif、webp 格式的,那么这些格式有什么区别呢?

jpg

  • 支持的颜色丰富;
  • 不支持透明效果
  • 不支持动图;
  • 一般用来显示照片,照片一般是不需要透明度的。

png

  • 支持的颜色丰富;
  • 支持复杂透明
  • 不支持动图;
  • 专为网页而生。

gif

  • 支持的颜色比较单一;
  • 支持简单透明,就是透明的区域比较规整的,复杂的透明区域,显示效果不好;
  • 支持动图

webp

  • 这种格式是谷歌新推出的专门用来表示网页中的图片的一种格式;
  • 具备其他图片格式的所有优点,而且文件还特别的小;
  • 缺点:兼容性不好,很多浏览器不支持。

那么我们在平时使用图片的时候应该如何选择呢?

图片效果一样的,选文件小的;图片效果不一样的,选图片效果好的。

一般情况下图片文件的大小 webp < gif < jpg < png,当然也不绝对,一般有透明度的就选择 png ,动图就选 gif,照片选择 jpg

# 10.4 base64

我们先来看一下下面的一段代码:

<body>
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" />
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上面这一段乱七八糟的内容是什么呢?我说它是一张图片,你能信?

显示效果如下:


为什么上面这一段文本能显示成一张图片呢?

这里用到了 Base64 编码,Base64 是一种编码方式,可以用于将二进制数据(如图片)转换为可打印的 ASCII 字符。上面是将图片转换成了 Base64 编码的文本,浏览器在加载的时候,会将 Base64 编码的数据还原成图片。


如何得到图片的base64编码格式的内容?

我手动敲的。你能信?

百度搜索 在线 图片转base64,就会搜索到很多在线的工具,上传图片就可以转换为 Base64 编码格式。


什么时候会用到这种加载图片的方式呢?

这种方式使用的场景不多。我们在请求服务器的时候,其实可以看到,服务器返回的是 HTML 文本,然后经过浏览器渲染显示,返回的文本是不包含图片的。每一个图片都需要重新向服务发送请求去获取。所以我们在浏览网页的时候,一般都是先看到文字,后看到图片慢慢加载出来。

所以如果想要小型的图片、音频等文件和文字一起显示的时候,可以将这些文件转换为 Base64 编码,那么图片就变成了文本内容,和文字一起加载并显示。


Base64编码的缺点

  • 我们可以将文字、图片等转换为 Base64,但是Base64不是加密算法,Base64 编码只是将数据从一种形式转换为另一种形式,它并不提供任何加密保护。编码后的数据很容易被解码,因此不能用于保护敏感信息。
  • Base64 编码会使数据大小增加约 1/3,对于大文件来说,这种膨胀会显著增加传输和存储的成本。