Day6  盒模型 

1.一.标准盒模型(w3c盒模型)
        1)组成部分:
        content + padding + border + margin
           内容          内边距        边框       外边距

2)content  内容
        width
        height

3)border  边框   ; 三要素 :  宽/ 样式 / 颜色
        border-style: solid(实线) | dotted(点线) | dashed(虚线) | double(双实线 最小3px)|none(不显示);

  必须属性: ( 3px  黑色)
        border-color:;    边框颜色
        border-width:;    边框宽度

简写:border:1px solid red;  推荐 不区分前后顺序
注意:  在Style 属性为空的情况下,整个边框是不会出现的,这不论是统一写在border或是单独设置都是这样的.

设置单边边框:

border-top:15px solid blue;  上边框
border-top-color: ;
border-top-width: ;
border-top-style: ;       
                    
border-bottom:15px dotted plum; 下边框 (dotted虚线)
border-bottom-color: ;
border-bottom-width: ;
border-bottom-style: ;
                    
border-left:12px double bluevioled;  左边框   (double双实线)
border-left-color: ;
border-left-width: ;
border-left-style: ;
                    
 border-right:12px dashed green;  右边框     (dashed虚线)
border-right-color: ;
border-right-width: ;
border-right-style: ;
                     

  

 

   4)外边距  margin  取值可取正值,负值(像素px),%,  auto

  •    与其他元素之间的空白区域,也就是设置盒子之间的距离.
  • 外边距是透明的

语法:
     margin:value;  四周
             margin:value value;  上下   左右
       margin:value value value;  上   左右   下
            margin:value value value value;  上   右   下   左  (顺时针转)      

eg:margin: 50px 10px 20px 30px;
(上边距50px,右边距10px,下边距20px,左边距30px)

单边属性:
        margin-top:;  上外边距
        margin-bottom:;  下外边距
        margin-left:;  左外边距
        margin-right:;  右外边距

  ①块级元素水平居中: margin : 0 auto;

  div{
width:;
margin: auto;
}

  ②垂直方向上外边距合并问题

  • 垂直方向上外边距相撞,取较大值
  • 浮动元素的外边距不合并    float:left;

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" alt="" />

  ③margin-top问题 : 当一个父元素里面有第一个块级元素,父元素既没有边框,有没有padding的情况下,给它设置一个margin-top,它会跟着一起走下来..

           注意第一个要是块级元素.
        1)父元素加border:1px solid transparent;
        2)父元素加padding-top:1px;
        3)父元素加overflow:hidden;
        4)父元素或者子元素浮动

.parent{
width: 400px;
height: 400px;
background-color: palegreen;
/*border: 1px solid transparent;*/
/*padding-top: 1px;*/
/*overflow: hidden;*/
/*float: left;*/
}

  5)内边距  padding  取值 不能取负值和auto

  • 设置内容距边距的距离,
  • 内边距会撑大容器.

  语法:( 同margin )

padding:value;  四周
        padding:value value;  上下   左右
        padding:value value value;  上   左右   下
        padding:value value value value;  上   右   下   左(顺时针转)

单边属性:
        padding-top:;  上内边距
        padding-bottom:;  下内边距
        padding-left:;  左内边距
        padding-right:;  右内边距

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