总结:fdisk   mkfs  mount

1.磁盘分区

硬盘分区有三种,主磁盘分区、扩展磁盘分区、逻辑分区
一个硬盘主分区至少有1个,最多4个,扩展分区可以没有,最多1个。且主分区+扩展分区总共不能超过4个。逻辑分区可以有若干个。
在windows下激活的主分区硬盘启动分区,他是独立的,也是硬盘的第一个分区,正常分的话就是C区。 在linux下主分区逻辑分区都可以用来放系统,引导os开机,grub会兼容windows系统开机启动。
分出主分区后,其余的部分可以分成扩展分区,一般是剩下的部分全部分成扩展分区,也可以不全分,那剩的部分就浪费了。
但扩展分区是不能直接用的,他是以逻辑分区的方式来使用的,所以说扩展分区可分成若干逻辑分区。他们的关系是包含的关系,所有的逻辑分区都是扩展分区的一部分。

这个是一开始在虚拟机调整的分区

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" 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本来只有一个磁盘sda,然后虚拟机-设置加个硬盘就有sdb

Linux 把各种 IDE 设备分配了一个由 hd 前缀组成的文件;而对于各种 SCSI 设备,则分配了一个由 sd 前缀组成的文件。

对于ide硬盘,驱动器标识符为“hdx~”,其中“hd”表明分区所在设备的类型,这里是指ide硬盘了。“x”为盘号(a为基本盘,b为基本从属盘,c为辅助主盘,d为辅助从属盘),“~”代表分区,前四个分区用数字1到4表示,它们是主分区或扩展分区,从5开始就是逻辑分区。例,hda3表示为第一个ide硬盘上的第三个主分区或扩展分区,hdb2表示为第二个ide硬盘上的第二个主分区或扩展分区。对于scsi硬盘则标识为“sdx~”,scsi硬盘是用“sd”来表示分区所在设备的类型的,其余则和ide硬盘的表示方法一样,不在多说。

例如,第一个 IDE 设备,Linux 就定义为 hda;第二个 IDE 设备就定义为 hdb;下面以此类推。而 SCSI 设备就应该是 sda、sdb、sdc 等。

以下是分区的代码  总的来说就是fdisk 硬盘地址 ——> n 分区  ——> p主分区e扩展分区(逻辑分区) ——>分区号——>大小

  下划线为后加的  非源代码
[root@localhost ~]# fdisk -l /dev/sdb 磁盘 /dev/sdb:10.7 GB, 10737418240 字节,20971520 个扇区
Units = 扇区 of 1 * 512 = 512 bytes
扇区大小(逻辑/物理):512 字节 / 512 字节
I/O 大小(最小/最佳):512 字节 / 512 字节 [root@localhost ~]# fdisk -l /dev/sda 磁盘 /dev/sda:21.5 GB, 21474836480 字节,41943040 个扇区
Units = 扇区 of 1 * 512 = 512 bytes
扇区大小(逻辑/物理):512 字节 / 512 字节
I/O 大小(最小/最佳):512 字节 / 512 字节 #硬盘在屋里层面最小为512字节
磁盘标签类型:dos
磁盘标识符:0x000cd8c4 设备 Boot Start End Blocks Id System
/dev/sda1 * 2048 1026047 512000 83 Linux
/dev/sda2 1026048 5220351 2097152 82 Linux swap / Solaris
/dev/sda3 5220352 41943039 18361344 83 Linux
[root@localhost ~]# fdisk /dev/sdb
欢迎使用 fdisk (util-linux 2.23.2)。 更改将停留在内存中,直到您决定将更改写入磁盘。
使用写入命令前请三思。 Device does not contain a recognized partition table
使用磁盘标识符 0x3bce755b 创建新的 DOS 磁盘标签。 命令(输入 m 获取帮助):m
命令操作
   a   toggle a bootable flag
   b   edit bsd disklabel
   c   toggle the dos compatibility flag
   d   delete a partition
   g   create a new empty GPT partition table
   G   create an IRIX (SGI) partition table
   l   list known partition types
   m   print this menu
   n   add a new partition #新建分区
   o   create a new empty DOS partition table
   p   print the partition table #打印
   q   quit without saving changes  #退出不保存
   s   create a new empty Sun disklabel
   t   change a partition's system id
   u   change display/entry units
   v   verify the partition table
   w   write table to disk and exit  #写分区表,保存退出
   x   extra functionality (experts only)
命令(输入 m 获取帮助):p 磁盘 /dev/sdb:10.7 GB, 10737418240 字节,20971520 个扇区
Units = 扇区 of 1 * 512 = 512 bytes
扇区大小(逻辑/物理):512 字节 / 512 字节
I/O 大小(最小/最佳):512 字节 / 512 字节
磁盘标签类型:dos  #dos仅支持2T以下的分区方式,parted支持2T以上的分区
磁盘标识符:0x3bce755b    设备 Boot      Start         End      Blocks   Id  System
命令(输入 m 获取帮助): n
Partition type:
   p   primary (0 primary, 0 extended, 4 free) #主分区
   e   extended                   #逻辑分区,扩展分区
命令(输入 m 获取帮助):N
Partition type:
   p   primary (2 primary, 0 extended, 2 free)
   e   extended
Select (default p): P
分区号 (3,4,默认 3):
起始 扇区 (8390656-20971519,默认为 8390656):
将使用默认值 8390656
Last 扇区, +扇区 or +size{K,M,G} (8390656-20971519,默认为 20971519):+2G
分区 3 已设置为 Linux 类型,大小设为 2 GiB
#以此类推 出去直接q d删除 Q全删除

挂载点和挂载源

可以看出通过mount管道  同一个盘上的资源实现了共享

目录相当于水管和磁盘相连接,目录不具有存储功能,目录是将修改后的信息进行存储到了磁盘上去

mount(挂载) 是将左面开一个管子指向右面目录

df-Th   df查看 T查看文件类型  h具体信息

可以看见刚建立的分区有一部分用了,因为会分出一部分日志文件进行使用

总代码

fdisk
nkfs.ext4
mkfs.xfs dev/sdb1
mount /dev/sdb1/sdb1
cd /sdb1/
ls
touch sdb1.txt
ls
cd /sdb2
ls
touch sdb2.txt
mkdir /sdbb1
ls /sdb1/
pwd
echo 11111 > sdb1.txt
cd /sdb1
cat sdb1.txt

以下是在终端上进行的操作

1. 硬件设备与文件名的对应关系(详见linux系统管理P297)
1) 掌握在Linux系统中,每个设备都被当初一个文件来对待。
2) 掌握各种设备在Linux中的文件名

2. 硬盘的结构及硬盘分区(详见linux系统管理P301)
1) 了解为什么要进行硬盘分区:
a) 更容易管理和控制系统,因为相关的文件和目录都放在一个分区中。
b) 系统效率更高。
c) 可以限制用户使用硬盘的份额(磁盘空间的大小)。
d) 更容易备份和恢复。
2) 掌握硬盘的逻辑结构:
一个硬盘逻辑上可以被划分成块、磁道、磁柱和分区。
3) 掌握块的定义:块是盘片上寻址(访问)的最小单位,一个块可以存储一定字节的数据。
4) 掌握磁道的定义:磁道是由一系列头尾相连的块组成的圆圈。
5) 掌握磁柱的定义:磁柱是由一叠磁道,由在相同半径上每个盘面的磁道所组成。
6) 掌握分区的定义:分区是由一组相邻的磁柱所组成。
3. Linux系统中硬盘的分区(详见linux系统管理P303)
1) 掌握硬盘分区的分类:硬盘的分区可以分为主分区、扩展分区和逻辑分区。
2) 掌握主分区的数量:在一个硬盘上最多可以划分出4个主分区。(主分区可以装系统,引导信息)
3) 了解Linux操作系统的内核支持每个硬盘上的分区数量还是有一定限制的,Linux内核在每个硬盘上可以最多支持:
a) 在SCSI硬盘上划分15个分区(Partitions)。
b) 在IDE硬盘上划分63个分区(Partitions)。
4. 使用fdisk和partprobe命令来管理硬盘分区(详见linux系统管理P394)
1) 掌握fdisk命令的功能:创建磁盘分区。
2) 掌握fdisk命令列表中常用的命令:
a) d:删除一个(已经存在的)分区,其中d是delete的第1个字母。
b) l:列出(已经存在的)分区的类型,其中l是list的第1个字母。
c) m:列出fdisk中使用的所有命令,其中m是menu的第1个字母。
d) n:添加一个新的分区,其中n是new的第1个字母。
e) p:列出分区表的内容,其中p是print的第1个字母。
f) q:退出fdisk,但是不存储所做的变化,其中q是quit的第1个字母。
g) t:改变分区系统的id,其中t是title的第1个字母。
h) w:退出fdisk并存储所做的变化,其中w是write的第1个字母。
3) 掌握partprobe命令的功能:重新初始化内存中内核的分区表。
5. 创建文件系统(数据的管理)(详见linux系统管理P399)
1) 掌握格式化的定义:所谓的格式化就是将分区中的硬盘空间划分成大小相等的一些数据块(Blocks),以及设定这个分区中有多少个i节点可以使用等。
2) 掌握文件系统的定义:文件系统是操作系统用于明确磁盘或分区上的文件的方法和数据结构;即在磁盘上组织文件的方法。
3) 了解常用的文件系统类型
ext2:Linux系统中标准的文件系统
ext3:一种日志式文件系统
ext4:一种针对ext3系统的扩展日志式文件系统
lvm:逻辑盘卷管理
iso9660:目前唯一通用的光盘文件系统
4) 掌握mkfs命令的功能:格式化磁盘。
5) 灵活应用常用的格式化命令:
mkfs.文件系统类型
例如,将分区/dev/sdb1格式化为ext4文件系统的命令为:
mkfs.ext4 /dev/sdb1
6. 为一个分区设定label(分区名)(详见linux系统管理P405)
1) 掌握e2label命令的功能:设定或查看一个设备的label名称。
2) 灵活应用e2label命令设定label:
a) 例如:查看/dev/sdb1分区的label的命令为:
e2label /dev/sdb1
b) 例如:将/dev/sdb1分区的label设定为wg的命令:
e2label /dev/sdb1 wg

部分源自林海峰老师http://www.cnblogs.com/linhaifeng/articles/6045600.html#_label13

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