Vbox下linux虚拟机根分区扩容

时间:2023-03-09 15:54:58
Vbox下linux虚拟机根分区扩容

前言

使用一段时间VBox中的linux后可能会显示根分区空间不足的情况,需要扩容。

通过查阅相关资料,VBox中linux扩容主要有两种办法:通过lvm扩容和通过gparted扩容

LVM条件:VBox中的linux系统使用LVM管理磁盘

gparted条件:自带gparted的linux系统映像(ISO)

判断能否通过lvm扩容

  终端输入“vgs”,显示“No volume groups found”则不能使用lvm扩容

  显示如下则可以使用lvm扩容:

  VG      #PV #LV #SN Attr   VSize  VFree
xiaoluo 2 0 0 wz--n- 15.99g 15.99g

通过LVM扩容

  关于LVM的基本知识可以参考以下两篇文章,只按照本文操作可以顺利完成

    LVM逻辑卷基本概念及LVM的工作原理

    LVM逻辑卷的创建及使用

  第一步:添加虚拟硬盘

    关闭虚拟机,在虚拟机的设置界面,选择“存储”选项卡,点击“添加虚拟硬盘”图标

    按提示完成添加即可。

  第二步:为新硬盘分区并格式化

    添加新硬盘后在终端中键入"fdisk -l"即可看到新添加的硬盘,我这里显示为“/dev/sdb”

    键入“fdisk /dev/sdb”开始对新硬盘分区

    在新的命令行中键入“n”创建新分区

    直接回车作为主分区

    键入分区数字,或直接回车默认1

    回车默认从2048作为此分区的开始扇区

    回车默认最后扇区作为结束扇区

    键入“w”保存并退出,现在得到/dev/sdb1分区,建议重启以下虚拟机

  第三步:将新分区添加到lvm并扩容

    键入“pvcreate /dev/sdb1”

      Physical volume “/dev/hda4″ successfully created

    键入“vgs”查看卷组名,如“xiaoluo”或“VolGroup00”

    键入“vgextend VolGroup00 /dev/sdb1”将新分区添加到卷组中去

    键入“lvs”查看要扩容的逻辑卷名称,如"LogVol00"

    键入“lvextend -L +4096M /dev/VolGroup00/LogVol00”扩展逻辑分区,其中“+4096M”表示增加4G空间

    键入“resize2fs -p /dev/VolGroup00/LogVol00”激活新空间

    现在键入“df -h”即可查看扩容后的空间

通过gparted扩容

  第一步:将vmdk格式虚拟硬盘转为vdi格式

    (如果你的虚拟硬盘是vdi格式请跳到第二步)

    找到Vbox的安装目录并进入cmd界面,我的是:H:\Program Files\Oracle\VirtualBox

    键入“VBoxManage list hdds”查看现有的虚拟硬盘,找到要扩容的虚拟机的虚拟硬盘,记录下位置

    键入 VBoxManage clonehd "H:\Users\liber\VirtualBox VMs\kali_iso\-disk1.vmdk" "H:\Users\liber\VirtualBox VMs\kali_iso\-disk1.vdi" --format vdi 将vmdk转化为vdi

    然后在虚拟机的设置中将旧的vmdk卸载并挂在新的vdi即可

  第二步:扩容vdi格式虚拟硬盘

    键入“VBoxManage list hdds”查看要扩容的vdi文件的UUID并记录

    键入“VBoxManage modifyhd 你的uuid --resize ”将其扩容为40G,其中40960表示新的大小

  第三步:扩容linux根分区

    在虚拟机的设置界面,选择“存储”选项卡,点击“添加虚拟光驱”,点击“选择磁盘”浏览linux的iso文件,我这里是kali-linux-1.1.0a-amd64.iso,然后确定

      (这里如果有空的虚拟光驱要删除,否则启动的时候不会从光驱启动)

    在“系统选项卡”将光驱调整为最优先启动

    从虚拟光驱启动虚拟机,选择LiveCD模式,我这里是“Live (amd64)”,这种模式是不安装,仅体验

    进入系统后在终端中输入gparted就会启动gparted的图形化界面

    现在硬盘结构应该如下所示:

      /dev/sda

        |---/dev/sda1   (ext4,要扩容)

        |---/dev/sda2   (extended,885M)

        |   |---/dev/sda5   (linux-swap,885M)

        |---unallocated   (unallocated,待分配)

    unallocated就是我们未分配空间,/dev/sda2是linux中的虚拟内存,在大型程序无法一次装入内存的时候使用的

    我们可以先删除/dev/sda5,然后删除/dev/sda2。然后就只剩下要扩容分区和未分配空间了

    右击要扩容分区,选择resize即可进行扩容,但是注意这里要留下一部分空间作为linux-swap分区作为虚拟内存

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" alt="" />

    分区扩容好之后在剩余的unallocated空间上右击新建linux-swap:

      1.在新建窗口中的“create as”下拉菜单选择“extended partition”

      2.在建好的extended partition中的unallociated空间右击,新建,“create as”选择“linux-swap”即可

    点击上方的应用按钮即可生效。

    然后删除iso光驱,进入虚拟机即可发现根分区已成功扩容

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