虚拟化之vmware虚拟机扩容与克隆
前提条件:
1.在新建虚拟机的时候创建磁盘如下图,之后这个磁盘就可以在虚拟机关机状态下动态扩展大小,否则只能通过添加另外一块硬盘的方式来扩容。
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" alt="" />
2.centos6.4-minimal-64的默认分区方案
即:硬盘大小16G,一个boot分区,其余为lvm分区,一个vg,两个lv(lv_root和lv_swap)
[root@110-cal ~]# df -h
Filesystem Size Used Avail Use% Mounted on
/dev/mapper/VolGroup-lv_root 14G 2.9G 11G 22% /
tmpfs 499M 0 499M 0% /dev/shm
/dev/sda1 485M 33M 427M 8% /boot
[root@110-cal ~]# fdisk -l Disk /dev/sda: 17.2 GB, 17179869184 bytes
255 heads, 63 sectors/track, 2088 cylinders
Units = cylinders of 16065 * 512 = 8225280 bytes
Sector size (logical/physical): 512 bytes / 512 bytes
I/O size (minimum/optimal): 512 bytes / 512 bytes
Disk identifier: 0x00028ecc Device Boot Start End Blocks Id System
/dev/sda1 * 1 64 512000 83 Linux
Partition 1 does not end on cylinder boundary.
/dev/sda2 64 2089 16264192 8e Linux LVM Disk /dev/mapper/VolGroup-lv_root: 14.9 GB, 14935916544 bytes
255 heads, 63 sectors/track, 1815 cylinders
Units = cylinders of 16065 * 512 = 8225280 bytes
Sector size (logical/physical): 512 bytes / 512 bytes
I/O size (minimum/optimal): 512 bytes / 512 bytes
Disk identifier: 0x00000000 Disk /dev/mapper/VolGroup-lv_swap: 1715 MB, 1715470336 bytes
255 heads, 63 sectors/track, 208 cylinders
Units = cylinders of 16065 * 512 = 8225280 bytes
Sector size (logical/physical): 512 bytes / 512 bytes
I/O size (minimum/optimal): 512 bytes / 512 bytes
Disk identifier: 0x00000000 [root@110-cal ~]#
过程:
1.先关闭虚拟机。
2.打开配置项,调整硬盘大小。
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" alt="" />
3.开机之后
fdisk -l 看磁盘大小是否正常
fdisk /dev/sda
p,n,3,t,8e,p,w
reboot
pvcreate /dev/sda3
pvdisplay
vgdisplay
vgextend VolGroup /dev/sda3
lvdisplay
lvextend -L +4GB -n /dev/VolGroup/lv_root
resize2fs /dev/VolGroup/lv_root
如果是centos7下的xfs文件系统,会报如下错误,不用resize2fs而用xfs_growfs。
[root@kvm ~]# resize2fs /dev/centos/home
resize2fs 1.42.9 (28-Dec-2013)
resize2fs: Bad magic number in super-block while trying to open /dev/centos/home
Couldn't find valid filesystem superblock.
需要用另一个命令了,这样就成功扩容了。
[root@kvm ~]# xfs_growfs /dev/mapper/centos-home
meta-data=/dev/mapper/centos-home isize=256 agcount=4, agsize=6553600 blks
= sectsz=4096 attr=2, projid32bit=1
= crc=0 finobt=0
data = bsize=4096 blocks=26214400, imaxpct=25
= sunit=0 swidth=0 blks
naming =version 2 bsize=4096 ascii-ci=0 ftype=0
log =internal bsize=4096 blocks=12800, version=2
= sectsz=4096 sunit=1 blks, lazy-count=1
realtime =none extsz=4096 blocks=0, rtextents=0
data blocks changed from 26214400 to 52427776
[root@kvm ~]# df -h
reboot
这样就扩容完成了
VMware ESXi虚拟机克隆及迁移
免费版的VMWare ESXi非常强大,但是遗憾的是它的客户端vSphere Client不提供克隆虚拟机的功能。其实它的命令行工具已经支持克隆,我们可以手动的方式完成这项工作。
包括单机(在同一台esxi主机上)与远程(两台之间)
没有直接的克隆菜单
VMware ESXi、VMware vCenter Server 和 vSphere Client,它们分别是 vSphere 的虚拟化层、管理层和接口层。作为接口层的vSphere Client客户端并不提供克隆虚拟机的功能,需要安装vCenter管理ESXi才有这一功能。
即便如此,我们也还是可以以手动的方式完成这项工作。
以下是第一种方法
单机版如下
1.先关闭要克隆的虚拟机(源)
2.在浏览数据存储里,新建一个文件夹(目标)用于新机,从源复制.vmx与.vmdk到目标,如果源有多个磁盘,或者做了快照,要一同复制过来
3.复制完成之后,在.vmx文件上点右键,选择“添加到清单”,弹出提示,询问这个虚拟机是移动的还是复制的,选择“I coyied it”,确定。
4.克隆完成。克隆出来的虚拟机与源虚拟机环境配置完全相同,包括IP地址、用户名口令等,需要手动更改。
双机版如下
复制的方法有说用移动存储设备,有说用FTP,但是我觉得用SCP命令最方便。
1.SSH登到ESXi服务器上,首先需要找到源虚拟机文件,例如:/vmfs/volumes/4f4f4f94-9c9152ca-c226-842b2b1419f1目录,找到.vmx与.vmdk
执行scp命令将文件复制到目标服务器的相应目录下,这个过程比较漫长,我用了大概2小时左右,当然如果是做过快照的虚拟机还需要复制快照文件,
2.然后在vSphere client中执行“添加到清单”就可以了。
第二种方法
1.关闭要迁移或克隆的虚拟机,点击文件菜单》导出ovf模板
文件的文件夹(ovf)
单个文件(ova)
2.导出完成之后,连接vsphere client到目标主机,点击文件菜单》部署ovf模板,等待完成即可。
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