linux lvm管理基础教程
linux lvm管理基础教程
本人是在redhat7.x系统上亲测lvm管理功能,至于文中所受的CentOS 6 没有亲自试过。
本文来自:
https://geekpeek.net/lvm-physical-volume-management/ (pv)
https://geekpeek.net/lvm-volume-group-management/ (vg)
https://geekpeek.net/lvm-logical-volume-management/ ( lv)
因为是百度直译过来的,所以很多地方不理解,具体请查看原文。
LVM快速理解通道:
在计算机存储中,逻辑卷管理或LVM提供了一种在大容量存储设备上分配空间的方法,该方法比传统的分区方案更灵活。尤其是,卷管理器可以连接,条纹一起或以其它方式结合分区成较大的虚拟的,管理员可以重新大小或移动,从而可能在不中断系统使用。
如LVM设计方案中所见,物理卷(PV)是LVM的底层。第二层是卷组(VG),最后的第三层是逻辑卷(LV)。首先,我们需要将硬盘添加到物理卷,然后我们将其添加到卷组。从卷组我们创建逻辑卷,我们可以在其上创建文件系统。
- 第1部分 - LVM - CentOS 6上的物理卷管理
- 第2部分 - LVM - CentOS 6上的卷组管理
- 第3部分 - LVM - CentOS 6上的逻辑卷管理
在这篇文章中
- 我们将学习如何创建,删除和移动物理卷(PV)。我们将学习如何准备要添加到卷组的物理卷。
- 我们将学习如何创建,删除,扩展,缩小,重命名,合并,拆分和更改卷组(VG)。我们将学习如何为逻辑卷准备卷组。
- 我们将学习如何使用文件系统调整大小来显示,创建和扩展,减少文件系统大小调整,调整大小,重命名和删除逻辑卷(LV)。
下图是基本的设计方案:
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" 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logical_volume 逻辑卷 (爷爷)
volume-group 卷组 (父亲)
physical-volume 物理卷 (儿子)
一、linux 下物理卷操作
1.1 显示物理卷
[root@despotic /]# pvdisplay
WARNING: Device for PV Gvq9YV-oG4U-sLja-GEeh-CyQm-jUfZ-TssPji not found or rejected by a filter.
--- Physical volume ---
PV Name /dev/sda2
VG Name rhel
PV Size <29.00 GiB / not usable 3.00 MiB
Allocatable yes
PE Size 4.00 MiB
Total PE
Free PE
Allocated PE
PV UUID AnzTXd-H3Zb-wEa-HVxU-S0HS-y8Z-BtLBSS
我们还可以使用“ pvscan ”或“ pvs”命令显示物理卷,但是我们看到输出有点不同 - 使用您最喜欢的那个: [root@despotic /]# pvscan
WARNING: Device for PV Gvq9YV-oG4U-sLja-GEeh-CyQm-jUfZ-TssPji not found or rejected by a filter.
PV /dev/sda2 VG rhel lvm2 [<29.00 GiB / 4.00 MiB free]
Total: [<29.00 GiB] / in use: [<29.00 GiB] / in no VG: [ ]
[root@despotic /]# pvs
WARNING: Device for PV Gvq9YV-oG4U-sLja-GEeh-CyQm-jUfZ-TssPji not found or rejected by a filter.
PV VG Fmt Attr PSize PFree
/dev/sda2 rhel lvm2 a-- <.00g 4.00m
[root@despotic /]#
我们看到目前只存在一种现有的PV。此PV称为/dev/sda2,是PV,用于保存系统根和交换分区。使用“ pvdisplay ”命令,我们可以获得额外的信息 - Total PE,Free PE和Allocated PE。这是物理范围。许多物理范围构建物理卷。
1.2 将硬盘添加到物理卷
我们使用“ pvcreate /dev/harddisk”命令将硬盘添加到物理卷。它非常简单,不需要额外的参数。让我们看一个向PV添加/dev/sdb硬盘的示例:
[root@despotic ~]# pvcreate /dev/sdb
Physical volume "/dev/sdb" successfully created.
我们可以看到物理卷已成功创建。让我们再次使用“pvdisplay”检查:
[root@despotic ~]# pvdisplay
WARNING: Device for PV Gvq9YV-oG4U-sLja-GEeh-CyQm-jUfZ-TssPji not found or rejected by a filter.
--- Physical volume ---
PV Name /dev/sda2
VG Name rhel
PV Size <29.00 GiB / not usable 3.00 MiB
Allocatable yes
PE Size 4.00 MiB
Total PE
Free PE
Allocated PE
PV UUID AnzTXd-H3Zb-wEa-HVxU-S0HS-y8Z-BtLBSS
"/dev/sdb" is a new physical volume of "1.00 GiB" --- NEW Physical volume ---
PV Name /dev/sdb
VG Name
PV Size 1.00 GiB
Allocatable NO
PE Size
Total PE
Free PE
Allocated PE
PV UUID bkXJBo-bUt-b0L-qJ0E-tJIs-fHVB-mh1Ue3
正如我们所说,我们还可以使用“ pvscan ”和“ pvs ”命令检查PV状态:
[root@despotic ~]# pvscan
PV /dev/sda2 VG rhel lvm2 [<29.00 GiB / 4.00 MiB free]
PV /dev/sdb lvm2 [1.00 GiB]
Total: [<30.00 GiB] / in use: [<29.00 GiB] / in no VG: [1.00 GiB] [root@despotic ~]# pvs
PV VG Fmt Attr PSize PFree
/dev/sda2 rhel lvm2 a-- <.00g 4.00m
/dev/sdb lvm2 --- .00g .00g
我们看到,/dev/sdbPV已创建,但不可分配。运行“pvscan”命令为我们提供了1GB空间(无VG(卷组))的信息 - 这是不可分配的原因。
1.3 删除物理卷
我们可以使用“ pvremove”命令删除物理卷。移除PV时应小心。在将PV从系统中移除之前,请确保没有为PV分配物理范围!您可以使用“ pvmove ”命令执行此操作。
如果您删除带有文件系统的PV,您将丢失/破坏数据!我将在另一篇文章中介绍如何做到这一点。
[root@despotic ~]# pvremove /dev/sdb
Labels on physical volume "/dev/sdb" successfully wiped.
[root@despotic ~]# pvscan
PV /dev/sda2 VG rhel lvm2 [<29.00 GiB / 4.00 MiB free]
Total: [<29.00 GiB] / in use: [<29.00 GiB] / in no VG: [ ]
正如我们所看到的,我们成功删除了我们添加的所有其他物理卷。
1.4 移动分配的物理范围(不会做)
“pvmove ”命令允许您将SourcePhysicalVolume上分配的物理盘区(PE)移动到一个或多个其他物理卷(PV)。当您想要移除某些PV但是必须将所有数据移离它时,这很方便。 要将/dev/sdb上任何逻辑卷的所有逻辑扩展区移动到卷组中其他位置的可用物理扩展区,请提供详细的运行时信息,请使用命令:
[root@foo ~]# pvmove -v /dev/sdc
Finding volume group "geekpeek"
Archiving volume group "geekpeek" metadata (seqno ).
Creating logical volume pvmove0
Moving extents of logical volume geekpeek/LogVol01
Found volume group "geekpeek"
activation/volume_list configuration setting not defined: Checking only host tags for geekpeek/LogVol01
Updating volume group metadata
Found volume group "geekpeek"
Found volume group "geekpeek"
Creating geekpeek-pvmove0
Loading geekpeek-pvmove0 table (:)
Loading geekpeek-LogVol01 table (:)
Suspending geekpeek-LogVol01 (:) with device flush
Suspending geekpeek-pvmove0 (:) with device flush
Found volume group "geekpeek"
activation/volume_list configuration setting not defined: Checking only host tags for geekpeek/pvmove0
Resuming geekpeek-pvmove0 (:)
Found volume group "geekpeek"
Loading geekpeek-pvmove0 table (:)
Suppressed geekpeek-pvmove0 (:) identical table reload.
Resuming geekpeek-LogVol01 (:)
Creating volume group backup "/etc/lvm/backup/geekpeek" (seqno ).
Checking progress before waiting every seconds
/dev/sdc: Moved: 0.0%
/dev/sdc: Moved: 78.3%
/dev/sdc: Moved: 100.0%
Found volume group "geekpeek"
Found volume group "geekpeek"
Loading geekpeek-LogVol01 table (:)
Loading geekpeek-pvmove0 table (:)
Suspending geekpeek-LogVol01 (:) with device flush
Suspending geekpeek-pvmove0 (:) with device flush
Found volume group "geekpeek"
Resuming geekpeek-pvmove0 (:)
Found volume group "geekpeek"
Resuming geekpeek-LogVol01 (:)
Found volume group "geekpeek"
Removing geekpeek-pvmove0 (:)
Removing temporary pvmove LV
Writing out final volume group after pvmove
Creating volume group backup "/etc/lvm/backup/geekpeek" (seqno ).
使用“pvmove -v /dev/sdc”,我们将所有已分配的PE从/dev/sdc移动到另一个(空闲)物理卷。
只有现在我们才能安全地从我们的系统中删除名为/ dev / sdc的PV(preove)。
二、卷组操作
2.1 显示卷组
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name rhel
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size <29.00 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size / 28.99 GiB
Free PE / Size / 4.00 MiB
VG UUID bGwqky-EWNn-Mq8U-ZusG-hIPn-Zei6-BU9H2T
我们还可以使用“vgscan”或“vgs”命令显示 卷组,但是我们看到输出有点不同-在下面的示例中,我将使用“vgdisplay”,因为 它为我提供了最多信息:
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel 1 7 0 wz--n- <29.00g 4.00m
[root@despotic ~]# vgscan
Reading volume groups from cache.
Found volume group "rhel" using metadata type lvm2
我们看到目前只有一个现有的卷组。此VG称为rhel,是VG,用于保存系统根和交 换分区。使用“ vgdisplay”命令,我们可以获得额外的信息VG大小,PE大小,总PE ,......这是物理范围。许多物理范围构建物理卷。
2.2 将物理卷添加到卷组
首先创建一个物理卷
[root@despotic ~]# pvcreate /dev/sdb
Physical volume "/dev/sdb" successfully created.
[root@despotic ~]# pvs
PV VG Fmt Attr PSize PFree
/dev/sda2 rhel lvm2 a-- <.00g 4.00m
/dev/sdb lvm2 --- .00g .00g
将物理卷添加到卷组
[root@despotic ~]# vgcreate sunvg /dev/sdb
Volume group "sunvg" successfully created
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1020.00 MiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1020.00 MiB
VG UUID YI70Ki-htIg-JRk9-M9CJ-VHad-TgXn-8kECDU
我们可以看到VG已成功创建。我们还可以看到“sunvg”VG的完整状态 VG Size,总PE,PE尺寸,......
2.3 扩展卷组
我们可以使用“vgextend”命令扩展卷组。简单的语法是“ vgextend name /dev/harddisk”。
通过扩展VG,您可以添加PV并扩展VG的大小。在我们的示例中,我们将通过添加/dev/sdc PV 将名为“ sun ”的VG 从1GB扩展到2GB
[root@despotic ~]# vgextend sunvg /dev/sdc
WARNING: ext4 signature detected on /dev/sdc at offset . Wipe it? [y/n]: y
Wiping ext4 signature on /dev/sdc.
Physical volume "/dev/sdc" successfully created.
Volume group "sunvg" successfully extended [root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID HfRecO-9b2Y-4WqO-FJZv-2DoB-Odfq-DAbbhy
2.4 裁剪卷组
我们可以使用“vgreduce”命令减少卷组。
简单的语法是“vgreduce name /dev/harddisk”。通过降低VG,您可以从中移除PV并降低VG的尺寸。在我们的示例 中,我们将通过删除/ dev / sdd PV 将称为“ geekpeek ”的VG从2GB减少到1GB:
[root@despotic ~]# vgreduce sunvg /dev/sdc
Removed "/dev/sdc" from volume group "sunvg"
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1020.00 MiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1020.00 MiB
VG UUID HfRecO-9b2Y-4WqO-FJZv-2DoB-Odfq-DAbbhy
2.5 拆分卷组
我们可以使用“vgsplit”命令拆分Volume Group.
简单的语法是“vgsplit name newname/dev/harddisk”. 通过拆分VG,您可以从中移除PV并降低VG的大小.。在我们的示例中,我们将拆分称为“sunvg”的VG并创建一个名为“runvg”的新VG
首先扩展一下卷组,保证可以拆分出来
[root@despotic ~]# vgextend sunvg /dev/sdc
Volume group "sunvg" successfully extended
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel wz--n- <.00g 4.00m
sunvg wz--n- .99g .99g
然后进行拆分
[root@despotic ~]# vgsplit sunvg runvg /dev/sdc
New volume group "runvg" successfully split from "sunvg"
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1020.00 MiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1020.00 MiB
VG UUID MPDOtM-IAYu-kQSA-AL7m-Jq4t-3dKY-AGbjdt --- Volume group ---
VG Name runvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1020.00 MiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1020.00 MiB
VG UUID 3r2F6u-wud4-4NBA-k17f-BdYy-R7cl-u5nKzy
2.6 合并卷组
在下一步中,我们将拆分的卷组(VG)合并在一起。我们可以将VG与vgmerge命令合并。简单的语法是"vgmerge name1 name2"
首先查看一下当前的卷组runvg,sunvg
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel wz--n- <.00g 4.00m
runvg wz--n- 1020.00m 1020.00m
sunvg wz--n- 1020.00m 1020.00m
然后对runvg和sunvg进行合并,合并成功之后就剩下一个runvg,但是同时runvg的容量由1G改变为了2G
[root@despotic ~]# vgmerge runvg sunvg
Volume group "sunvg" successfully merged into "runvg"
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel wz--n- <.00g 4.00m
runvg wz--n- .99g .99g
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name runvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID Bb77hr-MK5E-TXSX-anqL-aQkv-XMwn-lyUUxl
2.7 更改卷组
我们可以使用“vgchange”命令更改卷组参数。简单的语法是“vgchange name-parameter value”。
通过更改VG,您可以更改VG的参数有关详细信息,请查看“vgchange -help”。在我们的示例中,我们将更改名为“runvg”的VG的PE大小:
[root@despotic ~]# vgchange runvg -s 8144KB
Physical Extent size must be a multiple of 128.00 KiB when not a power of .
物理范围大小必须是128 Kib的倍数,而不是2的幂。
[root@despotic ~]# vgchange runvg -s 8192KB
New size for /dev/sdc not an exact number of new extents.
新的大小为2088960 /DEV/SDC的新的大小不是新数量的确切数量。
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name runvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID Bb77hr-MK5E-TXSX-anqL-aQkv-XMwn-lyUUxl
如上,此时依旧没有改变成功 [root@despotic ~]# vgchange runvg -s 2048KB
Volume group "runvg" successfully changed
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name runvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 2.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID Bb77hr-MK5E-TXSX-anqL-aQkv-XMwn-lyUUxl
在这里,我们将他调小,可以看到PE Size 已然修改成功
2.8 重命名卷组
我们可以使用“vgrename”命令重命名Volume Group。简单的语法是“vgrename name1 name2”
在我们的实例中,我们将名为“runvg”的VG重命名为“sunvg”
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel wz--n- <.00g 4.00m
runvg wz--n- .99g .99g
[root@despotic ~]# vgrename runvg sunvg
Volume group "runvg" successfully renamed to "sunvg"
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 2.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID Bb77hr-MK5E-TXSX-anqL-aQkv-XMwn-lyUUxl
2.9 删除卷组
我们可以使用“vgremove”命令删除卷组。简单的语法是“vgremove name”
在我们的实例中,我们将删除名为“sunvg”的卷组
[root@despotic ~]# vgremove sunvg
Volume group "sunvg" successfully removed
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
rhel wz--n- <.00g 4.00m
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name rhel
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size <29.00 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size / 28.99 GiB
Free PE / Size / 4.00 MiB
VG UUID bGwqky-EWNn-Mq8U-ZusG-hIPn-Zei6-BU9H2T
已经看不到runvg
在管理卷组之前,要对逻辑卷进行适当的重新配置!如果没有,你可以松开或整理你的数据!
Before you manage your Volume Groups make appropriate reconfiguration of the Logical Volumes! If not, you can loose or corrput your data!
三、linux 下逻辑卷操作
3.1 显示逻辑卷
我们可以使用“ lvdisplay ”命令在系统上显示所有逻辑卷(LV)
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 500.00m
[root@despotic ~]# lvscan
ACTIVE '/dev/sunvg/sunlv' [500.00 MiB] inherit
[root@despotic ~]# lvdisplay
--- Logical volume ---
LV Path /dev/sunvg/sunlv
LV Name sunlv
VG Name sunvg
LV UUID 9bMVAo-GIl8-EatT-OuGs-KPbK-nqhE-QLZ8O2
LV Write Access read/write
LV Creation host, time despotic, -- :: +
LV Status available
# open
LV Size 500.00 MiB
Current LE
Segments
Allocation inherit
Read ahead sectors auto
- currently set to
Block device :
3.2 创建逻辑卷
要创建新的逻辑卷(LV),我们首先必须检查所需的卷组(VG)以获得自由支配的物理范围(PE)自由的PE。
To create new Logical Volume (LV) we first have to check the desired Volume Group (VG) for free Physical Extent (PE) – Free PE’s.
检查卷组的可用空间
[root@despotic ~]# vgdisplay
--- Volume group ---
VG Name sunvg
System ID
Format lvm2
Metadata Areas
Metadata Sequence No
VG Access read/write
VG Status resizable
MAX LV
Cur LV
Open LV
Max PV
Cur PV
Act PV
VG Size 1.99 GiB
PE Size 4.00 MiB
Total PE
Alloc PE / Size /
Free PE / Size / 1.99 GiB
VG UUID kl3yih-3Twc-YaqS-HDSF-0JCs-JDIQ-eCcRkh
可以清晰的看见卷组sunvg有1.99G的可用空间使用,我们可以使用lvcreate创建逻辑卷
简单的命令为“lvcreate -n lvname -L Size(500B/M/G/T) vgname”
[root@despotic ~]# lvcreate -n sunlv -L 500M sunvg
Logical volume "sunlv" created.
创建完成,可以看见新加了大小为500M的一个逻辑卷,所属卷组为sunvg
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 500.00m
[root@despotic ~]# lvscan
ACTIVE '/dev/sunvg/sunlv' [500.00 MiB] inherit
[root@despotic ~]# lvdisplay
--- Logical volume ---
LV Path /dev/sunvg/sunlv
LV Name sunlv
VG Name sunvg
LV UUID TV6RJ3-c7N2-yeFp-rbfs-73E6-Cu1f-t60PWk
LV Write Access read/write
LV Creation host, time despotic, -- :: +
LV Status available
# open
LV Size 500.00 MiB
Current LE
Segments
Allocation inherit
Read ahead sectors auto
- currently set to
Block device :
查看一下sunvg卷组所剩余的容量
[root@despotic ~]# vgs
VG #PV #LV #SN Attr VSize VFree
sunvg wz--n- .99g .50g
而如果我们使用的参数为-l,而不是-L,那么此时可以可以这样理解 ,要查看更详细的内容,请使用lvcreate --help
其他部分创建方式
- 从sunvg中拿出20个单位来给runlv,一个单位大小为4G
lvcreate -n runlv -l sunvg
- 从sunvg中拿出一半给rsunlv,大小为1024
lvcreate -l %VG -n rsunlv sunvg
- 在卷组sunvg中创建大小为20M的逻辑卷,并命名为srunlv
lvcreate -L -n srunlv sunvg
- 将卷组sunvg中剩余的空间全部分配给olv
lvcreate --name olv -l %FREE sunvg
我们看一下刚才创建的卷组
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
olv sunvg -wi-a----- 420.00m
rsunlv sunvg -wi-a----- 1020.00m
runlv sunvg -wi-a----- 80.00m
srunlv sunvg -wi-a----- 20.00m
sunlv sunvg -wi-a----- 500.00m
3.3 扩展逻辑卷
我们可以使用“lvextend”命令扩展逻辑卷。简单的语法是“lvextend -L +size /dev/vgname/lvname”
您还可以调整文件系统的大小,但需要添加-r参数“lvextend -L + size /dev/vgname/lvname -r”。
在我们的例子中,我们将把sunlv又500M扩容至1G(+500M)
当然,您首先要检查VG中是否有足够的空间来完成操作!
[root@despotic ~]# lvextend -L +500M /dev/sunvg/sunlv
Size of logical volume sunvg/sunlv changed from 500.00 MiB ( extents) to 1000.00 MiB ( extents).
Logical volume sunvg/sunlv successfully resized.
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 1000.00m
要自动调整LV和文件系统的大小,请使用-r参数!我们可以在安装时动态调整文件系统的大小!
[root@despotic ~]# lvextend -L +200M /dev/sunvg/sunlv -r
fsadm: Cannot get FSTYPE of "/dev/mapper/sunvg-sunlv".
Filesystem check failed.
提示文件系统检查失败。先进行格式化一下
[root@despotic ~]# mkfs.ext4 /dev/sunvg/sunlv
mke2fs 1.42. (-Dec-)
文件系统标签=
OS type: Linux
块大小= (log=)
分块大小= (log=)
Stride= blocks, Stripe width= blocks
inodes, blocks
blocks (5.00%) reserved for the super user
第一个数据块=
Maximum filesystem blocks=
block groups
blocks per group, fragments per group
inodes per group
Superblock backups stored on blocks:
, , , Allocating group tables: 完成
正在写入inode表: 完成
Creating journal ( blocks): 完成
Writing superblocks and filesystem accounting information: 完成
格式化完成,重新进行调整
[root@despotic ~]# lvextend -L +200M /dev/sunvg/sunlv -r
fsck,来自 util-linux 2.23.
/dev/mapper/sunvg-sunlv: clean, / files, / blocks
Size of logical volume sunvg/sunlv changed from 1000.00 MiB ( extents) to 1.17 GiB ( extents).
Logical volume sunvg/sunlv successfully resized.
resize2fs 1.42. (-Dec-)
Resizing the filesystem on /dev/mapper/sunvg-sunlv to (4k) blocks.
The filesystem on /dev/mapper/sunvg-sunlv is now blocks long. [root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- .17g
3.4 裁剪逻辑卷
我们可以使用“lvreduce”命令来对逻辑卷进行裁剪.
简单的命令是“lvreduce -L -size /dev/vgname/lvname”.
您也可以调整文件系统的大小,但需要添 加-r参数.
简单的命令是“lvreduce -L -size /dev/vgname/lvname -r”
在我们的实例中,我们将sunlv由1.2G裁剪到1G(-200M),我们应该首先使用“lvchange” 停用我们的LV ,然后重新激活它:
[root@despotic ~]# lvchange -an /dev/sunvg/sunlv
这里我犯了一个错误,使用lvchange命令之后就不能进行补全了,得自己手动将路径敲出来
[root@despotic ~]# ls /dev/s
sda sda2 sdc sg1 sg3 snapshot sr0 stdin
sda1 sdb sg0 sg2 shm/ snd/ stderr stdout
[root@despotic ~]# lvreduce -L -200M /dev/sunvg/sunlv
Size of logical volume sunvg/sunlv changed from 1.17 GiB ( extents) to 1000.00 MiB ( extents).
Logical volume sunvg/sunlv successfully resized.
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi------- 1000.00m
[root@despotic ~]# lvchange -ay /dev/sunvg/sunlv -----激活
要自动调整LV和文件系统的大小,请使用-r参数:
[root@despotic ~]# lvreduce -L -200M /dev/sunvg/sunlv -r
fsck,来自 util-linux 2.23.
/dev/mapper/sunvg-sunlv: clean, / files, / blocks
resize2fs 1.42. (-Dec-)
Resizing the filesystem on /dev/mapper/sunvg-sunlv to (4k) blocks.
The filesystem on /dev/mapper/sunvg-sunlv is now blocks long. Size of logical volume sunvg/sunlv changed from 1000.00 MiB ( extents) to 800.00 MiB ( extents).
Logical volume sunvg/sunlv successfully resized.
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 800.00m
3.5 调整逻辑卷大小
我们可以使用“lvresize”命令扩展和减少LV 。
减少LV的简单语法是“lvresize -L -size /dev/vgname/lvname”
再次调整文件系统的大小以在末尾添加-r。
扩展LV的简单语法是“lvresize -L + size /dev/vgname/lvname”
再次调整文件系统的大小以在末尾添加-r。
我们将称为“sunlv”的LV 从800M降低到300M,然后从300M扩展到1000M。
减少到300M
[root@despotic ~]# lvresize -L -500M /dev/sunvg/sunlv -r
fsck,来自 util-linux 2.23.
/dev/mapper/sunvg-sunlv: clean, / files, / blocks
resize2fs 1.42. (-Dec-)
Resizing the filesystem on /dev/mapper/sunvg-sunlv to (4k) blocks.
The filesystem on /dev/mapper/sunvg-sunlv is now blocks long. Size of logical volume sunvg/sunlv changed from 800.00 MiB ( extents) to 300.00 MiB ( extents).
Logical volume sunvg/sunlv successfully resized.
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 300.00m
增加到1000M
[root@despotic ~]# lvresize -L +700M /dev/sunvg/sunlv -r
fsck,来自 util-linux 2.23.
/dev/mapper/sunvg-sunlv: clean, / files, / blocks
Size of logical volume sunvg/sunlv changed from 300.00 MiB ( extents) to 1000.00 MiB ( extents).
Logical volume sunvg/sunlv successfully resized.
resize2fs 1.42. (-Dec-)
Resizing the filesystem on /dev/mapper/sunvg-sunlv to (4k) blocks.
The filesystem on /dev/mapper/sunvg-sunlv is now blocks long. [root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 1000.00m
3.6 重命名逻辑卷
我们可以使用“lvrename”命令重命名逻辑卷。
简单的语法是
“lvrename vgname /dev/vgname/lvname_old /dev/vgname/lvname_new ”。
在我们的例子中,我们将卷组“sunvg”中的“sunlv”重命名为“runlv”
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
sunlv sunvg -wi-a----- 1000.00m
[root@despotic ~]# lvrename sunvg /dev/sunvg/sunlv /dev/sunvg/runlv
Renamed "sunlv" to "runlv" in volume group "sunvg"
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
runlv sunvg -wi-a----- 1000.00m
3.7 删除逻辑卷
您将删除的LV的所有数据都将丢失!
我们可以使用“lvremove”命令删除逻辑卷。
简单的语法是“lvremove /dev/vgname/lvname ”。
在我们的例子中,我们删除卷组sunvg中的runlv这个逻辑卷
首先停用LV,然后将其删除:
[root@despotic ~]# lvchange -an /dev/sunvg/runlv
[root@despotic ~]# lvremove /dev/sunvg/runlv
Logical volume "runlv" successfully removed
[root@despotic ~]# lvs
LV VG Attr LSize Pool Origin Data% Meta% Move Log Cpy%Sync Convert
var rhel -wi-ao---- .00g
总结一下
如果您想添加一个逻辑卷,按照如下步骤做,即可成功
1、创建物理卷 ----- pvcreate /dev/sdb
2、创建卷组 ----- vgcreate sunvg /dev/sdb
3、创建逻辑卷 ----- lvcreate -n sunlv -L 500M sunvg
4、格式逻辑卷 ----- mkfs.ext4 /dev/sunvg/sunlv
5、挂载 ----- mount /dev/sunvg/sunlv /disk
[root@despotic ~]# df -h
文件系统 容量 已用 可用 已用% 挂载点
/dev/mapper/sunvg-sunlv 477M 2.3M 445M 1% /disk
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