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技术 2022年11月16日
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 1、创建卷组使用mkvg指令创建卷组。

mkvg 指令参数
-B 创建大型卷组,该卷组最大能容纳128个物理卷和512个逻辑卷
-C 创建增加型并发卷组
-f 强制创建卷组
-G 与-B一样,创建大型卷组
-i 从标准输入读取物理卷信息
-L  LTGSize 卷组联机时,逻辑磁道组最大传递大小
-n 指定在系统重新启动时,卷组不自动激活。默认是自动激活
-P  分区 卷组中的分区总数
-S 创建可伸缩类型的卷组
-s   size 指定物理分区的大小
-t   factor 改变物理卷中物理分区数的限制
-V    MajorNumber 指定要创建卷组的主号码
-v 可以创建的逻辑卷的数量
-y  volumeGroup 指定卷组名,不让系统自动生成
-d  MaximumPhysicalVolumes 指定卷组最多可以有几个物理卷,一般忽略这个参数,不指定

 AIX支持三种类型的卷组:常规卷组、大卷组、可变卷组AIX中卷组管理<img 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" alt="" />

使用mkvg创建卷组
#mkvg   -y   testvg    hdisk1 创建卷组testvg
#mkvg  -y   datavg   -s  8   hdisk6   hdisk7  hdisk8 创建卷组datavg,卷组中的物理分区大小为8M
#smit   mkvg 使用smit工具创建卷组

  2、显示卷组的信息使用lsvg查看卷组的信息

lsvg指令参数
  不带任何参数显示系统中所有的卷组
-L 显示指定卷组所有属性
-p 显示卷组中的每一个物理卷的信息
-l 显示卷组中每个逻辑卷的信息
-M 显示物理卷上的每个逻辑卷的信息
-o 仅显示活动的卷组

 

lsvg常用指令
#lsvg   -o 显示当前系统中处于激活状态的卷组
#lsvg    rootvg 显示rootvg卷组的详细信息以及状态
#lsvg  -l  rootvg 显示rootvg中的逻辑卷信息
#lsvg    -p   rootvg 显示rootvg中的物理卷的信息
#lsvg   -M  rootvg 显示逻辑卷与物理卷的关系
#smitty    lsvg SMIT工具查看卷组的信息

 #lsvg  rootvgAIX中卷组管理<img 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" alt="" /> VOLUME GROUP:卷组名字VG STATE:卷组状态,        active/complete卷组处于活动状态,而且所有物理卷都处于活动状态        active/partial卷组处于活动状态,但是有一部分物理卷处于非活动状态        inactive卷组处于非活动状态VG PERMISSION:访问权限,可以只读,也可以同时具有读写两个权限MAX LVs:这个卷组中能够创建逻辑卷的最大个数,一般是256个LVs:在这个卷组中已经存在的逻辑卷个数OPEN LVs:在这个卷组中有多少个逻辑卷当前是打开的,可以进行逻辑卷I/O操作TOTAL PVs:该卷组中物理卷总数STATE PVs:这个卷组中有多少个陈旧物理卷,即逻辑卷镜像中未同步的物理卷数ACTIVE PVs:该卷组中有多少个物理卷处于活动状态VG IDENTIFIER:卷组标识符,卷组的标识符在系统范围内唯一,它是由字符和数字组成,5L之前版本只有16位,5L增加到32位PP SIZE:这个卷组中物理分区的大小,单位是MB,创建卷组时已制定TOTAL PPs:物理分区总数FREE PPs:空闲的PPUSED PPs:已使用的PPQUORUM:卷组的磁盘Quorum数VG DESCRIPTORS:卷组中VGDA数STALE PPs:卷组中有多少个陈旧的物理分区AUTO ON:系统启动时,是否自动激活该卷组MAX PPs per PV:每个物理卷中允许包含的最大物理分区数MAX PVs:卷组中允许包含的最大物理卷数LTG size:LTG(逻辑记录组)的大小AUTO SYNC:是否同步HOT SPARE:是否支持热备  3、卷组的更改使用chvg指令更改卷组的属性:

chvg指令参数
-a   AutoOn n 表示在系统启动期间卷组不自动激活y 表示在系统启动期间卷组自动激活
-b n 表示关闭卷组的坏块重新定位策略y 表示将打开卷组的坏块重新定位策略
-B 将卷组更改为大卷组格式。
-C 将卷组更改为“具有增强并行能力”的卷组。 它在不使用 HACMP ES 产品的卷组和系统上无效。
-g 检查卷组中的所有磁盘,并且查看是否其大小已增加
-G 将卷组更改为可伸缩卷组格式
-h   Hotspare 设置卷组是否具有热备属性,其中有y、Y、n、r参数:–y 表示通过允许从一个故障磁盘到一个备用磁盘的分区的逐个迁移来增强故障磁盘的自动迁移–Y  表示允许发送故障的磁盘自动迁移,并允许到整个池的备份磁盘的迁移–n 表示禁止发生故障的磁盘的自动迁移–r  表示从卷组的hotspare池除去所有磁盘
-P  PhysicalPartitions 增加卷组可以容纳的物理分区数
-Q 确定卷组在丢失其物理卷的限额后,逻辑卷是否自动脱机。缺省值为是。下次激活卷组时,更改变为有效。n    在丢失其所有的物理卷之前,卷组保持活动。 y    在丢失其物理卷的限额时,卷组自动脱机。 在运行 chvg -Q n 或 chvg -Q y 命令后,运行 bosbootsavebase 命令,以更新引导映像。
-R 恢复卷组的正常I/O操作
-s    sync 指定卷组是否自动同步,–y 表示自动同步旧文件–n 表示禁止旧文件分区的自动同步,这是卷组的默认值
-S 终止卷组的I/O操作,暂挂以后的I/O操作
-t 更改每个物理卷的物理分区数的限制
-u 对卷组进行解锁
-v   LogicVolumes 增加可以创建的逻辑卷的数量
-x 更改“可并行”卷组所联机的方式。要使此命令生效,则卷组必须在非并行方式下联机。

–y   在并行方式下自动联机卷组。
–n   在非并行方式下自动联机卷组。

注:如果未创建卷组“可并行”,则此命令在卷组上不生效。要使此自动联机在卷组中并发以生效,则必须将以下行输入到 /etc/inittab 文件:rc_clvmv:2:wait:/usr/sbin/clvm_cfg 2>&1注意: 该项必须添加到用于启动 srcmstr 的项之后。

 

chvg常用指令
#chvg – a   n    testvg 设置testvg在系统启动期间不自动激活。在系统启动时rootvg卷组始终被自动激活
#chvg   -B  testvg 将testvg更改为大卷组
#lsvg    testvg#varyoffvg    testvg #chvg   -G  testvg#varyonvg     testvg#lsvg    testvg 将卷组更改为可伸缩卷组
#lsvg   testvg#chvg  -s  y   testvg 设置testvg卷组自动同步。创建新卷组时,默认时不同步
  # chvg -u datavg   在进行LVM操作时,由于系统问题可能会导致正在运行的LVM命令非正常结束,这时可能会使一些卷组被上锁。此 命令解锁一个卷组
#smitty   chvg SMIT工具修改卷组属性

  4、 向卷组中添加物理卷【卷组的扩容】#extendvg        rootvg    hdisk1#smitty     extendvg   5、从卷组中删除物理卷【卷组的缩减】删除物理卷之前,必须使用rmlv指令删除物理卷上的所有逻辑卷。

reducevg指令删除物理卷
-d 删除物理卷的过程中,若物理卷中有数据,需要用户确认才能删除。会自动删除物理卷上的逻辑卷
-f 强制删除物理卷

 

#reducevg    rootvg   hdisk1 删除物理卷hdisk1
#reducevg    -d   rootvg   hdisk1 确认之后,才删除物理卷,同时删除其上的逻辑卷
#reducevg    VGname   PVID 从VGDA中彻底清除删除物理卷的信息,由于物理卷名字已不存在,所以要通过已删除物理卷的PVID来进行清除
#smitty     reducevg  

 6、激活/停用一个卷组激活卷组的过程中,卷组成员物理卷上的VGDA数据将被访问,以确定所有物理卷的VGDA信息(VGDA中的时间戳信息)是一致的。AIX是这样规定的:一个卷组中的所有物理卷的VGDA信息匹配时VGDA才是有效的。有部分物理卷出现故障,但大多数的VGDA可用(>51%),卷组也会被激活,否则卷组将激活失败。

varyonvg指令
-f 强制激活卷组,即使卷组中的VGDA存在不一致状态
-n 禁止在卷组激活的过程中进行同步卷组操作(syncvg操作),避免该同步造成更大的破坏
-s 以维护模式激活卷组,激活后可以进行卷组操作,但不能打开任何逻辑卷

 #varyonvg    datavg  激活一个卷组#smitty   varyonvg    #varyoffvg    datavg#smitty   varyoffvg   7、导入、导出一个卷组AIX允许将一个卷组整体导出(rootvg除外),也可以通过exportvg命令和importvg命令将外部的一个卷组整体导入到AIX系统中。 导出卷组就是将卷组的系统定义从ODM数据库中删除。导出卷组不会对卷组中的任何数据产生影响,仅仅是删除了ODM数据库中关于卷组的定义而已。导入卷组操作将会根据磁盘上的VGDA信息在目标系统的ODM中添加新卷组的定义。 #smitty   importvg #varyoffvg    test   //先停止test卷组#exportvg     test    //导出test卷组    #importvg     -y   test   hdisk12    //导入test卷组到系统中【卷组名不能跟系统中的卷组名称重复,否则会失败。若逻辑卷名称有冲突,将重新分配系统默认的逻辑卷名称】   8、重组卷组中的物理分区AIX还提供了reorgvg命令来重新分布卷组中逻辑卷的物理分区。在进行卷组重组前,该卷组必须处于激活状态,且必须要有一个空闲物理分区。reorgvg命令不会重新组织条带话逻辑卷物理分区的。  #reorgvg     VGname    LVname    指定逻辑卷重组#smitty    reorgvg   9、重新定义卷组如果设备配置数据库和LVM之间发生不一致,则需要使用redefinevg  保证卷组信息的一致性。

redefinevg指令参数
-d    device 指定正在重新定义卷组的物理卷
-i     Vgid 通过卷组标识号重新定义卷组
-V   Major   Number 通过卷组Major   Number重新定义卷组

 

常用指令
#redefinevg   -d  hdisk1    testvg 将名称为”hdisk1″的物理卷重新定义到设备配置数据库中

  10、卷组镜像在AIX系统中可以将卷组创建一个或两个副本。镜像卷组,相当于镜像了卷组中的所有逻辑卷。使用mirrorvg指令。

mirrorvg常用指令
-S   后台同步。启动一个后台进程syncvg进行数据同步
-s 关闭同步,不进行任何类型的镜像同步操作
-Q   Quorum Keep mirrorvg指令对卷组做镜像的时候,会关闭卷组的Quorum功能。如果希望在完成镜像之后继续保留卷组的Quorum功能,就使用-Q参数
-c    copies 由copies指定逻辑卷拥有的最小副本数。它的最大值是3,最小值是2。如果copies=1,忽略该指令
-m 在指定的物理卷上严格按照原逻辑卷副本中物理分区的排列顺序来镜像逻辑卷(使用原逻辑卷上的PP和LP之间的映射),使用此参数必须指定physical volume参数
volumeGroupName 被镜像的卷组名

 

mirrorvg常用指令
#mirrorvg   -c  2   -s  rootvg 镜像rootvg卷组,在进行镜像过程中不同步卷组中的数据
#mirrorvg   -c   2   -S   rootvg 镜像rootvg卷组,在进行镜像过程中同步卷组中的数据;对rootvg做镜像,必须执行bosboot,bootlist,和reboot指令。
#smitty    mirrorvg 对卷组进行镜像

  11、删除卷组镜像 #unmirrorvg   -c    <copies>    <VGname>   <PVname> #lsvg   -l    rootvg#unmirrorvg   -c  1  rootvg  hdsik1      删除hdisk1上一个镜像副本 #smitty    unmirrorvg   12、卷组数据同步一个逻辑卷可以有多份拷贝,但如果这几份拷贝的内容出现了不一致的情况,也就说在这个逻辑卷对应的物理卷中存在着陈旧的物理分区,这时包含这个逻辑卷的卷组中也相应地存在着未同步的物理卷。为了解决这个问题,就需要同步这个卷组,使得这个卷组中所有逻辑卷的多份拷贝内容保持一致。使用syncvg指令同步卷组中的数据。

syncvg指令参数
-f 选一份最新的物理拷贝,然后把它复制到这些逻辑分区(LP)的所有其他物理拷贝中,而不管其他物理拷贝的内容是否陈旧
-H 一个集群的所有节点对卷组的访问如果是并发模式,那么在某一个节点上执行带-H的参数的syncvg指令时,其他节点对这个卷组的写操作会延迟到这个同步操作完成以后。
-l 同步卷组中指定逻辑卷的数据
-p 同步卷组中指定物理卷的数据
-v 同步指定卷组

 

syncvg常用指令
#syncvg   -v  rootvg 同步rootvg中的所有数据
#syncvg  -l   hd3 同步逻辑卷H3中的数据
#syncvg   -p  hdsik0 同步物理卷hdisk0中的数据
#smitty    syncvg  

  

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