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技术 2022年11月16日
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《Replication的犄角旮旯》系列导读

Replication的犄角旮旯(一)–变更订阅端表名的应用场景

Replication的犄角旮旯(二)–寻找订阅端丢失的记录

Replication的犄角旮旯(三)–聊聊@bitmap

Replication的犄角旮旯(四)–关于事务复制的监控

Replication的犄角旮旯(五)–关于复制identity列

Replication的犄角旮旯(六)– 一个DDL引发的血案(上)(如何近似估算DDL操作进度)

Replication的犄角旮旯(七)– 一个DDL引发的血案(下)(聊聊logreader的延迟)

Replication的犄角旮旯(八)– 订阅与发布异构的问题

Replication的犄角旮旯(九)– sp_setsubscriptionxactseqno,赋予订阅活力的工具

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前言:这是昨天刚刚发生的案例,尽管事件的起因只是一个简单的DDL操作,但影响面和影响时间可以说是大大超出了预期;我们将在描述本案例的前因后果之后,聊聊如何近似估算DDL的操作进度,以及关于logreader延迟的问题;

由于直接找MS开了case,直接引用标准回复格式;

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问题描述

=========

对于一张11亿的数据进行PK字段的int到bigint的类型转换,一直没有完成。发现replication延迟仅1小时

问题排查

=========

1.sp_replcounters发现replbeginlsn的值一直没有改变,但是replnextlsn一直在变化

2.sp_replcounters返回未发送的transaction持续上升

发生原因

=========

1. 执行ALTER TABLE修改PK字段从INT到bigint时,由于一直没有完成,这被视为是一个active transaction,这个值代表当前LOG的minLSN, 由于这个transaction一直没有做完,所以这个值一直没有变化

Replbeginlsn

binary(10)

Log sequence number (LSN) of the current truncation point in the log.

http://technet.microsoft.com/en-us/library/ms190486(v=SQL.110).aspx

2. 但是根据我们对于log reader的理解,这个beginLSN即使一直没有变化,也不会影响log reader对于日志的读取,因为log reader会直接从replnextlsn开始扫描

3. 由于active transaction一直没有提交,导致日志无法被截断,日志持续自增,目前已经有270GB, 4000个VLF

4. VLF太多通常是会导致log reader读取日志较慢,但是由于目前4000个VLF中只有2500个处于status=2的活动状态,并不是很多,这也不是导致replication延迟的原因

5.select *from fn_dblog(null,null)发现有大量的LOP_MODIFY_COLUMN的日志记录 (处理在LCX_HEAP上),这个应该针对于每一条记录做类型转换时都需要记录的日志.而这个记录还在不断增多.由于这部分日志会有超过11亿条,并且replication不需要发送这些日志(因为这张表已经从article中移除).但是这部分日志还是需要被log reader扫描一遍,然后跳过去,这样的扫描造成了log reader读取日志变慢,从而导致replication的延迟.

解决方案

========

1.持续等待到ALTER TABLE做完,这样log reader跳完了所有的日志以后,replication的延迟会自动追上去

2.手动cancel这个alter table,让他回滚,这样就不会产生新的日志,log reader不需要再扫描那些日志,也会慢慢追上延迟

最后您通过cancel这个alter table的语句,这个问题得以缓解.

下一步方案

========

根据我们以前case的历史背景,和今天的电话沟通,我建议您对于这张表的字段修改还是使用导到新表,然后重命名的方式.因为这样的办法使用的是select into,属于BULK操作,在SIMPLE模式下是不记日志的,所以不会对replication有影响.

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案例补充说明:

由于alter table操作并不能直接获取操作的进度(sys.dm_exec_requests中的percent_complete对alter table操作不计算执行进度),经过MS工程师的指点,我们依然可以间接的估算出操作进度;以下通过一个测试案例说明

1、创建一个数据表,填充数据;

test_1表,id列为主键自增列,类型bigint;填充数据51W条,数据大小2G左右;

2、修改id类型(int改为bigint),由于id是主键,所以需要先删除主键约束才能继续alter table。删除主键约束后,手动checkpoint一下,清理一下fn_dblog;

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” 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3、执行alter table语句并检查fn_dblog

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” alt=”” />

可以看到大量的修改行的记录,完成alter table后再查一下fn_dblog,总记录数51W多,基本与数据量一致;

4、按照下面的脚本筛选一下,可以看到,alter table操作(对堆表),实际是每行都急了一条modify的日志

SELECT [Current LSN],Operation,Context,[Transaction ID],[Log Record Fixed Length],[Log Record Length],
AllocUnitId
FROM fn_dblog(NULL,NULL) fnlog
WHERE Operation='LOP_MODIFY_ROW' AND Context='LCX_HEAP' AND [Transaction ID]='0000:00ed4660'

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” alt=”” />

然后我们在对Current LSN分析,看看跨了几个VLF

形如:00028b3d:0000002f:001e

其中第一段00028b3d表示VLF号,于是将上述结果集中的Current LSN按第一段分组计数,使用下面的脚本即可;

--查询fn_dblog中每个VLF包含的记录数
SELECT LEFT([Current LSN],CHARINDEX(':',[Current LSN])-1),COUNT(1)
FROM fn_dblog(NULL,NULL) fnlog
WHERE Operation='LOP_MODIFY_ROW' AND Context='LCX_HEAP' AND [Transaction ID]='0000:00ed4660'
GROUP BY LEFT([Current LSN],CHARINDEX(':',[Current LSN])-1)

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” alt=”” />

可以看到,目前查询到的记录中,平均每个VLF中包含1900左右的记录数

4、先计算出按照平均1900/VLF,需要多少个VLF才能支持写完51W条记录(510000/1900,约为268个VLF)

5、结合DBCC LOGINFO,可以得出当前活动VLF的数量(当alter table执行时,由于未提交或回滚,VLF处于活动状态而不能被截断),在比较预计VLF数和当前活动的VLF,即可知道当前alter table的进度

这里最好加一个限定,fn_dblog查出来的VLF号是16进制的,换成10进制是166717,再去DBCC LOGINFO的结果集查询,增加 fseqno>=166717的条件;

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” alt=”” />

小结:根据fn_dblog中某一段的日志情况(通过Operation=’LOP_MODIFY_ROW’ AND Context=’LCX_HEAP’ AND [Transaction ID]=’0000:00ed4660’确认正在执行的DDL操作,其中[Transaction ID]和Current LSN的起始位置,可以通过dbcc opentran确定),统计出平均VLF中的记录数(由于实际环境中影响日志记录的因素较多,因此需要多看几个VLF来估算DDL操作日志量的平均占比情况),再根据DBCC LOGINFO中当前活动VLF的数量推算出DDL操作的进度;

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