我们都知道数据在存储引擎中是以页的形式组织的,但数据页在不同的组织形式中其中对应的数据行存储是不尽相同的,这里通过实例为大家介绍下堆表的中特有的一种情形Forwared Records及处理方式.
概念
堆表中,当对其中的记录进行更新时,如果当前数据页无法满足更新行的容量,此时这行记录将会转移到新的数据页中,而原数据页中将会留下指针(文件号,页号,槽号)链接到新的数据页中.
Code 创建测试数据
create database testpage
go
use testpage
go
create table testtb
(
id int identity(1,1),
str1 char(100) default replicate('a',100),
str2 varchar(2000) default replicate('b',500),
str3 varchar(2000) default replicate('c',1000)
)
go insert into testtb default values
go 20
Code 查看相关数据页 如图1-1
DBCC TRACEON(3604) GO DBCC IND(testpage,'testtb', 1)---find the data page GO DBCC PAGE('testpage', 1, 79, 3)-----view data page find slot 2(ID=3) GO
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" alt="" />
图1-1
现在我们来更新ID=3的数据使当前数据页(79)无法容纳此行数据,然后观察数据页,
Code
update dbo.testtb set str2=replicate('t', 1000) where ID=3--update ID=3
GO
DBCC PAGE('testpage', 1, 79, 3)
GO
继续找到slot 2槽位(ID=3)观察 如图1-2所示,此时slot2数据的Record Type = FORWARDING_STUB,也就是此时槽位2只留下RID记录,数据转到其他数据页中了(Forwarding to = file 1 page 94 slot 0 )
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" alt="" />
图1-2
这里稍微深入的讲下RID的存储内容,实例中根据dbcc page已经给我们展示RID的内容,实际上存储是16进制的如图1-2中的黑色部分(045e0000 00010000 00
).具体对应RID内容如图1-3
图1-3
我们在找到实际存储ID=3的数据页看下数据内容(1:94:0) 如图1-4
图中我省去了数据内容
code
DBCC PAGE('testpage', 1, 94, 3)
GO
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" alt="" />
图1-4
接下来我们继续更新ID=3让新的数据页也无法容纳它,然后观察相应的数据页如图1-5(三个dbcc page 合成图)
(此时ID=3的原始页94,槽号2指向了新的数据页位置184)如图所示1-5所示
code
insert into testtb default values
go 20----先插入一些数据 update dbo. Testtb set str2=replicate('t', 2000),str3=replicate('t', 2000) where ID=3 GO---继续更新ID=3 DBCC PAGE('testpage', 1, 79, 3)--------源ID=3,现在执行(1:184:2)
GO
DBCC PAGE('testpage', 1, 94, 3)--------第一次修改时ID=3存储位置(1:94:0),现在slot 0没有了
GO
DBCC PAGE('testpage', 1, 184, 3)------目前id=3的数据存储位置
GO
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" alt="" />
图1-5
可以看出id=3的原始页(1:79:2)的数据再次变更后的由(1:94:0)挪到了(1:184:2)中,
而页号94槽号0就不存在了.
堆表中的非聚集索引.
当堆表中有非聚集索引存在时,非聚集索引RID指向的原始页位置
我们通过实例看下
注:关于heap rid我就不做详细介绍了,实例中通过查询转换可以算出10进制对应的RID
Code
CREATE UNIQUE NONCLUSTERED INDEX inx_1 ON testtb (id ) DBCC IND(testpage,'testtb', -1)----find the index page (page type 2)115
GO
DBCC PAGE('testpage', 1, 115, 3)---find the heap rid where id=3 heap rid =0x4F00000001000200 DECLARE @HeapRid BINARY(8)
SET @HeapRid = 0x4F00000001000200
SELECT
CONVERT (VARCHAR(5),
CONVERT(INT, SUBSTRING(@HeapRid, 6, 1)
+ SUBSTRING(@HeapRid, 5, 1)))
+ ':'
+ CONVERT(VARCHAR(10),
CONVERT(INT, SUBSTRING(@HeapRid, 4, 1)
+ SUBSTRING(@HeapRid, 3, 1)
+ SUBSTRING(@HeapRid, 2, 1)
+ SUBSTRING(@HeapRid, 1, 1)))
+ ':'
+ CONVERT(VARCHAR(5),
CONVERT(INT, SUBSTRING(@HeapRid, 8, 1)
+ SUBSTRING(@HeapRid, 7, 1)))
AS 'Fileid:Pageid:slot'
可以看到select 的输出正好是(1:79:2)我们原始的id=3的位置
关于性能
由于forwarded record的存在,当访问到这种数据行时,会消耗额外的随机IO,从而影响性能.更有甚者,由于额外的数据页被放入内存中,造成BP的污染,致使性能下降.
(研发要求对一个频繁访问的大堆表更新扩充栏位,执行完了性能依旧下降有木有?)
我们通过简单实例来看下
访问forwarded record会造成额外IO如图2-1
Code
set statistics io on select * from testtb where id=2 select * from testtb where id=3
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" alt="" />
图2-1
当表数据量大时,大批量更新扩充栏位会造成对缓冲池的污染
code
create table testbp
(
id int identity(1,1),
str1 char(100) default replicate('a',100),
str2 varchar(2000) default replicate('b',500),
str3 varchar(2000) default replicate('c',1000)
)
go
insert into testbp default values
go 10000 dbcc dropcleanbuffers
select * from testbp SELECT count(*)*8/1024 AS 'Cached Size (MB)'
,CASE database_id
WHEN 32767 THEN 'ResourceDb'
ELSE db_name(database_id)
END AS 'Database'
FROM sys.dm_os_buffer_descriptors with(nolock)
where db_name(database_id)='testpage'
GROUP BY db_name(database_id) ,database_id
-----buffer pool 15MB update dbo. testbp set str2=replicate('t', 1000)---make forwarded recordes dbcc dropcleanbuffers select * from testbp SELECT count(*)*8/1024 AS 'Cached Size (MB)'
,CASE database_id
WHEN 32767 THEN 'ResourceDb'
ELSE db_name(database_id)
END AS 'Database'
FROM sys.dm_os_buffer_descriptors with(nolock)
where db_name(database_id)='testpage'
GROUP BY db_name(database_id) ,database_id
------31MB
顺序执行代码时可以看出,testpage表更改前后占Buffer Pool的大小分别为15M,31M,对BP影响明显.
监控/发现
实际生产环境中我们需要监控一些性能指标用来辅助DBA解决问题,保证运维效率,针对这里,我们监控性能计数器中SQL Server Access Methods对象中的forwarded records/sec,如果你设定的了性能Baseline,这个值如果有异常变化,则需要我们关注.
同时我们也可以根据系统的DMF找出特定对象的forwarded records信息.代码如下
select
object_name(object_id) as objectName
,index_type_desc
,forwarded_record_count
from
sys.dm_db_index_physical_stats(db_id(),null,null,null, 'detailed')
where object_name(object_id)='testbp'
------view the forwarded records info
注:可以通过简单的Batch检索整个库甚至实例中的堆表的相关信息,有兴趣的朋友自己写下.
处理
如果发现了因为forwarded Recordes引起的性能问题,我们可以选择表中创建聚集索引改变数据组织结构(forwarded Recordes只在堆表中存在).如果无法添加聚集索引,也可以选择重组堆表(alter table heap rebuild)操作时应注意时间窗口
结语
任何事物都存在因果,套用数据库系统中,我们应该清楚自己的所作所为,以及带来的效用/影响.合理到位的分析,评估会让我们的工作变得从容.
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