The article I wrote some time ago SQL Server Deadlock caused by implicit conversion Some of my friends commented and replied that SQL2008R2 There was no deadlock during the test , It's true in my own test , So I'm sorry for the confusion , Here I'll explain why .

review :SQL2012 The cause of deadlock in has been explained to you , The table scan caused by implicit conversion expands the lock size . But in SQL2008R2 The same phenomenon did not appear in China , Obviously, the scale of the lock has not expanded , The reason lies in SQL Server Our optimizer does something extra for us - Dynamic search

Dynamic search : The advantage of index based lookup ,SQL Server( Some versions ) We'll try to transform some situations internally , So that the coverage of index retrieval is wider , It's actually an important supplement .

It's an example from the previous article , We are SQL2008R2 See in the update The implementation plan of the project is shown in the figure 1-1

Code Generate test data

create table testlock
(ID varchar(10) primary key clustered,
col1 varchar(20),
col2 char(200))
go----------create test table declare @i int
set @i = 1
while @i < 100
begin
insert into testlock
select right(replicate('',10)+ cast(@i as varchar(10)),10),'aaa','fixchar'
set @i = @i+1
end
go----------generate test data

Code Deadlock statement

declare @ID nvarchar(10)
begin tran
select top 1 @ID = ID from testlock with(updlock, rowlock, readpast)
where col1 = 'aaa'
order by id asc select @ID waitfor delay '00:00:20' update testlock set col1 = 'bbb' where id = @ID commit tran

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" alt="" width="743" height="343" />

chart 1-1

You can see it because SQL Server Put the variable @ID Additional conversion operations are performed , So that it can be treated as a numerical value , In order to improve the efficiency of index search , This is the original intention of dynamic retrieval , At the same time, it also avoids the occurrence of deadlock .

About dynamic retrieval

In dynamic retrieval , The optimizer will change the constant , Scalar, computational CPU,IO The estimated consumption of 0, In order to avoid the possible execution plan change caused by the size change of query subtree , At the same time, the corresponding retrieval value range and retrieval method are used as the input of the query operation . Pictured 1-2

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" alt="" width="666" height="346" />

chart 1-2

Implementation details

You can see the picture 1-2 The output list in Expr-1013,Expr-1014,Expr-1012 In the actual operation, these three output objects represent the starting value of the constant respectively , End value , And what you need to do , Open it XML Execution plan details can be seen Expr-1013 The value is @ID, Expr-1014 The value is @ID, Expr-1012 The value is 62, and 62 That is the representative. ”=”

Pictured 1-3 Shown

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" alt="" width="662" height="324" />

chart 1-3

Another example

declare @ID nvarchar(10)
set @ID=0000000006
update testlock set col1 = 'bbb' where id > @ID

If it is greater than, then the corresponding XML Execution plan as shown 1-4

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" alt="" width="699" height="326" />

chart 1-4

notes : The meaning represented by its output expression should be the same in all versions , But it's not verified .

The values of other operators in the output list represent the meaning. Interested friends can test and verify by themselves .

Postscript : This phenomenon has been fed back to SQL Server relevant team.

Good luck in the year of the sheep , There is no limit to money !

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