环境要求:2005+

在日常需求中常常会有行转列的事情需求处理。假设不是动态的行,那么我们能够採取case when 罗列处理。

在sql 2005曾经处理动态行或列的时候,通常採用拼接字符串的方法处理。在2005以后新增了pivot函数之后,我能够利用这样函数来处理。

1.动态SQL注入式推断函数

--既然是用到了动态SQL,就有一个老话题:SQL注入。

建一个注入性字符的推断函数。
CREATE FUNCTION [dbo].[fn_CheckSQLInjection]
(
@Col nvarchar(4000)
)
RETURNS BIT --假设存在可能的注入字符返回true,反之返回false
AS
BEGIN
DECLARE @result bit;
IF
UPPER(@Col) LIKE UPPER(N'%0x%')
OR UPPER(@Col) LIKE UPPER(N'%;%')
OR UPPER(@Col) LIKE UPPER(N'%''%')
OR UPPER(@Col) LIKE UPPER(N'%--%')
OR UPPER(@Col) LIKE UPPER(N'%/*%*/%')
OR UPPER(@Col) LIKE UPPER(N'%EXEC%')
OR UPPER(@Col) LIKE UPPER(N'%xp_%')
OR UPPER(@Col) LIKE UPPER(N'%sp_%')
OR UPPER(@Col) LIKE UPPER(N'%SELECT%')
OR UPPER(@Col) LIKE UPPER(N'%INSERT%')
OR UPPER(@Col) LIKE UPPER(N'%UPDATE%')
OR UPPER(@Col) LIKE UPPER(N'%DELETE%')
OR UPPER(@Col) LIKE UPPER(N'%TRUNCATE%')
OR UPPER(@Col) LIKE UPPER(N'%CREATE%')
OR UPPER(@Col) LIKE UPPER(N'%ALTER%')
OR UPPER(@Col) LIKE UPPER(N'%DROP%')
SET @result=1
ELSE
SET @result=0
return @result
END
GO

2.需求:

--通过日期查询几个表联合,依照检验项目分类,按日期横向展示

select a.检验项目 , CONVERT(char(10),a.日期,120)日期,Convert(decimal(18,2),cast((SUM(a.測试数量)-SUM(a.不良数量)) as decimal(18,2))/sum(測试数量))*100  as 良率
--into #tempcob
from (select 日期,检验项目, 測试数量, 不良数量 from 制程COB成測 union all
select 日期,检验项目, 測试数量, 不良数量 from 制程COB外观 union all
select 日期,检验项目,測试数量, 不良数量 from 制程COB绑測 union all
select 送检日期,'FQC_COB_检验',检验数量,不合格数量 from 制程FQC_COB_检验
) as a
where CONVERT(char(10),日期,120)>='2014-10-01' and CONVERT(char(10),日期,120)<= '2014-10-30'
group by a.检验项目,a.日期

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" alt="" />

3.解决方式:

--抓取数据写入暂时表#tempcob
select a.检验项目 , CONVERT(char(10),a.日期,120)日期,Convert(decimal(18,2),cast((SUM(a.測试数量)-SUM(a.不良数量)) as decimal(18,2))/sum(測试数量))*100 as 良率
into #tempcob
from (select 日期,检验项目, 測试数量, 不良数量 from 制程COB成測 union all
select 日期,检验项目, 測试数量, 不良数量 from 制程COB外观 union all
select 日期,检验项目,測试数量, 不良数量 from 制程COB绑測 union all
select 送检日期,'FQC_COB_检验',检验数量,不合格数量 from 制程FQC_COB_检验
) as a
where CONVERT(char(10),日期,120)>='2014-10-01' and CONVERT(char(10),日期,120)<= '2014-10-30'
group by a.检验项目,a.日期 --查看暂时表数据。取分布日期(不反复)
--select 日期 from #tempcob
--select distinct 日期 from #tempcob
DECLARE @SQL NVARCHAR(4000)=N'';
--这里使用了xml处理来处理类组字符串
SET @SQL=STUFF((SELECT N','+QUOTENAME(b.日期) FROM (select distinct 日期 from #tempcob) as b
FOR XML PATH('')),1,1,N'');
--增加了xml处理和SQL注入预防推断
IF dbo.fn_CheckSQLInjection(@SQL)=0
SET @SQL='select * from #tempcob pivot (max(良率) for 日期 in ('+@SQL+')) as tt'
EXEC(@SQL);
drop table #tempcob

4.结果:

aaarticlea/png;base64,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