数据字典如下

aaarticlea/png;base64,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" alt="" />

通过sql可以得到如下结果

select yskm,SUM(je) as je from view_dj where swdjh='321311570376851' group by yskm
 

现在项目有个要求,要统计出他们父级科目的金额。

那怎么向上推出他的父级科目代码的金额,

解决思路:

  1. 创建一张临时表来保存结果
  2. 用sqlserver cte 来查询出自己及父级所有的科目代码,代码如下
     with cte as
    (
    select a.kmcode,a.kmname,a.pidkm from sys_km a where kmcode in
    ( select t1.yskm from view_dj t1 where t1.swdjh='' )
    union all
    select k.kmcode,k.kmname,k.pidkm from sys_km k inner join cte c on c.pidkm = k.kmcode
    )
    select * from cte

    查询结果如下:aaarticlea/png;base64,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" alt="" />

3.在通过cte和金额表关联把数据插入到临时表中代码如下

insert into #tmphjcx select * from ( select  distinct  a.kmcode,a.kmname,a.pidkm,b.hjje,b.guoshui,b.dishui from cte a

   left join(

 select t2.kmcode,(t2.kmcode+'_'+t2.kmname) as kmname,hjje=sum(je), guoshui=sum(case when t1.ic='1' then je end),dishui=sum(case when t1.ic='2' then je end)  from view_dj  t1

left join sys_km  t2 on t2.kmcode=t1.yskm where t1.swdjh=@bm
group by t2.kmcode,t2.kmname)b
on b.kmcode=a.kmcode)c

查询结果如下

aaarticlea/png;base64,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" alt="" />

4.看上面的临时表的结果,可以看出科目代码顺序现在是对的,但是他们父级科目的金额都为空的,怎么根据下一级的科目金额获取上一级的科目金额呢

5,这时我们应该按科目代码的长度倒序排列,逐个更新金额,应该我们只有计算出上一级的金额,然后再上一级金额的基础上计算出下一级金额。(注意:逻辑思想很重要)

select kmcode,hjje from #tmphjcx order by len(kmcode) desc

查询结果如下

aaarticlea/png;base64,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" alt="" />

6。这时我们再更新上面临时表中父级科目金额(创建游标遍历金额表,和临时表关联来更新金额表的值)

declare @kmcode varchar(200)
declare @hjje decimal(18,2)
declare s cursor --declare 创建游标
static
for select kmcode,hjje from #tmphjcx order by len(kmcode) desc
open s --打开游标
fetch next from s into @kmcode,@hjje --提取上次提取行的下一行
while(@@fetch_status = 0)
begin
if( @hjje is null)
begin
update a set a.hjje= b.hjje,a.guoshui=b.guoshui,a.dishui=b.dishui
from #tmphjcx a
left join(select sum(hjje) as hjje,sum(dishui) as dishui,sum(guoshui) as guoshui,@kmcode as kmcode from #tmphjcx b where pidkm=@kmcode ) b
on b.kmcode=a.kmcode where a.kmcode=@kmcode
end
fetch next from s into @kmcode,@hjje
end
close s --关闭游标
deallocate s --删除游标,释放资源

7.查询出我们想要的结果

aaarticlea/png;base64,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" alt="" />

结果如下 最后:好的想法+技术可以解决一切难题。如要转载请保留原文地址

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