EF架构~LinqToEntity里实现left join的一对一与一对多

时间:2024-09-18 08:36:08

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对于linq to sql里实现left join我已经介绍过了,这篇文章的出现是由于最近在项目里遇到的一个问题,解决这个问题花了我不少时间,可能有2个小时,事件是这样的,对于两个表,它们是一对多关系,而需求是返回一个一对一的关系,并将最新的数据返回,这个很多同学都知道,可以使用inner join,但是,对于inner  join来说,当处理的是一对多关系时,它将会出现多条记录,这也是正常的;而它并不满足我们今天的需求,经过测试后,找到了解决这个问题的方法,下面看代码:

一对多关系

from r in base.GetModel()
join data in new TsingDa_NewLearningBarRepository<FAQ_Reply>(UnitWork).GetModel().Where(i => i.Status == (int)Status.Normal)
on r.FAQInfoID equals data.FAQInfoID into list

这个很容易理解,将满足faqinfoId的FAQ_Reply集合获出,放入list变量中。

一对一关系

from r in base.GetModel()
join data in new TsingDa_NewLearningBarRepository<FAQ_Reply>(UnitWork).GetModel().Where(i => i.Status == (int)Status.Normal)
on r.FAQInfoID equals data.FAQInfoID

这种写法是正规的inner join写法,它适合于数据结构中的一对一关系,即两张表有相同的主键,它们在数据中是严格一对一的,如果不是一对一,那种,这个语句将会出现重复数据!

下面是在EF中对left  join进行的一对一改造

 join data in new TsingDa_NewLearningBarRepository<FAQ_Reply>(UnitWork).GetModel().Where(i => i.Status == (int)Status.Normal)
on r.FAQInfoID equals data.FAQInfoID into list
from data in list.EmptyOrDefalt()

可很遗憾,并不成功,还是返回的重复数据,这在传统的linq to sql中是可以的,但在linq to entity中是不行的,因为它们生成SQL语句的内核不同

正确的一对一做法

 join data in new TsingDa_NewLearningBarRepository<FAQ_Reply>(UnitWork).GetModel().Where(i => i.Status == (int)Status.Normal)
on r.FAQInfoID equals data.FAQInfoID into list
select new FAQ_Info_Ext()
{
FAQReply = list.OrderByDescending(i => i.AddTime).FirstOrDefault()
}

我们可以看到,它的巧妙是在数据赋值上...

看一个数据库的监控

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" alt="" />

刚看到后,真是下了我一大跳,怎么连了这么多库呀,晕,然后,本地设断点调试了一下,原来和我的代码没有关系,是其它代码惹的祸!

我的代码运行是这样的

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" alt="" />

这是可以接受的,在我的预料之中,呵呵。

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