本文作者:苏生米沿

本文地址:http://blog.csdn.net/sushengmiyan/article/details/50471210

需求很简单,我有一个部门和部门的请假申请表。表数据简单罗列如下:

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

申请信息存放在sqxx这张表中,然后存放了zybm和zybm对应的部门信息,有个部门表bmxx,想查询开始结束时间间隔为半天的(时差小于4即可)和大于半天的(按一天算)以部门为单位的统计结果,效果如下:

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

今天学了一个执行语句,顺利实现。感觉还是棒棒哒。

select sqbm, (select bmmc from bmxx b where b.bm=a.sqbm) as bmmc,
sum(case when A.hasdata <>'' and timestampdiff(HOUR,kssj,jssj)<=4 then 1 else 0 end) as bt,
sum(case when A.hasdata <>'' AND timestampdiff(HOUR,kssj,jssj) <=4 then 1 else 0 end) as qt
from clgl_ycsqxx a group by a.sqbm;

这个语句首先去关联了部门表,查询了部门名称,然后根据日期间隔,case when判断了小于4小时的记录个数和大于4小时的记录个数。最后根据部门分组。

数据库的case when 使用实例的更多相关文章

  1. MySQL数据库企业级应用实践(多实例源码编译)

    MySQL数据库企业级应用实践(多实例源码编译) 链接:https://pan.baidu.com/s/1ANGg3Kd_28BzQrA5ya17fQ 提取码:ekpy 复制这段内容后打开百度网盘手机 ...

  2. android本地数据库,微信数据库WCDB for Android 使用实例

    android本地数据库,微信数据库WCDB for Android 使用实例 Home · Tencent/wcdb Wikihttps://github.com/Tencent/wcdb/wiki ...

  3. [转]oracle 数据库、表空间、实例、服务之间的关系

    1.每个DATABASE--可包含多个INSTANCE--每个INSTANCE可包含多个TABLESPACE和USER等(授予USER读写TABLESPACE的权限)--每个TABLESPACE可包含 ...

  4. Oracle数据库基本知识-原理,实例,表空间,用户,表

    1.数据库原理及sql 数据库:是人们存放数据,访问数据,操作数据的存储仓库. DB:数据库,按存储结构来组织,存储和管理的数据仓库 DBMS:数据库管理系统,管理数据库的软件 SQL:结构化查询语言 ...

  5. python链接oracle数据库以及数据库的增删改查实例

    初次使用python链接oracle,所以想记录下我遇到的问题,便于向我这样初次尝试的朋友能够快速的配置好环境进入开发环节. 1.首先,python链接oracle数据库需要配置好环境. 我的相关环境 ...

  6. java:JSP(JSPWeb.xml的配置,动态和静态导入JSP文件,重定项和请求转发,使用JSP实现数据库的增删改查实例)

    1.JSP的配置: <%@ page language="java" import="java.util.*" pageEncoding="UT ...

  7. linux shell 流程控制(条件if,循环【for,while】,选择【case】语句实例 --转载

    http://www.cnblogs.com/chengmo/archive/2010/10/14/1851434.html nux shell有一套自己的流程控制语句,其中包括条件语句(if),循环 ...

  8. Python使用MySQL数据库的方法以及一个实例

    使用环境:Windows+python3.4+MySQL5.5+Navicat 一.创建连接 1.准备工作,想要使用Python操作MySQL,首先需要安装MySQL-Python的包,在Python ...

  9. SqlServer2008(R2) 数据库使用外网IP实例连接服务器

    1.打开sql2008,使用windows身份登录 2.登录后,右键选择"属性".左侧选择"安全性",选中右侧的"SQL Server 和 Windo ...

随机推荐

  1. html5之表格元素

    <!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8&quo ...

  2. .NET MD5 加密

    using System; using System.Security.Cryptography; using System.Text; namespace Md5Demo { /// <sum ...

  3. Java中对象比较的方法

    class Person{ private String name; private int age; public Person(String name,int age){ this.name = ...

  4. 音频降噪算法 附完整C代码

    降噪是音频图像算法中的必不可少的. 目的肯定是让图片或语音 更加自然平滑,简而言之,美化. 图像算法和音频算法 都有其共通点. 图像是偏向 空间 处理,例如图片中的某个区域. 图像很多时候是以二维数据 ...

  5. [POJ 3243]Clever Y

    Description Little Y finds there is a very interesting formula in mathematics: XY mod Z = K Given X, ...

  6. [SDOI2017]新生舞会

    Description 学校组织了一次新生舞会,Cathy作为经验丰富的老学姐,负责为同学们安排舞伴.有n个男生和n个女生参加舞会 买一个男生和一个女生一起跳舞,互为舞伴.Cathy收集了这些同学之间 ...

  7. 【BZOJ3573】【HNOI2014】米特运输

    Description 米特是D星球上一种非常神秘的物质,蕴含着巨大的能量.在以米特为主要能源的D星上,这种米特能源的运输和储存一直是一个大问题. D星上有N个城市,我们将其顺序编号为1到N,1号城市 ...

  8. 线性规划与网络流24题●09方格取数问题&13星际转移问题

    ●(做codevs1908时,发现测试数据也涵盖了1907,想要一并做了,但因为“技术”不佳,搞了一上午) ●09方格取数问题(codevs1907  方格取数3) 想了半天,也没成功建好图: 无奈下 ...

  9. 【BZOJ1500】【Noi2005】维修数列

    题意原题很清楚了. 解题思路:裸的平衡树操作,注意动态开点即可. 细节还是比较多的,具体参见代码吧... #include <stdio.h> #include <algorithm ...

  10. bzoj3930[CQOI2015]选数 容斥原理

    3930: [CQOI2015]选数 Time Limit: 10 Sec  Memory Limit: 512 MBSubmit: 1383  Solved: 669[Submit][Status] ...