SQL Server 2008 R2——使用计算列为表创建自定义的自增列

请通过右侧公告中的“联系邮箱（wlsandwho@foxmail.com）”联系我

勿用于学术性引用。

勿用于商业出版、商业印刷、商业引用以及其他商业用途。　　　　　　　　　　　　　　　　

本文不定期修正完善。

本文链接：http://www.cnblogs.com/wlsandwho/p/5075789.html

耻辱墙：http://www.cnblogs.com/wlsandwho/p/4206472.html

=======================================================================

没啥说的，鄙视那些无视版权随意抓取博文的爬虫小网站站长。

=======================================================================

自增列我很少用，因为我觉得虽然插入数据的时候很方便，但是在一些特殊情况下会很麻烦。

但是最近企鹅群里有人要这个，如图。

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

“每过一年从001开始”这里我没实现，这需要在计算列中调用自定义函数或者其他的什么东西来实现“NNN”的计数。我这里只是简单的用一个自增INT来代替。

（其实既然已经采用了“yyyymmddhhmmssNNN”这种奇葩的格式，新年是不是从001开始已经不重要了。）

一看这就是拍大腿想出来的表结构。

如果一直拦着想作死的青年，他就不会知道自己的行为有多可怕。可以的话还是让他作一回死吧。

=======================================================================

上代码。

 --by WLS

 --网络代码有风险

 --复制粘贴须谨慎

 USE tempdb

 GO

 IF OBJECT_ID('t_TestbyWLS','U') IS NOT NULL

 DROP TABLE t_TestbyWLS

 GO

 CREATE TABLE t_TestbyWLS(DumyId INT IDENTITY(1,1),

                          SN  AS (REPLACE(replace(replace(convert(NVARCHAR,getdate(),120),'-',''),' ',''),':','')+RIGHT(''+CAST(DumyId AS NVARCHAR),3)),

                          Name NVARCHAR(50))

 GO

 INSERT INTO t_TestbyWLS(Name) VALUES('thbytwo')

 INSERT INTO t_TestbyWLS(Name) VALUES('wlsandwho')

 INSERT INTO t_TestbyWLS(Name) VALUES('shawbytwo')

 INSERT INTO t_TestbyWLS(Name) VALUES('wls')

 INSERT INTO t_TestbyWLS(Name) VALUES('No zuo no die,why you try!')

 GO

 SELECT * FROM    t_TestbyWLS

 GO

=======================================================================

DumyId列作为辅助字段。效果图：

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

=======================================================================

也没什么原理好讲的，都是手册上的东西。

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

还是对文中代码的知识点做个截图吧。

1 不能使用DEFAULT：

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

2 这个属于计算列，要用AS：

（注意，不要定义变量类型。例如下面的代码如果写成“myavg INT AS (low + high)/2”会导致错误。）

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

=======================================================================

写“SQL Server 2008 R2——XXXXX”这个系列的目的有2个：

1 回答群内新手和部分伸手党的问题，顺便练手，以后再有人问就可以让他自己看链接。

2 某些问题在网上比较难找资料，或者找到的资料不靠谱（跟风转载不加验证），亦或者该问题根本就找不到资料，这个系列算是填坑的。

=======================================================================

现在的年轻人真是越来越浮躁了。
好吧，这就是你们一直想要的东西，拿好。

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

=======================================================================

（友情支持请扫描这个）

微信扫描上方二维码捐赠

SQL Server 2008 R2——使用计算列为表创建自定义的自增列的更多相关文章

SQL Server 2008 R2中，变表的右键弹出菜单中的“选择前1000行”为“选择所有行”
原文:SQL Server 2008 R2中,变表的右键弹出菜单中的"选择前1000行"为"选择所有行" 从SQL Server 2008开始,微软为了提高查询 ...
SQL Server 2008 R2——T-SQL 存储过程返回表
==================================声明================================== 本文原创,转载在正文中显要的注明作者和出处,并保证文章的完 ...
SQL Server 2008 R2——根据数据查找表名和字段名根据脏数据定位表和字段
=================================版权声明================================= 版权声明:原创文章谢绝转载请通过右侧公告中的“联系邮 ...
SQL Server 2008 R2——使用数字辅助表（master..spt_values）实现用计数字段对记录进行重复显示
=================================版权声明================================= 版权声明:原创文章谢绝转载请通过右侧公告中的“联系邮 ...
利用SQL Server 2008 R2创建自动备份计划
本文主要利用SQL Server 2008 R2自带的"维护计划"创建一个自动备份数据的任务. 首先,启动 Sql Management studio,确保"SQL Se ...
四、利用SQL Server 2008 R2创建自动备份计划
(转) 本文主要利用SQL Server 2008 R2自带的"维护计划"创建一个自动备份数据的任务. 首先,启动 Sql Management studio,确保"SQ ...
SQL Server 2008 R2 的版本和组件
SQL Server 2008 R2 的版本和组件 SQL Server 2008 R2 其他版本 SQL Server 2008 SQL Server 2005 SQL Server 2012 ...
安装 SQL Server 2008 R2 的硬件和软件要求(转)
以下各部分列出了安装和运行 SQL Server 2008 R2 的最低硬件和软件要求.有关 SharePoint 集成模式下的 Analysis Services 的要求的详细信息,请参阅硬件和软件 ...
SQL Server 2008 R2 性能计数器详细列表（五）
原文:SQL Server 2008 R2 性能计数器详细列表(五) SQL Server:SQL Statistics 对象: 监视编译和发送到 SQL Server 实例的请求类型 SQL Ser ...

随机推荐

Spinner控件
首先在XML文件中声明一个Spinner控件: <Spinner android:id="@+id/spinnerId" android:layout_width=" ...
RabbitMQ原理与相关操作(三)消息持久化
现在聊一下RabbitMQ消息持久化: 问题及方案描述 1.当有多个消费者同时收取消息,且每个消费者在接收消息的同时,还要处理其它的事情,且会消耗很长的时间.在此过程中可能会出现一些意外,比如消息接收 ...
Struts2 源码分析——调结者(Dispatcher)之action请求
章节简言上一章笔者讲到关于struts2启动的时候加载对应的准备工作.如加载配置文件struts.xml之类的信息.而相应的这些操作都离不开Dispatcher类的帮助.如果读者只是认为Dispat ...
创建自己的Vagrant box
这是一个关于Vagrant的学习系列,包含如下文章: Vagrant入门创建自己的Vagrant box 用Vagrant搭建Jenkins构建环境用Vagrant和Ansible搭建持续交付平台 ...
fastq-dump 报错解决方案
命令行: ~/tools/sratoolkit/sratoolkit.2.3.2-5-centos_linux64/bin/fastq-dump --split-spot --gzip rhesus_ ...
Atitit. 构造ast 语法树的总结attilax oao 1. Ast结构树形12. ast view （自是个160k的jar ）22.1. 多条语句ast结构22.2. 变量定义 int b,c; 的ast结构22.3. 方法调用meth1(a=1,b=2,c=3); 的ast结构23. 误解的问题33.1. 语法书子能是个二叉树,实际上多叉树越好..33.2. 非要不个ast放到个s
Atitit. 构造ast 语法树的总结attilax oao 1. Ast结构树形1 2. ast view (自是个160k的jar )2 2.1. 多条语句ast结构2 2.2. 变量定义 in ...
spring aop注解配置
spring aop是面向切面编程,使用了动态代理的技术,这样可以使业务逻辑的代码不掺入其他乱七八糟的代码可以在切面上实现合法性校验.权限检验.日志记录... spring aop 用的多的有两种配 ...
CSS3 float深入理解浮动资料整理
CSS浮动(float,clear)通俗讲解 CSS 浮动 CSS float浮动的深入研究.详解及拓展(一) CSS float浮动的深入研究.详解及拓展(二) 1.浮动实现图文环绕(理解难点) 浮 ...
CSS3关于background-size属性
bachground-size属性就是定义背景图片的大小,其值有:auto , 像素值 , 百分比 , cover , contain . background-size: auto,默认值,以图 ...
PHP如何连接MySQL数据库
* PHP连接MySQL数据库 * 准备工作 * 在XAMPP软件的安装目录/php/ext目录中 * php_mysql.dll和php_mysqli.dll文件必须存在 * 在XAMPP软件的安装 ...

SQL Server 2008 R2——使用计算列为表创建自定义的自增列

SQL Server 2008 R2——使用计算列为表创建自定义的自增列的更多相关文章

随机推荐

热门专题