One : Use management servers and scripts

Select the registered server in the try menu , You can switch the login server directly

In the try menu, select Solution Explorer , You can directly open the previously saved script , Easy to manage and execute

When these two kinds of storage , Can be saved in groups , See the picture below

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

Two : The network configuration

mssqlserver The port can be changed in the protocol , For example, change to port 1422, On landing , Add... After the server ",1422", Such as "127.0.0.1,1422"

See the picture below :

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

3、 ... and :top(2)  insert and delete Application in

take stuAll In the table The first two data Insert into stu In the table

insert top(2) into stu(id,name) select id,name from stuAll

Delete only the first two matching data

delete top(2) from stu

Four : Join query

Internal query :inner join  That is, the intersection of left and right outer connections

External connection :outer join Include left outer join and right outer join

Complete connection :full join That is, the union of left and right outer connections

Cross connect :cross join Cartesian product , if a surface 5 That's ok ,b surface 6 That's ok , The results are as follows 30 That's ok

5、 ... and : union

union : The duplicate lines will be removed

union all: All incorporated into the results , Include repeating lines

6、 ... and : More precise time

datetime2(n) and time(n), among n Can from 0 To 7

7、 ... and : Create database

create database stu
on
(
name=stu_db,
filename='d:\stu_db.mdf',
size=,
maxsize=,
filegrowth=
)
log on
(
name=stu_log,
filename='d:\stu_log.ldf',
size=,
maxsize=,
filegrowth=
)

size Represents the initial size ,maxsize Represents the maximum value of the data file ,filegrowth There are two kinds of , One is by percentage , Such as filegrowth=10%, The other is by size , Such as filegrowth=5

Modify database information :

alter database stu
modify file
(
 name=stu_db,
 size=20
)

8、 ... and : Determine whether the database exists

if exists(select * from sys.objects where object_id= OBJECT_ID('stu2') and type ='u')
drop table stu2;

Be careful :if exists(select * from sys.objects where object_id= OBJECT_ID('stu2'))

drop table stu2;

This is wrong , You have to add  and type ='u'

System learning sqlserver2012 More related articles in one

  1. How to learn systematically with zero basis Java Web

    How to learn systematically with zero basis Java Web?   Let me tell you You have to make up your mind , I'm going to switch to development , So you can learn . You have to be able to type , My company used to have a programmer , Typing is two hands with one finger , As a programmer, you know how to write code , Half ...

  2. Unity3D Equipment system learning Inventory Pro 2.1.2 The basic chapter

    Preface The previous Unity3D Equipment system learning Inventory Pro 2.1.2 summary Basically general for Inventory Pro This plug-in explains , The main purpose is to refine the general equipment system structure and class system . I read it again two days ago ...

  3. MES System learning

    MES System is the hot spot of manufacturing enterprise informatization , Unified Modeling Language UML It is the standard language of object-oriented modeling , It plays an important role in software engineering .MES How does the system work UML How about modeling , Today I will focus on MES Systematic UML Modeling methods , Look at Ben, please ...

  4. 001 Today we begin to learn systematically C#

    2016-01-16 I've only known about it before c# Language , I don't feel secure . Now start systematic learning C#. Now take this blog as a study note , Convenient for subsequent viewing .C# The goal is : Systematic mastery c# knowledge Time :30 God Range :C# Basics ,Winform ...

  5. Linux Systematic learning notes : file I/O

    Linux Support C Standards in language I/O function , It also provides a set of SUS The standard I/O Library function . And standards I/O Different ,UNIX Of I/O Functions are unbuffered , That is, each read-write calls a system call in the kernel . This paper summarizes UNIX Of I/O and ...

  6. Hibernate The system of Study

    Hibernate The system of Study One .Hibernate Introduction to 1. What is? Hibernate? First ,hibernate It's a lightweight framework for the data persistence layer . There are many frameworks for data persistence layer, such as :iBATIS,myBat ...

  7. css System learning website

    Recently, I'll study it systematically css style , Find a good website .http://css.doyoe.com/

  8. Ubuntu LTS System learning experience and utility software summary 6.04 8.04 10.04 12.04 14.04 16.04

    Ubuntu LTS Summary of system learning experience and tool software 6.04 8.04 10.04 12.04 14.04 16.04 ubuntu It's a must to get started pdf:http://download.csdn.net/de ...

  9. MySQL How to learn systematically

    MySQL It's the most popular open source database on the Internet . No matter what programming language you use or learn , Will use the database , and MySQL Is the most widely used database , Not one of them. ! I've posted some on my blog before MySQL Optimize configuration items , All received ...

Random recommendation

  1. Windows 10 One year update official ISO Mirror image (1607)

    Microsoft has started to push Win10 Annual update of the official system , According to the previous notice, Microsoft's official website also launched Win10 One year update, official edition ISO Official image download , Version has been upgraded to the latest 1607, That is to say Win10 Build 1607, ...

  2. mongodb database js Inquire about

    # Health risks -disease db.disease.find({versions:'2'}).forEach(function(item){ item.diseaseDetail && ...

  3. IOS And KVC Mechanism (Object-C piece )

    development environment :xcode7 One .KVC summary 1.KVC yes KeyValueCoding For short , It is a method that can be made directly by the name of a class property key, Binding again key To access the properties of a class , Instead of using @property ...

  4. java Get the absolute path of the project

    stay jsp and class The relative path in the file is different . stay jsp in , The root directory is WebRoot stay class In file , The root directory is WebRoot/WEB-INF/classes Of course you can use it System.getPro ...

  5. [TypeScript] Understanding Generics with RxJS

    Libraries such as RxJS use generics heavily in their definition files to describe how types flow thr ...

  6. js: Get the page's url Parameters in

    brief introduction : Get page parameters Native js: // Get the... Of the current page through regular matching url Parameters in function getUrlParam(name){ var reg = new RegExp("(^|&am ...

  7. Rapid deployment Telegraf & Influxdb

    What is it? ? Telegraf It's a use. Go Write the agent program , Statistics of systems and services can be collected , And written to the InfluxDB database .Telegraf It has the characteristics of small memory consumption , Through the plug-in system, developers can easily add and support its ...

  8. ASP.NET MVC5 Use NPOI export ExceL Go back to the browser to download

    One , What is? NPOI The project is located in http://poi.apache.org/ Of POI Java Project .NET edition .POI It's an open source project , Can help you read / write in xls,doc,ppt file . It has a wide range of applications ...

  9. PHP Loop sentence depth understanding analysis ——while, for, foreach, do while

    Loop structure   One .while loop  while( expression )  {    The loop body ;// Repeat , Until the expression is false  } Code : $index = 1; while ($index<5) {        ...

  10. [ turn ] IPTables for KVM Host

    IPTables for KVM Host January 26, 2012 By Andrew Galdes Use the following IPTables rules “/etc/sysco ...