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技术 2022年11月17日
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  数据库的操作分开增删改查,其中查询操作基本占系统的90%,大家所说的优化SQL语句基本是优化查询语句。接下来将学习JOIN的用法,JOIN包括:INNER JOIN(内连接)、LEFT JOIN(左外连接)、RIGHT JOIN(右外连接)、FULL JOIN(全外连接)、CROSS JOIN(交叉连接)。在说明之前,先创建user、schoolMap、school三个表以便实验需要。

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" 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" 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1、INNER JOIN

  1)、INNER JOIN返回两个表中联结字段相等的行,即两个表中联结字段都存在并且相等。

  2)、INNER 连接二个数据表的语法:

    SELECT * FROM 表A INNER JOIN 表B ON 表A.字段 = 表B.字段;

  3)、示例:

    <img src="data:image/png;base64,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" alt="" />

  4)、INNER JOIN 连接三个数据表的用法:

    SELECT * FROM (表1 INNER JOIN 表2 ON 表1.字段号=表2.字段号) INNER JOIN 表3 ON 表1.字段号=表3.字段号

    连接多个表以此类推

  5)、INNER JOIN使用的时候若不加ON条件等价于FULL JOIN不不加ON条件 、CROSS JOIN

    <img 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" 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" 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" alt="" />

    6、INNER INTO 后面的查询的条件加在ON后面和WHERE效果是一样的

    <img src="data:image/png;base64,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" alt="" />

2、LEFT JOIN(左外连接) 

  1)、LEFT JOIN返回包括左表中的所有记录和右表中联结字段相等的记录。

  2)、LEFT JOIN连接二个数据表的语法:

    SELECT * FROM 表A LEFT JOIN 表B ON 表A.字段 = 表B.字段;

  3)、LEFT JOIN示例:

    <img src="data:image/png;base64,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alt="" />

  4)、LEFT JOIN 连接三个数据表的用法:

    SELECT * FROM (表1 LEFT JOIN 表2 ON 表1.字段号=表2.字段号) LEFT JOIN 表3 ON 表1.字段号=表3.字段号

    连接多个表以此类推

3、RIGHT JOIN(右外连接) 

  1)、RIGHT JOIN返回包括右表中的所有记录和左边表中联结字段相等的记录。

  2)、RIGHT JOIN连接二个数据表的语法:

    SELECT * FROM 表A RIGHT JOIN 表B ON 表A.字段 = 表B.字段;

  3)、RIGHT JOIN示例:

    <img src="data:image/png;base64,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×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" alt="" />

  4)、RIGHT JOIN 连接三个数据表的用法:

    SELECT * FROM (表1  RIGHT JOIN 表2 ON 表1.字段号=表2.字段号) RIGHT JOIN 表3 ON 表1.字段号=表3.字段号

    连接多个表以此类推

4、FULL JOIN

  MYSQL 不支持FULL JOIN 通过LEFT JOIN 与 RIGHT JOIN 来实现

  用法:

    select * from A left join B on A.id = B.id (where 条件)
    union
    select * from A right join B on A.id = B.id (where条件);

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