hive学习(二) hive操作

2023-08-09 08:59:34

hive ddl 操作官方手册https://cwiki.apache.org/confluence/display/Hive/LanguageManual+DDL

hive dml 操作官方手册https://cwiki.apache.org/confluence/display/Hive/LanguageManual+DML

1.创建库

create database test;

2.删除库

drop database test;

3.建表

完整ddl建表语法规则

CREATE [TEMPORARY] [EXTERNAL] TABLE [IF NOT EXISTS] [db_name.]table_name    -- (Note: TEMPORARY available in Hive 0.14. and later)

  [(col_name data_type [COMMENT col_comment], ... [constraint_specification])]

  [COMMENT table_comment]

  [PARTITIONED BY (col_name data_type [COMMENT col_comment], ...)]

  [CLUSTERED BY (col_name, col_name, ...) [SORTED BY (col_name [ASC|DESC], ...)] INTO num_buckets BUCKETS]

  [SKEWED BY (col_name, col_name, ...)                  -- (Note: Available in Hive 0.10. and later)]

     ON ((col_value, col_value, ...), (col_value, col_value, ...), ...)

     [STORED AS DIRECTORIES]

  [

   [ROW FORMAT row_format]

   [STORED AS file_format]

     | STORED BY 'storage.handler.class.name' [WITH SERDEPROPERTIES (...)]  -- (Note: Available in Hive 0.6. and later)

  ]

  [LOCATION hdfs_path]

  [TBLPROPERTIES (property_name=property_value, ...)]   -- (Note: Available in Hive 0.6. and later)

  [AS select_statement];   -- (Note: Available in Hive 0.5. and later; not supported for external tables)

4.hive的数据类型

: primitive_type

  | array_type

  | map_type

  | struct_type

：primitive_type

  |TINYINT

  | SMALLINT

  | INT

  | BIGINT

  | BOOLEAN

  | FLOAT

  | DOUBLE

  | STRING

5.建表例子：

如下文件data

对应字段： id,姓名，爱好，住址

,小明1,lol-book-movie,beijing:changping-shanghai:pudong

,小明2,lol-book-movie,beijing:changping-shanghai:pudong

,小明3,lol-book-movie,beijing:changping-shanghai:pudong

,小明4,lol-book-movie,beijing:changping-shanghai:pudong

,小明5,lol-movie,beijing:changping-shanghai:pudong

,小明6,lol-book-movie,beijing:changping-shanghai:pudong

,小明7,lol-book,beijing:changping-shanghai:pudong

,小明8,lol-book,beijing:changping-shanghai:pudong

,小明9,lol-book-movie,beijing:changping-shanghai:pudong

id int ， 姓名 string，爱好  数组类型，住址 map类型

5.1创建语句分析

create table psn (

id int,

name string,

hobby array<string>,

address map<string,string>

)

ROW FORMAT DELIMITED

FIELDS TERMINATED BY ','

COLLECTION ITEMS TERMINATED BY '-'

MAP KEYS TERMINATED BY ':'

LINES TERMINATED BY '\n';

通过hive建表时不但定义了字段的类型，还定义了字段与字段之间的分隔符，数据类型之间的分隔符，每行数据之间的分隔符。

5.2执行创建

hive> create table psn (

    > id int,

    > name string,

    > hobby array<string>,

    > address map<string,string>

    > )

    > ROW FORMAT DELIMITED

    > FIELDS TERMINATED BY ','

    > COLLECTION ITEMS TERMINATED BY '-'

    > MAP KEYS TERMINATED BY ':'

    > LINES TERMINATED BY '\n';

OK

Time taken: 0.758 seconds

5.3查看结构

hive> desc psn;

OK

id                      int

name                    string

hobby                   array<string>

address                 map<string,string>

Time taken: 0.267 seconds, Fetched:  row(s)

#详细查看

hive> desc formatted psn;

5.4插入数据

说插入有点不合适，应该是加载文件（data.txt）中的数据

5.5语法：

LOAD DATA [LOCAL] INPATH 'path' INTO TABLE psn;

5.6执行加载

hive> load data local inpath '/root/data' into table psn;

Loading data to table default.psn

OK

Time taken: 3.591 seconds

发现使用这种方法插入数据简直快的飞起啊。

5.7执行查询

hive> select * from psn;

OK

    小明1    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明2    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明3    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明4    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明5    ["lol","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明6    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

    小明7    ["lol","book"]    {"beijing":"changping","shanghai":"pudong"}

    小明8    ["lol","book"]    {"beijing":"changping","shanghai":"pudong"}

    小明9    ["lol","book","movie"]    {"beijing":"changping","shanghai":"pudong"}

Time taken: 0.235 seconds, Fetched:  row(s)

5.8注意,

分隔符的格式如果不匹配它不会报错，而是插入null的空数据。

6.hive内部表和外部表

6.1hive内部表语法

CREATE  TABLE [IF NOT EXISTS] table_name

删除表时，元数据与表结构都会被删除

6.2hive外部表语法

CREATE EXTERNAL TABLE [IF NOT EXISTS] table_name LOCATION hdfs_path

删除表时，只删除表结构，不删除元数据。

6.3创建外部表

create external table psn (

id int,

name string,

hobby array<string>,

address map<string,string>

)

ROW FORMAT DELIMITED

FIELDS TERMINATED BY ','

COLLECTION ITEMS TERMINATED BY '-'

MAP KEYS TERMINATED BY ':'

LINES TERMINATED BY '\n'

location '/usr/';

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" alt="" />

6.4执行创建外部表

hive> create external table psn (

    > id int,

    > name string,

    > hobby array<string>,

    > address map<string,string>

    > )

    > ROW FORMAT DELIMITED

    > FIELDS TERMINATED BY ','

    > COLLECTION ITEMS TERMINATED BY '-'

    > MAP KEYS TERMINATED BY ':'

    > LINES TERMINATED BY '\n'

    > location '/usr/';

OK

Time taken: 0.188 seconds

再次查看网页hdfs下的目录

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" alt="" />

外部表执行删除只会删除表结构，不删除元数据。

刷新网页usr目录还在

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*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*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" 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6.5内部表和外部表的区别：

1.创建时需要制定目录

2.外部表执行删除只会删除表结构，不删除元数据。内部表回删除表结构和删除元数据。

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