索引范围扫描(INDEX RANGE SCAN)
索引范围扫描(INDEX RANGE SCAN)适用于所有类型的B树索引,当扫描的对象是唯一性索引时,此时目标SQL的where条件一定是范围查询(谓词条件为 BETWEEN、<、>等);当扫描的对象是非唯一性索引时,对目标SQL的where条件没有限制(可以是等值查询,也可以是范围查询)。 索引范围扫描的结果可能会返回多条记录,其实这就是索引范围扫描中"范围"二字的本质含义。
测试一:唯一索引的范围查询
- SCOTT@PDBORCL> select * from emp where empno>7369;
- 已选择 13 行。
- 执行计划
- ----------------------------------------------------------
- Plan hash value: 2787773736
- ----------------------------------------------------------------------------------------------
- | Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |
- ----------------------------------------------------------------------------------------------
- | 0 | SELECT STATEMENT | | 13 | 494 | 2 (0)| 00:00:01 |
- | 1 | TABLE ACCESS BY INDEX ROWID BATCHED| EMP | 13 | 494 | 2 (0)| 00:00:01 |
- |* 2 | INDEX RANGE SCAN | PK_EMP | 13 | | 1 (0)| 00:00:01 |
- ----------------------------------------------------------------------------------------------
- Predicate Information (identified by operation id):
- ---------------------------------------------------
- 2 - access("EMPNO">7369)
- 统计信息
- ----------------------------------------------------------
- 54 recursive calls
- 0 db block gets
- 97 consistent gets
- 21 physical reads
- 0 redo size
- 1607 bytes sent via SQL*Net to client
- 544 bytes received via SQL*Net from client
- 2 SQL*Net roundtrips to/from client
- 8 sorts (memory)
- 0 sorts (disk)
- 13 rows processed
- SCOTT@PDBORCL>
SCOTT@PDBORCL> select * from emp where empno>7369 order by empno desc; (降序排列)
- SCOTT@PDBORCL> select * from emp where empno>7369 order by empno desc;
- 已选择 13 行。
- 执行计划
- ----------------------------------------------------------
- Plan hash value: 2707196548
- ---------------------------------------------------------------------------------------
- | Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |
- ---------------------------------------------------------------------------------------
- | 0 | SELECT STATEMENT | | 13 | 494 | 2 (0)| 00:00:01 |
- | 1 | TABLE ACCESS BY INDEX ROWID | EMP | 13 | 494 | 2 (0)| 00:00:01 |
- |* 2 | INDEX RANGE SCAN DESCENDING| PK_EMP | 13 | | 1 (0)| 00:00:01 |
- ---------------------------------------------------------------------------------------
- Predicate Information (identified by operation id):
- ---------------------------------------------------
- 2 - access("EMPNO">7369)
- 统计信息
- ----------------------------------------------------------
- 54 recursive calls
- 0 db block gets
- 97 consistent gets
- 21 physical reads
- 0 redo size
- 1607 bytes sent via SQL*Net to client
- 544 bytes received via SQL*Net from client
- 2 SQL*Net roundtrips to/from client
- 8 sorts (memory)
- 0 sorts (disk)
- 13 rows processed
- SCOTT@PDBORCL>
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" alt="" />
这个执行计划和上面的执行计划有什么区别呢?其中第一个执行计划是索引范围扫描(INDEX RANGE SCAN),但是第二个执行计划是索引范围降序扫描(INDEX RANGE SCAN DESCENDING)。由此可以看出对于唯一索引,ORACLE是已经进行了正序排列了。也就是唯一索引在进行排序的时候消耗不是很大的,因为它在保存 的时候就按照升序进行保存的。
测试二:非唯一索引的等值查询
创建一个测试表EMP_TEMP:
- create table emp_temp as select * from emp;
然后在表EMP_TEMP的列EMPNO上创建一个单键值非唯一性同名B树索引IDX_EMP_TEMP:
- create index idx_emp_temp on emp_temp(empno);
最后我们再次执行如下SQL:
- select * from emp_temp where empno=7369;
执行计划如下:
- SCOTT@PDBORCL> create table emp_temp as select * from emp;
- 表已创建。
- SCOTT@PDBORCL> create index idx_emp_temp on emp_temp(empno);
- 索引已创建。
- SCOTT@PDBORCL> select * from emp_temp where empno=7369;
- 执行计划
- ----------------------------------------------------------
- Plan hash value: 1638992559
- ----------------------------------------------------------------------------------------------------
- | Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |
- ----------------------------------------------------------------------------------------------------
- | 0 | SELECT STATEMENT | | 1 | 38 | 2 (0)| 00:00:01 |
- | 1 | TABLE ACCESS BY INDEX ROWID BATCHED| EMP_TEMP | 1 | 38 | 2 (0)| 00:00:01 |
- |* 2 | INDEX RANGE SCAN | IDX_EMP_TEMP | 1 | | 1 (0)| 00:00:01 |
- ----------------------------------------------------------------------------------------------------
- Predicate Information (identified by operation id):
- ---------------------------------------------------
- 2 - access("EMPNO"=7369)
- 统计信息
- ----------------------------------------------------------
- 46 recursive calls
- 0 db block gets
- 76 consistent gets
- 16 physical reads
- 0 redo size
- 1042 bytes sent via SQL*Net to client
- 544 bytes received via SQL*Net from client
- 2 SQL*Net roundtrips to/from client
- 6 sorts (memory)
- 0 sorts (disk)
- 1 rows processed
- SCOTT@PDBORCL>
此SQL的执行计划已经从之前的索引唯一性扫描变为现在的索引范围扫描
测试三:非唯一索引的范围查询
同样是测试二中的表EMP_TEMP
- SCOTT@PDBORCL> select * from emp_temp where empno>7369;
执行计划如下:
- SCOTT@PDBORCL> select * from emp_temp where empno>7369;
- 已选择 13 行。
- 执行计划
- ----------------------------------------------------------
- Plan hash value: 1638992559
- ----------------------------------------------------------------------------------------------------
- | Id | Operation | Name | Rows | Bytes | Cost (%CPU)| Time |
- ----------------------------------------------------------------------------------------------------
- | 0 | SELECT STATEMENT | | 13 | 494 | 2 (0)| 00:00:01 |
- | 1 | TABLE ACCESS BY INDEX ROWID BATCHED| EMP_TEMP | 13 | 494 | 2 (0)| 00:00:01 |
- |* 2 | INDEX RANGE SCAN | IDX_EMP_TEMP | 13 | | 1 (0)| 00:00:01 |
- ----------------------------------------------------------------------------------------------------
- Predicate Information (identified by operation id):
- ---------------------------------------------------
- 2 - access("EMPNO">7369)
- 统计信息
- ----------------------------------------------------------
- 46 recursive calls
- 0 db block gets
- 77 consistent gets
- 15 physical reads
- 0 redo size
- 1607 bytes sent via SQL*Net to client
- 544 bytes received via SQL*Net from client
- 2 SQL*Net roundtrips to/from client
- 6 sorts (memory)
- 0 sorts (disk)
- 13 rows processed
- SCOTT@PDBORCL>
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