ORACLE-SQL微妙之处
本文总结一下平时经常使用的SQL语句以及一些ORACLE函数的微妙之处。欢迎大家多多补充平时最常用的SQL语句,供大家学习参考。
SQL> select * from temp2;
NAME SORCE
---------- ----------
1 43
2 23
3 42
4 87
5 12
1、数据累加
SQL> SELECT NAME, sum(sorce) OVER(ORDER BY NAME)
2 FROM temp2
3 ORDER BY NAME;
NAME SUM(SORCE)OVER(ORDERBYNAME)
---------- ---------------------------
1 43
2 66
3 108
4 195
5 207
2、去掉最大值和最小值
SQL> SELECT NAME,
2 sorce,
3 LAG(sorce) over(order by sorce) Lag_List,
4 LEAD(sorce) over(order by sorce) Lead_List
5 FROM temp2;
NAME SORCE Lag Lead
---------- ---------- ---------- ----------
5 12 23
2 23 12 42
3 42 23 43
1 43 42 87
4 87 43
3、著名分析函数--排序
SQL> SELECT name,
2 value,
3 RANK() OVER(order by value) RANK_SORT,
4 DENSE_RANK() OVER(order by value) DENSE_SORT,
5 ROW_NUMBER() OVER(order by value) ROW_SORT
6 FROM sorce;
NAME VALUE RANK_SORT DENSE_SORT ROW_SORT
---------- ------ ---------- ---------- ----------
wu 21 1 1 1
zhang 60 2 2 2
Li 70 3 3 3
xue 119 5 5 5
wang 130 6 6 6
chen 130 6 6 7
sun 175 8 7 8
zhao 285 9 8 9
su 359 10 9 10
Li 480 11 10 11
可见三者的区别:
RANK()OVER():如果值相同,则两者顺序号相同,随机一个在另外一个的上边,而且顺序号会有间断,不是连续的;
DENSE_RANK():如果值相同,则两者顺序号相同,随机一个在另外一个的上边,而且顺序号仍然是连续的,不存在断层的现象;
ROW_NUMBER():如果值相同,则两种顺序号不同,安装顺序号依次排开,而且顺序号是连续的。
4、TRANSLATE()函数
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" 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translate函数与replace类似,但是又与replace不同,translate指定字符串string中出现的from_str,将from_str中各个字符替换成to_str中位置顺序与其相同的to_str中的字符。
SQL Reference中给的例子:SELECT TRANSLATE('SQL*Plus User''s Guide', ' */''', '___') FROM DUAL;
巧用:
(1)判断一个字符串是数字
SELECT TRANSLATE('ABC123','#1234567890.','#') FROM DUAL;
(2)统计字符E出现的次数
SELECT LENGTHB(TRANSLATE('ABCDEFGEFGDBE','E'||'ABCDEFGEFGDBE','E')) FROM DUAL;
5、ROUND()函数
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" 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" 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我们平时用得最多的是第一种,用ROUND()函数作为数据四舍五入运算,其实ROUND函数还有第二种形式,对日期进行格式化操作,与TRUNC()函数类似。
如:SELECT ROUND(SYSDATE,'yyyy') FROM DUAL;
SELECT ROUND(SYSDATE,'MM') FROM DUAL;
SELECT ROUND(SYSDATE,'HH24') FROM DUAL;
6、NVL相关函数
NVL相关的函数有:NVL(expr1,expr2),NVL2(expr1,expr2,expr3),NULLIF(expr1,expr2),DECODE(expr1,expr2,value1,expr3,value2...,default)
(1) NVL(expr1,expr2) :如果expr1为空,则用expr2来替换。
(2) NVL2(expr1,expr2,expr3) :如果expr1非空,则返回expr2,否则返回expr3。
(3) NULLIF(expr1,expr2):将expr1和expr2做比较,如果想等,则返回null,否则返回expr1。
(3) DECODE(expr1,expr2,value1,expr3,value2...,default):如果expr1与expr2相等,则返回value1,如果expr1与expr3相等,则返回value2,...否则,返回default。
7、收集表的统计信息
收集表的统计信息方法有很多种: (1) ANALYZE (2) DBMS_STATS
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" alt="" />
看起来很繁琐,其实用起来挺简单的。
如对某张表进行分析:
ANALYZE TABLE TABLE_NAME COMPUTE STATISTICS;
目前,ORACLE官方推荐第二种方法。在DBMS_STATS包里有很多过程和方法,对SCHEMA、TABLE和INDEX进行收集统计信息相关的操作。
EXEC DBMS_STATS.GATHER_TABLE_STATS(OWNNAME=>'SCOTT',TABNAME=>'EMP',DEGREE=>4,CASCADE=>'TRUE');
8、未完,待续。。。。
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