1.条件的定义和处理可以用来定义在处理过程中遇到问题时相应的处理步揍:

DECLARE condition_name CONDITION FOR condition_value

condition_value:

SQLSTATE [VALUE] sqlstate_value:为长度为5的字符串类型的错误代码；

| mysql_error_code:为数值类型错误代码

//1.使用sqlstate_value

 DECLARE command_not_allowed  CONDITION FOR SQLSTATE ’42000′;

 //2使用mysql_error_code

DECLARE command_not_allowed CONDITION FOR 1148;

这个语句需要特殊处理的条件,它将一个名字和制定的错误条件关联起来,这个名字可以

用在DECLARE HANDLER语句中.除了SQLSTATE值，也支持MySQL错误代码。

DECLARE handler_type HANDLER FOR condition_value[,...] sp_statement

handler_type: 错误处理方式,参数为三个值之一

CONTINUE:表示遇到错误不处理,继续执行

| EXIT  : 遇到错误马上退出

| UNDO  ;表示遇到错误后撤回之前的操作，MySQL暂不支持回滚操作；

condition_value:

SQLSTATE [VALUE] sqlstate_value :五个字符的字符串错误值

| condition_name :DECLARE CONDITION定义的错误条件名称；

| SQLWARNING  配所有以01开头的SQLSTATE错误代码；

| NOT FOUND  配所有以01开头的SQLSTATE错误代码；

| SQLEXCEPTION 匹配所有没有被SQLWARNING或NOT FOUND捕获的SQLSTATE错误代码；

| mysql_error_code 匹配数值类型错误代码；

// 这种捕获 sqlstate_value 的值为"23000".执行CONTINUE操作,并x2=1;

DECLARE CONTINUE HANDLER FOR SQLSTATE '23000' SET @x2 = 1;

下面是mysql深入和浅出的截图

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" alt="" />

   从上面看出set @x = 2 以后,发生了主键重复的错误,即set @x= 3;没有执行;

          下面对主键异常的处理;

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" alt="" />

           DECLARE CONTINUE HANDLER FOR SQLSTATE '23000' SET @x2 = 1;

           中的CONTINUE 即继续执行,@x = 3;调用条件处理的过程，再遇到主键重的错误时，会按照定义的处理方式进行处理，由于例子
           中定义的是CONTINUE，所以会继续执行下面的语句。

2.(光标)游标的使用

在存储过程和函数中可以使用光标对结果集进行循环的处理。光标的使用包括光标的声明、
OPEN、FETCH 和CLOSE，其语法分别如下。

create procedure pay()

begin

    declare i_id int;

    declare i_amount  decimal(5,2);

    DECLARE  cur_pay cursor for select id,amount from pay; //1 .定义游标

   　DECLARE EXIT handler for NOT　ＦＯＵＮＴ　ＣＬＯＳＥ　ｃｕｒ＿ｐａｙ；

//这里的declare 是有先后顺序的.变量和条件必须在最前面声明,然后才能是光标的声明，最后才可以是处理程序
 //的声明。

    set @x1 = 0;

    set @x2 = 0;

     open cur_pay;                                                              //2.打开游标

      repeat

      fetch cur_pay into i_id,i_amount;                                  //3.mysql中使用fetch关键字使用游标

      if i_id = 2 then

         set @x1=@x1+i_amount;

      else

          set @x2=@x2+i_amount;

      end if;

    until 0 end repeat;

   close  cur_pay;                                                              // 4.关闭游标

   end ;

3.流程的控制

  1) if (条件的判断 像程序中if)

IF search_condition THEN statement_list

[ELSEIF search_condition THEN statement_list] ...

[ELSE statement_list]

END IF

  2) case

改写上面处理的if语句:

  repeat

    fetch cur_pay into  i_id,i_amount;

    case   i_id

    when   2    then

       set  @x1=@x1+i+amount;

    else

       set @x2 = @x2+i_amount;

   end case;

until 0 end repeate;

或 

repeat

    fetch cur_pay into  i_id,i_amount;

   case

     when  i_id=2 then

         set  @x1=@x1+i+amount;

    else

         set @x2 = @x2+i_amount;

   end case;

until 0 end repeate;

  3)loop    4) leave

   LOOP 实现简单的循环，退出循环的条件需要使用其他的语句定义，通常可以使用LEAVE 语句实现.如果不增加推出循环语句,那么Loop语句实现死循环.

create procedure p_loop()

begin

     declare i int;

     set i=0;

  loop_label : LOOP

     insert into p valuese(i);

      set i=i+1;

      if  i>=5 then

      LEAVE loop_label;

     end if;

  end LOOP;

end;

  5) iterate

TERATE 迭代

     如果是在ITERATE语句，即迭代语句中的话，就必须使用LEAVE语句。ITERATE只能出现在LOOP，REPEAT和WHILE语句中，它的意思是“再次循环”，例如：

mysql> create procedure pro15()

    -> begin

    -> declare i int default 0;

    -> loop_label:loop

    ->     if i=3 then

    ->         set i=i+1; //当 i=3时,执行了这条语句即 i=4;由于iterator相当于continue,则从loop时开始执//行 .insert会插入4

    ->         iterate loop_label;

    ->     end if;

    ->     insert into t1(filed) values(i);

    ->     set i=i+1;

    ->     if i>=5 then

    ->        leave loop_label;

    ->     end if;

    ->   end loop;

    -> end;//

Query OK, 0 rows affected (0.00 sec)

可以这样理解ITERATE就是我们程序中常用的contiune,而leave就是break.当然在MySQL存储过程,需要循环结构有个名称,其他都是一样的.

   6)repeate

create procedure p_loop()

begin

     declare i int;

     set i=0;

 REPEAT

     insert into p valuese(i);

      set i=i+1;

     UTIL i>=5;

  end  REPEATE;

end;

   7)while 语句

create procedure p_loop()

begin

     declare i int;

     set i=0;

while i<5 DO

     insert into p valuese(i);

      set i=i+1;

  end  while;

end;