请大家帮忙看看乘除法结果数据跑飞的原因是什么 | 已解决,见8楼
原因找到了,问题出在下面这条语句,原因详见8楼机长的分析解答。感谢大家特别是机长和14楼的指点。sum1 = ADC_VAL*ADC_VAL;
上面这条语句,我曾用sum1 = (u32)(ADC_VAL*ADC_VAL)语句,一直困扰在这里。按照机长的分析,由于ADC_VAL*ADC_VAL的乘积是16位,所以前面的 (u32)强制转换32位没起作用,高位都补0了,因此正确的语句就是:
sum1 =(u32)ADC_VAL*ADC_VAL;
在调试一个C51程序时需要用到乘除法,但结果跑飞了,请大家帮忙看看是哪里出错了。
ai8051u的P1.7对输入电压进行ADC采样20次,采样后的数据放在数组 u16 idata ADC_Buffer中,采样数值限制在 1290-2757之间。
在调用Calculation_ADC_rms ( )函数时,返回值跑飞了,但是如果直接返回idata ADC_Buffer中的任意值又是正确的。
下面是Calculation_ADC_rms ( )函数:返回的rms值并不等于ADC_Buffer。
Calculation_ADC_rms ( )
{
u8i = 0 ;
u16 diff = 0;
u32 sum = 0; // 乘积存放变量
u32 sum1 = 0; // 乘积存放变量
u16 rms = 0; //返回值
diff = ADC_Buffer;
sum1 = diff*diff;
rms = (u16)sum1/diff; // 如运算正确,则rms值=ADC_Buffer。
return rms;
}项目资源分配如下:
P1.7为ADC采样输入,采样数值限制在 1290-2757之间
P0^0-7接LCD1602 的 LCD_B0-B7
P1^0接LCD_RS,P1^1接LCD_RW,P1^2接LCD_ENA。
下面附上完整的项目:
下面是所用到的库函数(擎天柱例程里面所附):
补充:该运算函数在乘数小于或者等于255时,返回值正确,只要大于255返回值就跑飞了。经测试,rms只返回了低8位。
请教大家是u32 sum1语句定义无效,还是rms = (u16)(sum1/diff)这条语句有问题呢?
u16 Calculation_ADC_rms (u16 ADC_VAL )
{
u8i = 0 ;
u16 diff = 0;
u32 sum = 0; // 乘积存放变量
u32 sum1 = 0; // 乘积存放变量
u16 rms = 0; //返回值
ADC_VAL = 255;
diff = ADC_VAL;
ADC_VAL = 255;
diff = 255; //乘数只有小于或等于255时返回值正确
sum1 = ADC_VAL*ADC_VAL;
rms = (u16)(sum1/diff);
return rms;
}
已解决:由于乘数小于255时运算的结果正确,猜测是16位数据只有低8位参与了乘法运算,而8位数据的乘法是正确的,因此把乘数和被乘数均分拆为高、低8位,分别进行低8位、高8位的相乘,得出乘积的低16位和高16位,最后合并成32位乘积。
不过非常奇怪的是,32位数据除以16位数据结果是正确的,不知道为什么乘法运算不对,这个究竟是编译软件、库函数还是其他什么原因就不得而知了。
这函数很奇怪,
定义函数都不声明参数变量类型和返回值变量类型吗?
这样做实际返回什么结果? 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函数未声明返回值,所以默认为void类型
此时只能return; 结束,返回一个值当然是不正常的
王昱顺 发表于 2025-11-15 14:45
函数未声明返回值,所以默认为void类型
此时只能return; 结束,返回一个值当然是不正常的
...
请问是修改成这样吗:u16 Calculation_ADC_rms()
修改后返回值还是不对,但是,如果不使用乘除法,直接赋值给rms并返回,如:rms = ADC_Buffer,返回值就是正确的,不知道是什么原因。谢谢。 网老四 发表于 2025-11-15 11:43
这函数很奇怪,
定义函数都不声明参数变量类型和返回值变量类型吗?
这样做实际返回什么结果? ...
我是在 Calculation_ADC_rms函数里面直接调用ADC_Buffer的值参与运算。 kpffq 发表于 2025-11-15 16:07
请问是修改成这样吗:u16 Calculation_ADC_rms()
修改后返回值还是不对,但是,如果不使用乘除法,直接 ...
删除掉LIB库或者更新到最新的LIB试试? 王昱顺 发表于 2025-11-15 16:24
删除掉LIB库或者更新到最新的LIB试试?
我之前是用的擎天柱例程里面所附的库文件,这个是下载地址:https://www.stcaimcu.com/forum.p ... 39&page=1#pid130776
从论坛主页下载的最新库函数
但编译时出了好多以下的错误,是不是引脚定义错了呢?
compiling main.C...
../COMM/AI8051U.H(32): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(33): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(34): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(35): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(36): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(37): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(38): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(39): error C146: 'PCON': invalid base address
../COMM/AI8051U.H(52): error C146: 'TMOD': invalid base address
../COMM/AI8051U.H(53): error C146: 'TMOD': invalid base address
../COMM/AI8051U.H(54): error C146: 'TMOD': invalid base address
../COMM/AI8051U.H(55): error C146: 'TMOD': invalid base address
../COMM/AI8051U.H(56): error C146: 'TMOD': invalid base address
而且之前DS1302的头文件编译通过,用新的库函数后出了以下错误提示,不知是什么原因。
DS1302.H(15): error C129: missing ';' before 'code'
sum1 = ADC_VAL * ADC_VAL;你要是瞅一眼生成的汇编就能一目了然了。两个数进行数学运算,会自动强转成范围更大的那个,但赋值不算运算
因为ADC_VAL这个变量是u16的,两个u16相乘结果必然还是u16的。你肯定要说sum1是u32的,那只是把之前已经是u16的乘积放到sum1的低16位而已。
然后再延伸一下,当32位除以16位的时候,会自动使用类型更大的那个,那结果也是32位的,也就是你发现的并没有问题
你可以验证下,如果ADC_VAL是301的话,那么sum1的结果就是25065。25065 = 0x000061E9 = 0x161E9 = 90601 = 301×301
static/image/hrline/line6.png
解决办法极其简单:
sum1 = (u32)ADC_VAL * ADC_VAL;以上方案有问题,更正如下:sum1 = ((u32)ADC_VAL) * ADC_VAL;
hsrzq 发表于 2025-12-2 19:54
你要是瞅一眼生成的汇编就能一目了然了。两个数进行数学运算,会自动强转成范围更大的那个,但赋值不算运算 ...
有道理哎 hsrzq 发表于 2025-12-2 19:54
你要是瞅一眼生成的汇编就能一目了然了。两个数进行数学运算,会自动强转成范围更大的那个,但赋值不算运算 ...
谢谢老机长的解答。我按照你的办法试过了还是不行,不管是用8位编译还是32位编译都不行,实在是想不通问题出在哪里了。下面这个图是32位编译,如果乘数为255,显示FF正确,如果乘数为256,则结果就是0,只保留了低16位。
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