请教一个编译错误
程序:const int rgb[] = {11,12,13};
int oldPin=0;
int newPin=0;
void deng();
void steup()
{
for(int i;i<=2;i++)
{ pinMode(rgb,OUTPUT);}
pinMode(13,OUTPUT);
for(int j=2;j<=9;j++)
{
pinMode(j,OUTPUT);
}
}// put your setup code here, to run once:
void loop()
{
digitalWrite(13,HIGH);
int n0={0,0,0,0,0,0,1,1};
int z=0;
for(int x=2;x<=9;x++)
{
digitalWrite(x,n0);
z++;
if (z>=9)
z=0;
}
delay(1000);
deng();
delay(1000);
}
void deng()
{
while(1)
{
oldPin=newPin;
newPin++;
if (newPin == 3)
{newPin=0;}
digitalWrite(rgb,HIGH);
delay(1000);
digitalWrite(rgb,HIGH);
delay(1000);
digitalWrite(rgb,LOW);
}
}
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
这个是编译错误的原因,求教原因,不胜感激.
setup拼错了,int i=0 没有打 =0。
还有 rgb[] 没打 []。
铁沐真 发表于 2017-3-8 20:09
setup拼错了,int i=0 没有打 =0。
谢谢谢谢! 纯属好奇:在void loop(){
}
里面使用while(1){
}
loop就代表不断执行,在不断执行中包含不断执行,是不是会卡住?
页:
[1]