C语言学习009:管道连接输入输出
现在我们需要对gpsdata.csv文件中的数据进行筛选,然后将符合条件的数据输出到output.json文件中,第一种方式当然是在之前的代码中进行修改,但是如果我们不想修改原来的代码就能得到我们期望的结果,该如何实现呢?
42.0908,-71.2316,speed=
37.1908,-74.2322,speed=
42.0908,-71.3312,speed=
44.5908,-70.2314,speed=
39.0908,-62.2512,speed=
43.0908,-60.1311,speed=
45.0908,-65.2316,speed=
我们需要用到管道,管道可以连接一个进程的标准输出与另一个进程的标准输入,并用"|"符号表示。
现在我们来实现条件帅选的代码,我们将程序命名为bermuda
#include <stdio.h> int main(){
float latitude;
float longitude;
char info[];
while(scanf("%f,%f,%79[^\n]",&latitude,&longitude,info)==){
if((latitude>)&&(latitude<)){//筛选条件
printf("%f,%f,%s\n",latitude,longitude,info);
}
}
return ;
}
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" 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最后,我们可以看到output.json文件中包含了符合条件((latitude>40)&&(latitude<44))的数据
aaarticlea/png;base64,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" alt="" />
管道的好处是我们可以将每个小程序独立完成自己的单一任务,使程序解耦。
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