调用ALSA音频采集无法识别库问题
我的开发环境是全志A40i,用的配套的底板和核心板,按照手册录音放音没有问题。之后我想实现的功能是读取录音的数据,并将其转换为指定格式文件输出,同时将数据显示在屏幕上,以波形图的形式,就像录音实时跟踪那种效果
在已经搭建好源码和交叉编译环境下,我编译一个文件在终端提示找不到#include <alsa/asoundlib.h>文件,是因为这句话没有识别,但是系统实际是已经安装了ALSA库的
我的源码如下
#define ALSA_PCM_NEW_HW_PARAMS_API
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include <fcntl.h>
#include <sys/ioctl.h>
#include <sys/stat.h>
#include <sys/types.h>
#include <unistd.h>
#include <alsa/asoundlib.h>
int main() {
long loops;
int rc;
int size;
unsigned int val;
int dir;
char *buffer;
snd_pcm_t *handle;
snd_pcm_hw_params_t *params;
snd_pcm_uframes_t frames;
/*以录制模式打开*/
/* Open PCM device for recording (capture). */
rc = snd_pcm_open( &handle, "default", SND_PCM_STREAM_CAPTURE, 0);
if (rc < 0) {
fprintf(stderr, "unable to open pcm device");
exit(EXIT_FAILURE);
}
/*分配一个参数对象*/
/* Allocate a hardware parameters object. */
snd_pcm_hw_params_alloca(¶ms);
/*初始化参数对象*/
/* Fill it in with default values. */
rc = snd_pcm_hw_params_any(handle, params);
if (rc < 0) {
printf("Err\n");
}
/* Set the desired hardware parameters. */
/*交错模式*/
/* Interleaved mode */
rc = snd_pcm_hw_params_set_access(handle, params,
SND_PCM_ACCESS_RW_INTERLEAVED);
if (rc < 0) {
printf("Err\n");
}
/*PCM格式*/
/* Signed 16-bit little-endian format */
rc = snd_pcm_hw_params_set_format(handle, params,
SND_PCM_FORMAT_S16_LE);
if (rc < 0) {
printf("Err\n");
}
/*设置通道数*/
/* Two channels (stereo) */
rc = snd_pcm_hw_params_set_channels(handle, params, 2);
if (rc < 0) {
printf("Err\n");
}
/*设置采样率*/
/* 44100 bits/second sampling rate (CD quality) */
val = 44100;
rc = snd_pcm_hw_params_set_rate_near(handle, params,
&val, &dir);
if (rc < 0) {
printf("Err\n");
}
/*没周期的帧数*/
/* Set period size to 32 frames. */
frames = 32;
rc = snd_pcm_hw_params_set_period_size_near(handle,
params, &frames, &dir);
if (rc < 0) {
printf("Err\n");
}
/* Write the parameters to the driver */
rc = snd_pcm_hw_params(handle, params);
if (rc < 0) {
fprintf(stderr,
"unable to set hw parameters: %s/n",
snd_strerror(rc));
exit(1);
}
/* Use a buffer large enough to hold one period */
rc = snd_pcm_hw_params_get_period_size(params,
&frames, &dir);
if (rc < 0) {
printf("Err\n");
}
size = frames * 4; /* 2 bytes/sample, 2 channels */
buffer = (char *) malloc(size);
/* We want to loop for 5 seconds */
rc = snd_pcm_hw_params_get_period_time(params, &val, &dir);
loops = 5000000 / val;
while (loops > 0) {
loops--;
rc = snd_pcm_readi(handle, buffer, frames);
if (rc == -EPIPE) {
/* EPIPE means overrun */
fprintf(stderr, "overrun occurred/n");
//把PCM流置于PREPARED状态,这样下次我们向该PCM流中数据时,它就能重新开始处理数据。
snd_pcm_prepare(handle);
} else if (rc < 0) {
fprintf(stderr,
"error from read: %s/n",
snd_strerror(rc));
} else if (rc != (int)frames) {
fprintf(stderr, "short read, read %d frames/n", rc);
}
rc = write(1, buffer, size);
if (rc != size)
fprintf(stderr,
"short write: wrote %d bytes/n", rc);
}
//调用snd_pcm_drain把所有挂起没有传输完的声音样本传输完全
rc = snd_pcm_drain(handle);
//关闭该音频流,释放之前动态分配的缓冲区,退出
rc = snd_pcm_close(handle);
free(buffer);
return 0;
}测试文件引用代码如下
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include <fcntl.h>
#include <sys/ioctl.h>
#include <sys/stat.h>
#include <sys/types.h>
#include <unistd.h>测试程序说明都没有执行,只是单纯的引用alsa库,都无法编译通过,报错信息如下
data:image/png;base64,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>真美妙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>**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**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**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>真美妙jThM5rDDqVVif/QKO5T6DYzkNcaxFY5wobMp+Jn/nNGT/btGY/S73GazLehEGnRpuVyRdcltZjXZtW6JL53bo3KltwoO0a9umJfQ6TUJaAwb0hthB+hKnFcmj8OfYABkkiZLLDp3BicL3uJeZkOAe8eDjgS96Il2vhl5P08aDvl+FH4w6uGsrjuydg25WNbT27mzdLFmdJg//vc092LNtHj5+bwqWcUn0viUfYt*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>**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>**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>真美妙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**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>**yNp98cp+KHQc7M/t8fKi3dxcKA9tIqvbPwyfrgC/PKWX/Duy5Uv4u2ueP41HL51FFODr6Hst0346NPj+H1Bd/RbeAHnPgvrjJctceIrkRwLyCUagAhuEyXZEtgI8RvC/L35hWCwi8F8Co1NOT9Up47BrhskxQZubXodmZGlaLyvSshF46c0fhGVZOdvwq2LZCVbIskWa8Mkfwl8UMDusXEjZC8J2YVsQfATFXurYAuenpBfhPiRwE9Iz1quPKtaSba0DkN9ScU6Dj/VjmMU9qoKP5LxMEk8U/EjIJdY/KmuDll+pMdBHmM0M>**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*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**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**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>**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**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**vAXx8ch5j9wIosXANIqurrRu5tbavl8wcWMOYj77lWVfhK29GvndY1kuJqiu2qDWvoz6zIoNGbP8GhQcZNnLwxjebRzvL/6n2EZVm922etn7ScfvjDgm0M9r+XvERynfgBvOfZRyapLzE8sKDZmwuZCcrxJp6FeLpI/PY96RSqyguNbq7VZZ677Q0spXd7yRn0tulH8OiItspSOr2oyXZ2/i5HWlJyjk0s4feauZ8xF+AmksnWItOg/+jv3q0WhcP8mmCeoZzsoxVufg3AfxRD3UhQ82WuNpLf3PqcX0flAFtkoTXn5/C5na+WtFuVzYv573GqgCUblGeN4uzuRYzgUD8sj8cwnTGjvZ7Ckfkc5X6+j9DOqlpPFUlpZPpWeZsOw8RTcOsbCVq5MsBMjlX5cRK3Ph8Ew6uzwzuBbd3j8LJ+aReL+SXzCxg7dRmP87Lz2iE5ECfvcoOFxh+HAS35yEot0z6aKUX7EhQ9/ewFHtWDAlevvkblaOe4EYLf5ZEwFZB0m/WGShRO7RjczvojuW0S+Q+nVG8NW6dHLUQ2koyCUrfTsLm+su+PCvTaceH/LLrrNoJwaaszPYNCnOtqErrHJDBqYuZ8+pPHX4u8HF3UsZo248tHRyHnFWwnaMy/JKZCt+6r/ZcknTmVkd7LYq3BHBUEknUi+Vi5FPj+aHNLUN5p1m80THs9ZLLbKVcqrEMHLGLxzJstwZaWmrFw+s59369qP2PHJMtVfxSURgCov/uoSFITfOFLM5rEJDxq5VvL6HGbXUSZ7u9yL4CNljyA2rmCbnB/pqfZrFhmDajFAe4f1Ef/0Eysjvyu8My3IhshURWawNivWZ4dU7MFV35OLpPceKHbnojQAw5Jhon+kJH9W/brnhqo9yFtkPPM93FwrZOzgaU4VoJm8rdDhGVrTOamdi+CKal0wnMBbq27Z8r3tqJrG71e3HJrJvdUHe5f80z0/PgGsbSA1UTlFQjk6Kpk1AhOMmONlYDBtL+KOD2ZgLGa+q54/fDXi5GAi945bvO5XbgXPDmM/IvLGXN2u7EIh3g5/vkjr4mhtGfvd1Wd60K1fhPd783ldpjfDxVRm+yMdQXatf+qIcmYfv+3uJqcTUGw6UU5GtHA+YyMJ/wHz4O6Y0iaJBxRAaPdlQOObNGxDuzrSBNElcTz7pvB/uIlTkThUx5U5klx3OphotSYrpTM+Eaaw9VcDpOYlE284Ylx1f+WvHvuGGmN99U1ZJMbydIlsMn/LVPqTILl/+KCnv5e+kHz1xoNyKbMXwiH/34L2frCdMWDul/cywXSYinWvoXP96jFqbD4fetp0HbJj+ThHd5U1klyHO0a2/Q7kChILz7Jn7Eu212wnLq+/u78xXBocxKFXZ1TPSYOPrHd7GfcQNIb/7qKyS9hEOIruM/S6ETzlrI1Jk3+Ftu5zxqaTtVv7u1vOwXItsjQAR1erTplYTWtaQj8Y1TOTrrW8cEuNSYuxfi5amDiRGd3Lzrz3tH3Jz6ZAcxAxDwco1N6Xf71zfyXYnfSc54FMO3BEiu1wPKJKQPiWk9HUpha3ko+Sj5IDkgOSA5IDkQLnggBTZkojlgohSXEtxLTkgOSA5IDkgOSA5cDdxQIpsKbKlyJYckByQHJAckByQHJAckBzwMQekyPYxoHfTDEzWRa4oSA5IDkgOSA5IDkgOSA6UjANSZEuRLWeukgOSA5IDkgOSA5IDkgOSAz7mgBTZPgZUzvZKNtuTuEncJAckByQHJAckByQH7iYOSJEtRbacuUoOSA5IDkgOSA5IDkgOSA74mANSZPsY0LtpBibrIlcUJAckByQHJAckByQHJAdKxoH/BzrdkSyVsTkdAAAAAElFTkSuQmCC
这里想请问一下大佬,如何正确的识别ALSA库
buildroot-201611/target/user_rootfs_misc/OKA40i_C/sdk_lib/cedarx/include/external/include/alsa/asoundlib.h您看看您的include路径有没有问题 zhichao 发表于 2023-4-17 13:32
buildroot-201611/target/user_rootfs_misc/OKA40i_C/sdk_lib/cedarx/include/external/include/alsa/asoun ...
LIBS += -L/root/workspace/allwinner/A40i/bsp/lichee/out/sun8iw11p1/linux/common/buildroot/host/usr/arm-buildroot-linux-gnueabihf/sysroot/usr/lib/ -lasound
在pro文件种添加这句好使了:lol
页:
[1]