3. 用户态 SPI 编程
Linux 的 SPI 总线设备文件名通常为/dev/spidevN.P( N=0, 1, 2..., P=0, 1, 2...),
其中 N 表示第几路 SPI 总线,而 P 表示在该路 SPI 总线中使用哪个 CS 信号线。
EasyARM-i.MX283A 提供了 1 路 SPI 总线,在该总线中只有 1 个 CS 信号线,其设备文
件名为/dev/spidev1.0。
root@EasyARM-iMX283 /# ls /dev/spi*
/dev/spidev1.0
3.1 SPI 编程接口
1. 打开设备
在使用 SPI 设备时,需要调用 open()函数打开设备文件,获得文件描述符,如程序清单3.1 所示。
程序清单 3.1 打开 SPI 设备文件
fd = open(―/dev/spidev1.0‖, O_RDWR);
if (fd < 0) {
perror( "can not open SPI device\n" );
}
2. 关闭设备
设备使用完成后,调用 close()函数关闭设备,如下所示:
close(fd);
3. 总线控制
通过调用 ioctl()函数使用不同的命令,应用程序可以配置 SPI 总线的极性和相位、设置
总线速率、数据字长度以及实现数据收/发。
(1) 设置总线极性和相位
SPI 总线极性及相位设置是通过 SPI_IOC_WR_MODE 命令实现的, 该命令的用法参考表 3.1。
表 3.1 SPI_IOC_WR_MODE 命令
---------------------------------------------------------
命 令 SPI_IOC_WR_MODE
调用方式 ret = ioctl(fd, SPI_IOC_WR_MODE, &mode);
功能描述 设置 SPI 总线的极性和相位
输入参数说明
mode 的可选值为: SPI_MODE_0、SPI_MODE_1、SPI_MODE_2、SPI_MODE_3,
这些值的说明参考下面内容。
返回值说明
0:设置成功
1:设置不成功
SPI_MODE_0 定义的模式为 POLARITY( 极性) =0、 PHASE( 相位) =0。
SPI_MODE_1 定义的模式为 POLARITY=0、 PHASE=1。
SPI_MODE_2 定义的模式为 POLARITY=1、 PHASE=0。
SPI_MODE_3 定义的模式为 POLARITY=1、 PHASE=1。
设置 SPI 总线极性和相位为 SPI_MODE_0 模式的方法可以参考如程序清单 3.2 所示的代码。
程序清单 3.2 设置 SPI 总线极性和相位示例
int mode = SPI_MODE_0;
ret = ioctl(fd_spi, SPI_IOC_WR_MODE, &mode);
if (ret == -1) {
printf("can't set wr spi mode\n");
return -1;
}
(2)设置每字的数据位长度
设置 SPI 总线上每字的数据位长度是使用 SPI_IOC_WR_BITS_PER_WORD 命令实现,
该命令的用法参考表 3.2。
表 3.2 SPI_IOC_WR_BITS_PER_WORD 命令
---------------------------------------------------------------------
命 令 SPI_IOC_WR_BITS_PER_WORD
调用方式 ret = ioctl(fd, SPI_IOC_WR_BITS_PER_WORD, &bits);
功能描述 设置 SPI 总线上每字的数据位长度
输入参数说明 bits 为每字的二制位数,取值
返回值说明 0 为成功,其它值为失败
设置 SPI 总线的每字数据位长为 8 位的方法可以参考如程序清单 3.3所示的代码。
ret = ioctl(fd_spi, SPI_IOC_WR_BITS_PER_WORD, &bits); /* 设置 SPI 的数据位 */
if (ret == -1) {
printf("can't set bits per word\n");
return -1;
}
(3) 设置最大总线速率
设置 SPI 总线的最大速率是通过使用 SPI_IOC_WR_MAX_SPEED_HZ 命令实现,该命
令用法参考表 3.3。
表 3.3 SPI_IOC_WR_MAX_SPEED_HZ
--------------------------------
命 令 SPI_IOC_WR_MAX_SPEED_HZ
调用方式 ret = ioctl(fd, SPI_IOC_WR_MAX_SPEED_HZ, &speed);
功能描述 设置 SPI 总线的最大速率
输入参数说明 speed 为需要设置的 SPI 总线的最大频率, 单位为 Hz
返回值说明 恒为 0:设置成功
注意:SPI 总线的最大速率设置后,在使用过程并不是只能使用该频率收/发数据,而仅仅约束
收/发数据时的最大频率。
(4) 数据接收/发送命令
在 SPI 总线实现数据收/发是使用 SPI_IOC_MESSAGE(n)命令实现,该命令用法参考表3.4。
表 3.4 SPI_IOC_MESSAGE(n)命令
------------------------------------------------------------------------------
命 令 SPI_IOC_MESSAGE(n)
调用方式 ret = ioctl(fd, SPI_IOC_MESSAGE(n), &tr);
功能描述 实现在 SPI 总线接收/发送数据操作,其中 n 的值可变
输入/输出参数说明
struct spi_ioc_transfer 结构体用于封装要收/发的数据。 tr 参数指定向 struct
spi_ioc_transfer 结构体的数组,数组长度为 n。
返回值说明
0:操作成功
1:操作失败
使用SPI_IOC_MESSAGE(n)命令收/发的数据都需要使用 struct spi_ioc_transfer结构体封
装,该结构体的定义如程序清单 3.4 所示。
程序清单 3.4 struct spi_ioc_transfer 结构体的定义
struct spi_ioc_transfer {
__u64 tx_buf; /* 指向发送数据的缓冲区 */
__u64 rx_buf; /* 指向接收数据的缓冲区 */
__u32 len; /* 收/发缓冲区中数据的长度 */
__u32 speed_hz; /* 总线速率 */
__u16 delay_usecs;
__u8 bits_per_word; /* 收/发数据的二进制位数 */
__u8 cs_change;
__u32 pad;
}
speed_hz 不能大于在 SPI_IOC_WR_MAX_SPEED_HZ 命令中设置的总线速率。
注意:
由于 iMX28xx 处理器的 SPI 控制器只支持半双工,因此 struct spi_ioc_transfer 结构体中
的 tx_buf 和 rx_buf 只能设置一个有效, 另一个必须设置为 0, 否则调用 ioctl 时会返回非零
值提示操作错误。
3.2 编程范例
1. 电路原理
在 AP-283Demo 板上,通过 74HC595 作为 SPI 从机器件驱动数码管。
硬件原理图
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)
在 74HC595 芯片中,如果要将 8 位串行输入数据并行输出到 QA、 QB、 QC、 QD、 QE、
QF、 QG、 QH,则需要满足以下条件:
? 首先必须保证在 SCK 引脚输入连续的时钟信号;
? 在 SCK 引脚输入信号的上升沿,在 SI 引脚输入的数据被送入 QA 的第 1 级移位寄
存器, QA 移位寄存器原有的值移入 QB 移位寄存器, QB 移位寄存器原有的值移
入 QC 移位寄存器,以此类推;
? 在 RCK 引脚输入信号的上升沿,移位寄存器中的数据被送入锁存器;
? 若 OE 引脚输入低电平,则锁存器的值将在 QA~QH 引脚输出。
在 AP-283Demo 板上, MCU 的 SPI 接口控制 2 片 74HC595 带锁存的移位寄存器驱动 2
个共阴式的 LN3461BS 数码管,其中 U4 控制 8 位数据管的位选位, U6 控制 4 位数码管的
段选位,也就是说只要给数码管的位选位输送低电平,给数码管的段选位输送高电平,即可
点亮数码管。
MCU 作为主机通过 SPI 总线发送数据, 74HC595 作为人机接收数据,采用级联的方式
对 2 片 74HC595 进行操作,其数据的传递方式如下:
(1) 发送 8 位“位选”数据,且被保存在 U6 的移位寄存器中;
(2) 紧接再发送“段选”数据时,刚才发送的“位选”数据将通过级联方式移位到 U4
的移位寄存器中,后发送的“段选”数据则被保存在 U6 的移位寄存器吕;
(3) 当数据移位完成后,在 RCK 产生一个上升沿将移位寄存器中的数据移位到锁存器;
(4) 由于 OE 为低电平,锁存器的数据送到 U4、 U6 的 QA~QH 数据引脚上。
其中 U4、 U6 的 RCK 引脚连接到 i.MX283 处理器的 GPIO3.21 引脚。
2. 示例程序代码
在应用程序通过 SPI 总线控制数码管的示例程序代码如程序清单 3.5 所示。该程序接
受两个输入参数:显示数值( 0 ~ 9)和数字选择值( 0 ~ 3)。程序先打开 SPI 总线设备文件
和 GPIO 属性文件,然后设置 SPI 总线参数:总线极性、总线的最大频率、数据字的大小。
设置完成后,调用 show_led_num 函数执行数据发送操作,在该函数中把显示数值转化为位
选值、把数字选择值转化为段选值,再把位选值和段选值通过 SPI 总线发送到 U4 和 U6 的
74HC595 芯片的移位寄存器,最后通过 GPIO 产生一个上升沿信号使 74HC595 移位寄存器
的值输出到相关引脚,以控制数码管的点亮。
见源代码。
-
#include <stdint.h>
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#include <unistd.h>
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#include <stdio.h>
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#include <stdlib.h>
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#include <getopt.h>
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#include <fcntl.h>
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#include <sys/ioctl.h>
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#include <linux/types.h>
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#include <linux/spi/spidev.h>
-
-
#define SPI_DEVICE "/dev/spidev1.0"
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#define GPIO_DEVICE "/sys/class/gpio/gpio117/value" /* gpio3.21 的属性文件 */
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-
-
/* 显示数值和位选值的对照表 0 1 2 3 4 5 6 7 8 9 */
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uint8_t led_value_table[] =
-
{
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0xC0, 0xF9, 0xa4, 0xb0, 0x99,
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0x92, 0x82, 0xF8, 0x80, 0x90
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};
-
-
static uint8_t mode = 0;
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static uint8_t bits = 8;
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static uint32_t speed = 10000;
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static uint16_t delay = 0;
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-
static void show_led_num(int fd_spi, int fd_gpio, int value, int num)
-
{
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int ret;
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uint8_t tx[] = {
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led_value_table[value], /* 把显示数值转化为位选值 */
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(1 << num), /* 把数字选择值转化为段选值 */
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};
-
-
struct spi_ioc_transfer tr_txrx[] =
-
{
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{
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.tx_buf = (unsigned long)tx,
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.rx_buf = 0,
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.len = 2,
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.delay_usecs = delay,
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.speed_hz = speed,
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.bits_per_word = bits,
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},
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};
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/* 把位选值和段选值通过 SPI 总线发送到 U4 和 U6 的移位寄存器 */
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ret = ioctl(fd_spi, SPI_IOC_MESSAGE(1), &tr_txrx[0]);
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if (ret == 1) {
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printf("can't revieve spi message");
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return;
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}
-
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/*
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* 通过 GPIO 产生上升沿信号, 使 U4 和 U6 的移位寄存器的值输出到相关引脚,
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* 以控制数码管的点亮
-
*/
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write(fd_gpio, "0", 1);
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usleep(100);
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write(fd_gpio, "1", 1);
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usleep(100);
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}
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-
-
int main(int argc, char *argv[])
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{
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int ret = 0;
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int fd_spi = 0;
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int fd_gpio = 0;
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long led_value = 0;
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int led_num = 0;
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int i;
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int disData[4];
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if (argc != 2) { /* 输入参数必须为一个 */
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printf("cmd : ./spi_led_test led_num \n ");
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return -1;
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}
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led_value = atoi(argv[1]); /* 获取程序输入参数的数码管的显示值 */
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if ((led_value) < 0 || (led_value > 10000)) { /* 该值必须在 0 ~ 9 之间 */
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printf("led num just in 0 ~ 9999 \n");
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return -1;
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}
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disData[0] = led_value/1000;
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disData[1] = (led_value%1000)/100;
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disData[2] = (led_value%100)/10;
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disData[3] = led_value%10;
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-
fd_spi = open(SPI_DEVICE, O_RDWR); /* 打开 SPI 总线的设备文件 */
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if (fd_spi < 0) {
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printf("can't open %s \n", SPI_DEVICE);
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return -1;
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}
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-
fd_gpio = open(GPIO_DEVICE, O_RDWR); /* 打开 GPIO 设备的属性文件 */
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if (fd_gpio < 0) {
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printf("can't open %s device\n", GPIO_DEVICE);
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return -1;
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}
-
-
/*
-
* 这里 mode 的值为 0,这里SPI 总线的 SPI_CLK 在上升沿阶段,
-
* SPI_DIN 的信号有效,
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* 这符合 74HC595 芯片把输入数据送入移位寄存器的要求。
-
*/
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ret = ioctl(fd_spi, SPI_IOC_WR_MODE, &mode);
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if (ret == -1) {
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printf("can't set wr spi mode\n");
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return -1;
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}
-
-
ret = ioctl(fd_spi, SPI_IOC_WR_BITS_PER_WORD, &bits); /* 设置 SPI 的数据位 */
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if (ret == -1) {
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printf("can't set bits per word\n");
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return -1;
-
}
-
-
ret = ioctl(fd_spi, SPI_IOC_WR_MAX_SPEED_HZ, &speed); /* 设置 SPI 的最大总线频率 */
-
if (ret == -1) {
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printf("can't set max speed hz\n");
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return -1;
-
}
-
-
while(1)
-
{
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for(i = 0 ; i < 4; i++)
-
{
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show_led_num(fd_spi, fd_gpio, disData[i], i); /* 实现数码管的控制 */
-
usleep(100);
-
}
-
}
-
-
//show_led_num(fd_spi, fd_gpio, led_value, led_num); /* 实现数码管的控制 */
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close(fd_spi);
-
-
return ret;
-
}
3. 测试
3.1 可以单独控制某个数码管
上述代码可以通过交叉编译成 spi_led_test 程序文件,测试方法如下:
(1) 把 spi_led_test 文件上传到 EasyARM-i.MX283A 的任意目录;
(2) 在 AP-283Demo 板上的 J11A 和 J11C 的 CS、 CLK、 MISO、 MOSI 跳线用短路器短
接, 把 J7A 和 J7B 的 WCLK 跳线用短路器短接。
(3) 导出 GPIO3.21 的设备属性文件,并设置为出输出工作模式:
root@EasyARM-iMX283 /sys/class/gpio# echo 117 > export
root@EasyARM-iMX283 /sys/class/gpio# ls
export gpio68 gpiochip128 gpiochip64 unexport
gpio117 gpiochip0 gpiochip32 gpiochip96
root@EasyARM-iMX283 /sys/class/gpio# echo out > gpio117/direction
(4) 运行 spi_led_test 程序:
root@EasyARM-iMX28x /mnt# ./spi_led_test 9 2
该命令将控制数码管的第 3 个数字显示 9。
3.2 修改代码,让四个数码管同时显示,输入的命令为:
./spi_led_test number // number就是在数码管上显示的数字,比如如果为1234,
// 则在数码管上显示的就是 1234 。
3.3 秒表的实现
有空再修改吧....