问答

汇集网友智慧,解决技术难题

21ic问答首页 - TAG - CPU
  • HC32F460的软件看门狗WDT如何停止计数,或者关闭

    [img]data:image/png;base64,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**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**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[/img][img]data:image/png;base64,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**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[/img],执行WFI指令进入睡眠模式好像并没有起作用,CPU仍然在运行

    嵌入式 国产芯片 hc32f460 看门狗 软件 CPU

    522浏览量 1回复量 关注量
  • 有谁知道HC32L136复位到执行第一条代码的时间

    有谁知道HC32L136复位到执行第一条代码的时间,数据手册和用户手册都没找到。

    数据手册 用户手册 hc32l136 代码 Reset CPU

    2321浏览量 4回复量 关注量
  • STM32分立元件读写M1及CPU卡软件层是如何实现的?

    [color=#333333][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]之前看到别人做的智能锁项目用的是该[/size][/font][/backcolor][/color][color=rgb(65, 131, 196)][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]电路[/size][/font][/backcolor][/color][color=#333333][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]图实现了M1卡CPU卡的读写,使用的是[/size][/font][/backcolor][/color][color=rgb(65, 131, 196)][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]STM32[/size][/font][/backcolor][/color][color=#333333][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]F072CBT6的芯片,外接13.56Mhz的晶振。这个软件上是怎样实现的?有没有懂这方面的,帮忙分析下[/size][/font][/backcolor][/color]

    软件 STM32 CPU 嵌入式 单片机 ST

    1070浏览量 5回复量 关注量
  • 求助老师留的dsp作业太难有大神指导一下麻 新人第一帖

    运用CPU定时器中断实现对交流信号的采样,根据采样结果计算电压、电流幅值、相位、计算有功功率与无功功率,计算有功电度

    DSP 功率 CPU 电流 电压

    1073浏览量 4回复量 关注量
  • ChipOn 烧录器驱动

    请问下,Chipon烧录器不能正确识别,你们有遇到过吗?win10 64位 AMD CPU请问怎么解决?[img]data:image/png;base64,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**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***tIvJQp6fw7UDS7Brbclkz4skXt8uus7O33+ZiEM/09HElI5jf+Dioyz1bFue/YxDK76m2icVENyqb6QkEB7qg88ebwSX9b3Kcaxah7Ptx5HUMTVn4k9bxPHteyKQR6I3lIbEpCKLWH8cmhtSu3Uv0YtR8GTUSoN7YWFak+pDPEgtQy2TfO8kyxYu4+KjDAry07lzdhudalen+8jhtKxXh6bmzTBu0B6X9Ye0JkHEBzHqqzY0aNCgzKRfvbLoIl6xRp0yzwv32TgPQXA6KyaLl3hOcKSTizdpKgO30k6R**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***O+Nx+DqvRE8aDbIQlDK5qQRsnkOnpvXpOHAuB0OjSEnXjEWTR8hPIzE0acea4Me8iAvGpU0TGjiMwj8ijqBVQzBwHE9odKLCg0QiQZKaSOiWb964zkLQS7+4eZABltWorN+amev2cuXKFfGFcub4bly6W1JZvxEjN55F5R0ovBhXTu6H2+pNnD13TunxFcrx3T/gbP4xtZoN5tBdhdeJmixMnPDwPqa0Mfizc9U4bA2qU7WmMzsuPxIX25U1dlUv4fZjpjFxmD02I5Zy97niTV3w6CQDHRpSu7o59b+sxdDlvjxVGSBLFqYkCwPT/kycXOxqOWJwL2roVaHnoBG4qFwtJ09mgLlRKbLIz3rOr8MNadJ***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[/img]

    chipon chipON 烧录器 AMD CPU win

    8848浏览量 5回复量 关注量
  • GD32f450 替换 stm32f427 串口7 部分乱码 sos

    电脑用串口工具测试 串口通信都是正常的,在板子上和esp32的通信就出问题。这是日志。 有没有遇到同样问题朋友啊 ###NextPage[title=gd32]### b'\x1b[0;32mI (458) cpu_start: Pro cpu up.\x1b[0m\r\n' b'\x1b[0;32mI (458) cpu_start: Application information:\x1b[0m\r\n' b'\x1b[0;32mI (458) cpu_start: Compile time: Dec 20 2019 07:50:41\x1b[0m\r\n' b'\x1b[0;32mI (461) cpu_start: ELF file SHA256: 0000000000000000...\x1b[0m\r\n' b'\x1b[0;32mI (467) cpu_start: ESP-IDF: v3.3\x1b[0m\r\n' b'\x1b[0;32mI (472) cpu_start: Starting app cpu, entry point is 0x40083600\x1b[0m\r\n' b'\x1b[0;32mI (0) cpu_start: App cpu up.\x1b[0m\r\n' b'\x1b[0;32mI (482) heap_init: Initializing. RAM available for dynamic allocation:\x1b[0m\r\n' b'\x1b[0;32mI (489) heap_init: At 3FFAE6E0 len 00001920 (6 KiB): DRAM\x1b[0m\r\n' b'\x1b[0;32mI (495) heap_init: At 3FFBA488 len 00025B78 (150 KiB): DRAM\x1b[0m\r\n' b'\x1b[0;32mI (501) heap_init: At 3FFE0440 len 00003AE0 (14 KiB): D/IRAM\x1b[0m\r\n' b'\x1b[0;32mI (508) heap_init: At 3FFE4350 len 0001BCB0 (111 KiB): D/IRAM\x1b[0m\r\n' b'\x1b[0;32mI (514) heap_init: At 40092D6C len 0000D294 (52 KiB): IRAM\x1b[0m\r\n' b'\x1b[0;32mI (520) cpu_start: Pro cpu start user code\x1b[0m\r\n' b'\x1b[0\xa7&\xa6+\n' [b][color=#f00000]这里开始 乱码[/color][/b] b'B\x92\x82\x9aJ\x02\x1a\xc1\xd5}\xcd\xd1art: Chip RYWk\xa5\xbd\xb9\xe9 L\xa3+j5\n' b'\xa3+\xda\x9a\x9aj]\x81(204) ,u_start: Chip revision i.B\xa5\x9d\xa1\x95\xc9\x81than the one \xac\xcb\xcb\xa5\x9dured in menuconfig. \xaa\xd7\xd6V\xd6\xd1\x81to upgrade Z\x97i\xb4\x05j5\n' b'\xa3+\xda\x9a\x92j%\x81(207) cpu_start: Starting s,\xab\x91\xd5\xb1\x95r on PRO CPU.\x1b[0m\r\n' b'\x1b+\xda\x9a\x92jI (0) cpu_start: *W\xc9\xd1ing s,\xab\x91\xd5\xb1\x95\xc9 on P\x05\x05\x1aAU\xb9\x1b[0m\r\n' b'\xa3+\xda\x9a\x92j%\x81(180) [\x8bskket: InitiX+K\xa5\xb9g\x1b[0[H\xf8\x1b+\xda\x9a\x92j%\x81(190) uart: ALREADY NULL\x1b[0[C\xa1*k\xc9\xbdA\xe5\xd1\xa1\xbd\xb9 v1.12 on 2019-12-20; ESP32 mod]\xab\x81with ESP&\xa6H\x88\x95\xc1\x95\x81"help()" fK [K\x95\x81infor[XW\xeb\xcb\xcb\xa9H\xc8\xf2\xf2\x02\xfe' ###NextPage[title=stm32]### b'\x1b[0;32mI (457) cpu_start: Pro cpu up.\x1b[0m\r\n' b'\x1b[0;32mI (457) cpu_start: Application information:\x1b[0m\r\n' b'\x1b[0;32mI (457) cpu_start: Compile time: Dec 20 2019 07:50:41\x1b[0m\r\n' b'\x1b[0;32mI (461) cpu_start: ELF file SHA256: 0000000000000000...\x1b[0m\r\n' b'\x1b[0;32mI (467) cpu_start: ESP-IDF: v3.3\x1b[0m\r\n' b'\x1b[0;32mI (471) cpu_start: Starting app cpu, entry point is 0x40083600\x1b[0m\r\n' b'\x1b[0;32mI (0) cpu_start: App cpu up.\x1b[0m\r\n' b'\x1b[0;32mI (482) heap_init: Initializing. RAM available for dynamic allocation:\x1b[0m\r\n' b'\x1b[0;32mI (489) heap_init: At 3FFAE6E0 len 00001920 (6 KiB): DRAM\x1b[0m\r\n' b'\x1b[0;32mI (495) heap_init: At 3FFBA488 len 00025B78 (150 KiB): DRAM\x1b[0m\r\n' b'\x1b[0;32mI (501) heap_init: At 3FFE0440 len 00003AE0 (14 KiB): D/IRAM\x1b[0m\r\n' b'\x1b[0;32mI (507) heap_init: At 3FFE4350 len 0001BCB0 (111 KiB): D/IRAM\x1b[0m\r\n' b'\x1b[0;32mI (514) heap_init: At 40092D6C len 0000D294 (52 KiB): IRAM\x1b[0m\r\n' b'\x1b[0;32mI (520) cpu_start: Pro cpu start user code\x1b[0m\r\n' b'\x1b[0;32mI (203) cpu_start: Chip Revision: 1\x1b[0m\r\n' b'\x1b[0;33mW (203) cpu_start: Chip revision is higher than the one configured in menuconfig. Suggest to upgrade it.\x1b[0m\r\n' b'\x1b[0;32mI (206) cpu_start: Starting scheduler on PRO CPU.\x1b[0m\r\n' b'\x1b[0;32mI (0) cpu_start: Starting scheduler on APP CPU.\x1b[0m\r\n' b'\x1b[0;32mI (180) modsocket: Initializing\x1b[0m\r\n' b'\x1b[0;32mI (190) uart: ALREADY NULL\x1b[0m\r\n' b'MicroPython v1.12 on 2019-12-20; ESP32 module with ESP32\r\n' b'Type "help()" for more information.\r\n' b'>>> ' ystemInitedWifi b'>>> wifi = WIFI()\r\n' b'I (530) wifi: wifi driver task: 3ffe3858, prio:23, stack:3584, core=0\r\n' b'\x1b[0;32mI (1278) system_api: Base MAC address is not set, read default base MAC address from BLK0 of EFUSE\x1b[0m\r\n' b'\x1b[0;32mI (1288) system_api: Base MAC address is not set, read default base MAC address from BLK0 of EFUSE\x1b[0m\r\n' b'I (1318) wifi: wifi firmware version: aeed694\r\n' b'I (1318) wifi: config NVS flash: enabled\r\n' b'I (1318) wifi: config nano formating: disabled\r\n' b'I (1318) wifi: Init dynamic tx buffer num: 32\r\n' b'I (1328) wifi: Init data frame dynamic rx buffer num: 32\r\n' b'I (1328) wifi: Init management frame dynamic rx buffer num: 32\r\n' b'I (1338) wifi: Init management short buffer num: 32\r\n' b'I (1338) wifi: Init static rx buffer size: 1600\r\n' b'I (1348) wifi: Init static rx buffer num: 10\r\n' b'I (1348) wifi: Init dynamic rx buffer num: 32\r\n' b'>>> platform = PLATFORM()\r\n' b">>> wifi.connect('djkjtest','scfy12345678')\r\n" b'\x1b[0;32mI (1458) phy: phy_version: 4102, 2fa7a43, Jul 15 2019, 13:06:06, 0, 0\x1b[0m\r\n' b'I (1458) wifi: mode : sta (b4:e6:2d:de:bd:09)\r\n' b'\x1b[0;32mI (1458) wifi: STA_START\x1b[0m\r\n' b'False\r\n' b'>>> I (3158) wifi: new:<13,0>, old:<1,0>, ap:<255,255>, sta:<13,0>, prof:1\r\n'

    UART 串口 stm32f427 GD32F450 CPU start

    4080浏览量 0回复量 关注量
  • 单片机与复位芯片冲突?

    [i=s] 本帖最后由 yugzhi 于 2021-4-29 20:36 编辑 [/i] 一量产品, 复位芯片用的是NCP803SN438 ,cpu是C8051F410;生产10年,都相安无事,这个批次突然出现问题: 故障现象: 上电后,NCP803不断发出复位信号,cpu一直被复位。 测试情况: 1、测量803电源管脚,波形干净,不至于因为纹波,杂波的原因导致复位, 2、断开803复位输出管脚和CPU复位管脚的连接后,CPU上电正常,803复位输出管脚也正常,无复位信号出现 3、一旦再连接上,复位线路上就会出现复位信号,导致CPU不断进行复位,无法正常工作! 4、更换在别的电路板上测试正常的803,在803芯片刚焊接上还热乎的时候,一般没事,但等冷却后,情况依旧。 5、调整NCP803复位输出脚和CPU复位脚之间的电阻Rs(原值200Ω),直接连接(阻值为0)不正常,改20k电阻后正常启动, 6、为了确定此时是CPU复位管脚起作用还是803复位脚输出的复位信号,在Rs两边分不同时刻增加对地电阻,通过分压方式,确定了在不断复位的情况下,是由NCP803引起的。 7、此803复位芯片换到老的电路板上,又工作正常。 8、新情况 803和CPU更换后也是这个情况, 9、另外,新出现连续多次复位后,还可能恢复正常,不再复位的情况,803电源入口一直很干净。 求各位高手支招,谁遇到过这种情况?还请不吝赐教!!!

    复位 单片机 复位芯片 CPU 管脚 NCP

    6887浏览量 12回复量 关注量
  • 除了GD的处理器还有其他什么CPU也分flash前面快后面慢的吗? sos

    除了GD的处理器,还有其他什么处理器也分flash前面快后面慢的吗? 每个去翻手册才能找到小字注明,太难了。就不能64K(32K 无等待)(32K超慢)这样选型表就备注清楚吗?

    CPU flash 处理器 选型

    1521浏览量 0回复量 关注量
  • PLC的CPU是由什么构成的

    PLC的CPU是由什么构成的

    CPU PLC

    1363浏览量 1回复量 关注量
  • CPU的工作过程是什么

    CPU的工作过程是什么

    CPU

    854浏览量 1回复量 关注量
  • CPU包括什么部件?

    CPU包括什么部件?

    CPU

    618浏览量 1回复量 关注量
  • FPGA为什么可以帮助CPU加速

    FPGA为什么可以帮助CPU加速

    CPU FPGA PGA

    1235浏览量 7回复量 关注量
  • 关于运放的滤波问题

    [i=s] 本帖最后由 tyw 于 2020-9-11 15:24 编辑 [/i] 一直有个问题,信号经过运放放大后,到后级跟随进入CPU,不太明白的是电容C1,C2是起到滤波作用,还是只有C1是滤波,C2是补偿的,请教下,大家有什么看法 [attach]1533728[/attach]

    滤波 运放 AC CPU 信号

    1690浏览量 3回复量 关注量