24 KiB
title | updated | created |
---|---|---|
STM8注意事项 | 2022-01-11 00:52:49Z | 2022-01-08 13:18:08Z |
体积小 STM8S003F3
UFQFPN20 - HMC1060同大小3x3mm,非常便于小型化集成
需反复查看手册,==避免先入为主==的想法,如以下两个指标
复位电阻
复位端口自带上拉电阻,典型值为55k,故而外置上拉电阻为选配
Vcap取值
Vcap端外接电容的容量很重要,可选1uF,经测过低会导致MCU循环复位
pll_cell 设计中随手取了经验值0.1uF,导致MCU循环复位
<img src="data:image/png;base64,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" /