柯西
发表于 2025-8-15 15:48:24
打卡学习,24位定时器
tingyu8675
发表于 2025-8-23 11:51:52
用8H的单片机作连续脉冲输出,最高可以到多高的频率,以前用12C5616做到1MHz。
jmg
发表于 7 天前
SysCLK/2 via TnCLKO
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
平凡
发表于 6 天前
8H/8G/8A/8C系列
T0/T1/T2/T3/T4增加了8位预分频,
是芯片新增,还是AIapp-ISP V6.95M新增
神农鼎
发表于 6 天前
看具体数据手册,不同时期设计的芯片,要看具体数据手册
在前进
hfofcfcb
发表于 昨天 13:47
{:qiang:}
hfofcfcb
发表于 昨天 13:58
{:qiang:}{:qiang:}
猫虎的
发表于 昨天 17:07
T4的中断优先级能不能设为最高