升级固件后,重置主控芯片,S-VCC输出3.3V,怎样才能输出5V | 可设置
升级固件后,重置主控芯片,S-VCC只能输出3.3V,怎样才能输出5V测试5V输出正常
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
DebugLab 发表于 2025-2-22 19:12
测试5V输出正常
stc32g128k算宽电压吗? 智胜电子 发表于 2025-2-23 10:44
stc32g128k算宽电压吗?
算电压是1.9-5.5伏之间都可以使用。 soma 发表于 2025-2-23 12:58
算电压是1.9-5.5伏之间都可以使用。
用AIapp-ISP-v6.95F软件Link1下载器的S-VCC没有输出5V,只有3.3V
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