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  • static变量的值第一次就被改变了

    [i=s] 本帖最后由 星星心 于 2025-5-16 17:43 编辑 [/i] 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**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**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**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[/img] void ADS1115_RunProcess(void) { static uint8_t nAdsInit = 0; if(nAdsInit == 0) { nAdsInit = 1; ADS1115_Init(); } } nAdsInit 的地址是0x20000026,运行第一次的时候值就变成5了,为什么呀

    static变量 AD ADS ni ads1 ADS1115

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  • SADSADSADSADASDSADASDASD sos

    SADSADSA

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    ADS1234驱动程序哪位大神有,可以提供参考下吗

    ADS ads1 AD 驱动程序

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  • 基于ADS的发夹型微带线带通滤波器版图仿真损耗过大 sos

    用ADS设计了一个抽头式发夹型带通滤波器,原理图经过反复优化,版图仿真依旧损耗过大,有老哥帮忙详细解答么,有偿!

    ADS 仿真 带通滤波器 微带线 原理图

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