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  • STC89C52 sos

    [i=s] 本帖最后由 荒城花开 于 2024-4-11 20:29 编辑 [/i] [font=Tahoma,][backcolor=rgb(242, 242, 242)]ADC0832输出数值[/backcolor][/font] [color=#444444][backcolor=rgb(242, 242, 242)][font=Tahoma, "]为什么LCD1602显示的值一直是5(最大值)[/font][/backcolor][/color] [color=#444444][backcolor=rgb(242, 242, 242)][font=Tahoma, "]debug的时候转化结果直接是0xFF[/font][/backcolor][/color] [attach]2240252[/attach] [attach]2240254[/attach][attach]2240256[/attach][attach]2240258[/attach]

    LC 240 AC STC89C52 单片机 ST

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  • 为什么protues上仿真没问题,但是现实中数码管一直在闪动?

    这是相关代码: /* 头文件声明区 */ #include //89c52专用头文件 #include //初始化底层驱动专用头文件 #include //按键底层驱动专用头文件 #include //数码管底层驱动专用头文件 #include //Led底层驱动专用头文件 #include //包含了各种内联函数和宏,用于访问处理器特定的指令和功能的头文件 /* 变量声明区 */ unsigned char Key_Val,Key_Down,Key_Old,Key_Up;//按键专用变量 unsigned char Key_Slow_Down;//按键减速专用变量 unsigned char Seg_Buf[8] = {10,10,10,10,10,10,10,10};//数码管显示数据存放数组 unsigned char Seg_Point[8] = {0,0,0,0,0,0,0,0};//数码管小数点数据存放数组 unsigned char Seg_Pos;//数码管扫描专用变量 unsigned int Seg_Slow_Down;//数码管减速专用变量 unsigned char ucLed[8] = {0,0,0,0,0,0,0,0};//Led显示数据存放数组 unsigned char Seg_Disp_Mode=1;//数码管模式显示变量 0为学号显示 1为按键显示 unsigned char Seg_Student[16]={8,2,0,6,2,2,0,7,2,7,0,0,0,0,0,0};//学号存储数组 /*自定义延迟函数(毫秒)*/ void Delay(unsigned int xms) //@12.000MHz { unsigned char i, j; while(xms--) { i = 2; j = 239; do { while (--j); } while (--i); } } /* 键盘处理函数 */ void Key_Proc() { if(Key_Slow_Down) return; Key_Slow_Down = 1;//键盘减速程序 Key_Val = Key_Read();//实时读取键码值 Key_Down = Key_Val & (Key_Old ^ Key_Val);//捕捉按键下降沿 Key_Up = ~Key_Val & (Key_Old ^ Key_Val);//捕捉按键上降沿 Key_Old = Key_Val;//辅助扫描变量 switch(Key_Down) { case 16: if(Seg_Disp_Mode==1) Seg_Buf[0] =0; LcdGotoXY(3,0); LcdPrintStr("键盘显示0 "); break; case 1: if(Seg_Disp_Mode==1) Seg_Buf[0] =1; LcdGotoXY(3,0); LcdPrintStr("键盘显示1 "); break; case 2: if(Seg_Disp_Mode==1) Seg_Buf[0] =2; LcdGotoXY(3,0); LcdPrintStr("键盘显示2 "); break; case 3: if(Seg_Disp_Mode==1) Seg_Buf[0] =3; LcdGotoXY(3,0); LcdPrintStr("键盘显示3 "); break; case 4: if(Seg_Disp_Mode==1) Seg_Buf[0] =4; LcdGotoXY(3,0); LcdPrintStr("键盘显示4 "); break; case 5: if(Seg_Disp_Mode==1) Seg_Buf[0] =5; LcdGotoXY(3,0); LcdPrintStr("键盘显示5 "); break; case 6: if(Seg_Disp_Mode==1) Seg_Buf[0] =6; LcdGotoXY(3,0); LcdPrintStr("键盘显示6 "); break; case 7: if(Seg_Disp_Mode==1) Seg_Buf[0] =7; LcdGotoXY(3,0); LcdPrintStr("键盘显示7 "); break; case 8: if(Seg_Disp_Mode==1) Seg_Buf[0] =8; LcdGotoXY(3,0); LcdPrintStr("键盘显示8 "); break; case 9: if(Seg_Disp_Mode==1) Seg_Buf[0] =9; LcdGotoXY(3,0); LcdPrintStr("键盘显示9 "); break; case 10: if(Seg_Disp_Mode==1) Seg_Buf[0] =11; LcdGotoXY(3,0); LcdPrintStr("键盘显示A "); break; case 11: if(Seg_Disp_Mode==1) Seg_Buf[0] =12; LcdGotoXY(3,0); LcdPrintStr("键盘显示b "); break; case 12: if(Seg_Disp_Mode==1) Seg_Buf[0] =13; LcdGotoXY(3,0); break; case 13: if(Seg_Disp_Mode==1) Seg_Buf[0] =14; LcdGotoXY(3,0); LcdPrintStr("键盘显示d "); break; case 14: if(Seg_Disp_Mode==1) Seg_Buf[0] =15; LcdGotoXY(3,0); LcdPrintStr("键盘显示E "); break; case 15: if(Seg_Disp_Mode==1) Seg_Buf[0] =16; LcdGotoXY(3,0); LcdPrintStr("键盘显示F "); break; case 17: Seg_Disp_Mode = 0; LcdWriteCmd(0xff); LcdGotoXY(3,0); LcdPrintStr("学号流水显示"); break; case 18: Seg_Disp_Mode = 1; break; } } /* 信息处理函数 */ void Seg_Proc() { unsigned char i,j;//循环变量 if(Seg_Slow_Down) return; Seg_Slow_Down = 1;//数码管减速程序 if(Seg_Disp_Mode==0)//学号显示界面 { Seg_Buf[7] =0; for(i=0,j=0;i<=5,j<=15;i++,j++) { if(i==6) { i=0; Seg_Buf[i] =Seg_Student[j]; Delay(500); } else { Seg_Buf[i] =Seg_Student[j]; Delay(500); } } } if(Seg_Disp_Mode==1)//按键响应界面 { Seg_Buf[1] =10; Seg_Buf[2] =10; Seg_Buf[3] =10; Seg_Buf[4] =10; Seg_Buf[5] =10; Seg_Buf[6] =10; Seg_Buf[7] =1; } } /* 其他显示函数 */ void Led_Proc() { } void Timer0Init(void) //1毫秒@12.000MHz { AUXR &= 0x7F; //定时器时钟12T模式 TMOD &= 0xF0; //设置定时器模式 TL0 = 0x18; //设置定时初始值 TH0 = 0xFC; //设置定时初始值 TF0 = 0; //清除TF0标志 TR0 = 1; //定时器0开始计时 ET0 = 1; //定时器中断0打开 EA = 1; //总中断打开 } void Timer0Server() interrupt 1 { if(++Key_Slow_Down == 10) Key_Slow_Down = 0;//键盘减速专用 if(++Seg_Slow_Down == 500) Seg_Slow_Down = 0;//数码管减速专用 if(++Seg_Pos == 8) Seg_Pos = 0;//数码管显示专用 Seg_Disp(Seg_Pos,Seg_Buf[Seg_Pos],Seg_Point[Seg_Pos]); Led_Disp(Seg_Pos,ucLed[Seg_Pos]); } /* Main函数 */ void main() { Timer0Init(); LcdInit(); // LCD12864液晶功能初始化 LcdShowInit(); while (1) { Key_Proc(); Seg_Proc(); Led_Proc(); } } 有些是关于lcd12864的代码我去掉了,与这个模块没关系 [url=" d:\桌面\7dedfb64eaa278e39a3a202a7d3c797.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url] [url=" d:\桌面\7dedfb64eaa278e39a3a202a7d3c797.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url]

    LC CD se 数码管 PROTUES 仿真

    19207浏览量 10回复量 关注量
  • 请教ALC5616芯片的设备地址计算

    [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA1EAAAB3CAYAAADimMocAAAgAElEQVR4Xu2de4BN5f7GH/VzUMmldHIrZ8Q4DDOuCUkOOkVmSuSSoXLQRTGdTHEYhBPKIadcIiGlJEaNE0qllHJnOA2SQo7E0DRlUvzetfZee132WnuvvWfvbe01z+6fzH6vn/dda7/P+/2+37fUefEBPzEjcOrnU/jmxDc4/ctpnBf/8RMbAqVQChXKVcC1V1yLipdUjE2lrIUESIAESIAESIAESMCVBEpRRMVuXH888yO2frM1dhWyJlMCTa5tgsvLXk46JEACJEACJEACJEACJBAWAYqosLCFl2nXkV048dOJ8DIzV8QIXHHZFWhYvWHEymNBJEACJEACJEACJEACJYsARVQMx3v93vU4d/5cDGtkVWYELip1EdrWbUs4JEACJEACJEACJEACJBAWAYqosLCFl+nDvA/Dy8hcESfQLrFdxMtkgSRAAiRAAiRAAiRAAiWDAEVUDMeZIiqGsINURRHlnLFgS0iABEiABEiABEgg3ggYRFQRNs4agpdsxT6ogdRRo9G5ZuhdLvzyHTyfUwq9HuuMgNkLD+KzD1fh3eztOIrLcF2rLujavT3qXRp6nX45Cr/EO8/noFSvx8LqQzgtsCeiCrDtjTnYVr037mtdNZxq5Dzfb1yIRRuOG/JXQeu+6Wh5VeBi83KexTtfGtPUQxcxXolht8hZGc1FVCEOfvYhVr2bje1HRXsvuw6tunRE5+sbo4o05w7lYO7ORhgQzqSPcPeL9r2L6TPfwv9q90HGgJtQo0yEK2BxJEACJEACJEACJEAClgQMImojRl5zAyYeskGsdhY27x+DpjaSepIUIT83G+MfzMDzHx9BUfIk5G4fjgam+Yuwb9lQdOs3C7sKDQnKJGLI2x/huY5/tF2zNmFRfi6yxz+IjOc/xpGiZEzK3Y7h5o0Iq/xAmWyJqKMrMKT3dORW64fZi/ujbpitKDiwCVt3fYh5z6/CobNKIbUxaP5c9KwVuNCjuz/Cjk3vYPaCzTjlS9oJ4z94Eq3DbI/TshlFVOHW53F318eQ88OVuLHfI7ivYwIu+34XFr00HatzgWta34ZmP7+HPXd8gO0RmTDHsHbhZtRLD7SRYJEmfxUGJHbGPK9GrjLkfRx6rj2oo5w2y9geEiABEiABEiABtxLQi6i8f6F5vQxsttHb2lmbsX+MHQkldvfffxmjhmXiFa0iCiCijmWn44ZR5zE4IxUJP4uF7KxnsVKbt8wdeO3oW+hZyUZDvUkKD76Pl0cNQ+Yru6DqMueJqL0v98GgBd+JVpdH6pRlGNqstP1OmqTc8M+b8Y81oYkoT+qDWDLgXsz+SsnrXhFVtHMy2rTIFPO+GSZ98QmGN9LKkSIc/s/j6HDHDOQVAcmTciMiovJXDUDiiLr4wHIjAbBMs3syUpIysUMZmoAbEsWaPsxMAiRAAiRAAiRAAiRgQkAnooqW9UTZu163Acqu+PgM4+p2RNY+ozlJVGG18DswG3dPvBrPzU2Fz9ZUtBMTr0/GSN+qEei74jwWptpoqkjy2bi66Ji1TyOefKtPZ1mizm7GtG6PI7vA077SN47CsnHthZwK/0MRZc5OtUQdwku31MH9a2SFZGkdlYR9w7RFqBYJEXUsG+kN07CoWgBrbKA04nmY3KYFMjeLNgv7U7OpW7BpWIzMqeFPReYkARIgARIgARIgAdcQ0ImojSOvwQ3P/og6wnWpV7c70dB4dmbTNHSfvAFo/W989clDSAiKIR/7ck+jWlIt/PTuQDS/9UX4PAUtFqz569Yir3VHtDT4Ju2enIKkTEVF2RVxngbm78vF6WpJqPXTuxjY/Fa8qDbCUSKqYN1odHvqY/i875CER1+dgbTwj0aBIiqIiMp/BamV+2KllKzSA1hz9AV0NPWLy0d2em1kJX1cPEtU4VZMbNcKIyUBZCXabKWRzgtuxsmrWqJD8xp05Qv6LmICEiABEiABEiABEogcAY2IysO/Wt+DszON7kxqZeseqYy/zMgXGuorfPJQcAmlb6bYfS8ldt+VP4bkgnQMr6Rei74rvTvvk77AJ8MbhbVwzE4vBWFQ8H5CE2PFxR74TNRRrBgyCC99U4ACryVKqq9av9lY3D/ck1GgiLIYNJ8lyuAad2mrLLz71hi0MTtyt+4RtN88COvCPRN17BOM7NIBE2ULkviYPQN20hR3IjI/CZAACZAACZAACZBAsQhoRNTX2Lr1EjRpYhGwoWgtHqzaCTPzb8asb9dhUMhR+cIUUUX5+HxuT9z+8BocFw5+9yzdiLl31QpLQEmkHCui9r6M/q9cg6EJ8zBMPhPl/ZRPxRQRZCP40aizKPg6F+s+XIf9J8uhuohkmHbDNdhi60zUGfxv90Z8+NEWHPmlMup37oIO9QqxzPJM1PfYuHARjMH/6nURkQ5F+L4z327D6vdFO1AfXdNuRR3N2bWzBV8jd92HWLf/JFD5OrRv1x5JfyoPv5NfZ77FttXvy+nKVW+FLmk34JqL92DlmovRVarE9zmDb7etxvvr9uNkueoiml4abrjmYuxZuQYXd7WOJqi6863DI5X/ArE3oH4u/RPSRr+Ifz30F9TSRoIs2oeteVeiSSP/w3hSwJINry3FEimsX9UU9OzeC62TKvnmqRS44s6/Pow12oCJlZrirruaQCqtRuooPFZ1ZdA092I+nso+rH/oa6Ri1GhPgIrNcwdizhf6r1sMnIMBzcTZrk0r8epra8W4XIeOvXqjq5UFq/A4tn2+FCuWSFExrT4tMHDOAHGKjB8SIAESIAESIAESKHkEbN8TVbT2QVTtNBP5XRfhZPY98sIvtE+oIuoQcob0wL3zN+K49khVmeq4e+4HWHBPnbCElDNF1FlsntYfn7R5GUOr53ii8/nglsaNo5ZhXPsAJ6POHsDbozMxY+MPOFu6Jm576H40zH8Xy48LIfXbPzA5UGCJ/M144e+jsPTAGaBiM/Qb1AWVdr2KD2r1QfPVWZhrGliiAAfWzsKYKdrIf0Cn8Wtw93fD8NALuyFKkz/qua4z2LdiLEa8sBGnr74ND93fEPnvzMaCzYWoeedETB/STJ1T+Rvwz/v+gTVChHXv3wMJv2zA0te/wtWJZ7GpwiCseVKJEZgvLG33yYEz6nfvjx4Jv2DD0tfx1dWJOLupAgatsY4mqIooEdZ/ZAPcMNHXUZ2Yaj/oaTw/rkeAsPqF2Pr83ej6WA5+qHU/po5vg+9fHI6xa35E4pC38dFzHeWzfV9/+ia2fLcJ07pPhnCI9Xxq9sJzU++E5K1Zvu5fUPen94OmaYEPMP3xwaJ8jRrTWLS+fm8MBvceqxNrfd/ci05Lb8aA10VUTF/vquCOVzfirV56i/KxT8YIITcWn4pnrkyitj/e+urch1kTb8UVqIamd7XCn0J7CTA1CZAACZAACZAACbiCgE0RVYS1D1ZFp5k/447XjuKtUMLi+TCFKqLysfOVaRg1TYSY3nJas/iTCqwiAkvsEoElQg9z7kgRlb8WI4cdQb+XpZDmBVg3uhue+lg9GYWkR/HqjDR5se3/UYSEJxh50qOvYoZ8iOosDiwegsEL8nDWKsS5EF9LhgzG7DwpgTYaYD7Wj7sP4z85pcnrH51Pf94KqJ2YiNPlW+KeWhvx/JuiXqlBtQdh/txuOLdEtGW29DdNmPWCdRjd7Sl8fLY0Eh+cg1nda4kMav9r9J+DRf3qeLqsCKsW4/GBV0T5zpDV6I85i/rBk1Lh0SJgSHZdiHMRqOFf7VshQ1IOZh8h3DuPW4J5w9uowU7kdEXYObkNWmRuFv+ncQ3NX4I7q/bC8iJj0Ac7z4CNNIdmo/01g4Wc8n4MboH684PiaalSBWj8ICanHsbTGfPkKIPyp9IQvH/yObT3/tMXpVD+vjX+/dUnkL12ff2R/l6mGO8Ac7z8KwmQAAmQAAmQAAnEGwF7IqpILOwqSOeZQg8trgKxsTg0pSfckD6ajsF9RiPniLqPblwA2gXvRBElhTWfUfEZr/gR8mfzNHR7PFvICeVTDf1mL4bp0SjhBthn0AJ4HAAT8eDCWeiuuFoaov0JRaO7J0oXyKL0bXh6zeO4XqlSua/K14bgIgrV+uD5lwegfumDWDp4IF4Q4qzinVPxxu15eODe2ZBtPbKo6olacrmaMOqlRfk5wnJUWlihbpasUOJTtgH6PZ2FPslVZHe/s9tmoMe7TbDcK6JUEVcWDfo9jaw+yajiSYgZPd5Fk+V2LFHeDgpXvWVDu6H**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***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**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**VgB+8ia78hOl8wy0pwtz6bIkoZQzMRE6XxNT9/5S/4zM4HyU0yLrL3K1HVjOLSzlkXTyft8da4kHnZBLV4SOlsCCc/1KaBFczEudkgBZl/NgNLWPE3jp/wq/NEWTQKhmDPjSTzzaJShiCi9KJaFGhDtBjFmO/Zk4fKaLFUWFptSFi4Wtroe5QeLxZLAiRQgglQRJXgwWfXScCRBEwXRIFcmIKLKONC1CiiAruxBT/j5OFowxLlAx5K2uKMUjDXL3UhbLk4txRRRouHfRFln7e9aG8RjX6odfGTBZnkeRgoBH+ERZRBmASbu+qUUsSttSXK3I3Tpjuft6JAUShNZ6phw6BzjnK+ySxaoSKsrM6lUUQV523AvCRAApElQBEVWZ4sjQRIoLgETESUduHms0YEcuczWCMsd8O96SITLc9cGJlbGGIkoox38ZiOjVcE+CxMhkW4UUTB6t6oACIqiDCwexeRTixZWZx0fbYTZMFfJOvnQ2fk2Lp/LELufEFYRdwSZRpIw6IvllZgaWJZuFFSRBX3jcj8JEACDiVAEeXQgWGzSKDEEjARUWbnM9QFdSTPRGnOKdkO7a2MlIUwMjlrFH4Y7dBmReDoaYazTb6IcVpRYXbOLIwzUZauZwF4+8Sa/uyYfi6oAkfnxmfTXdKcj3//zNL5C+/YiKgGkT4TJdlQFTe/gCHOteez+ooYiYuwyBOK0hetz39em5zpCvg8KKI3NEtUZDZBQnu2mJoESIAEKKI4B0iABJxFwMydL6BFxe7ZlUDR+QK4vdk+Y2NtXbIT+c883HZxhsZc7GhLNIoDy4h5cqZiROfzOztjj3cgtz9/i6QJq2BjF+iyXU1/tUE3jLWo57T8+yR/B8XNzptTYuELYW7CNKjVzpxdsi+KXQDrm9XZIRuX7foJJI3IVQVssCiGHgZWZ+KCX7YbmuthcZ4e5iUBEiCBYAQoooIR4vckQAKxJWCx0POP9pWJPJ2blRqIQFqMhXNPlN+iPdgiXEcmsIueceEYLPiFXRc3y8GxiGSmb7K6wFfEgJ5B5O6Jyt0+HMY+2eFt6w4oMxFge+zMFv5mQsQ/nV+gC0M7TJkWW0TJMkS9t0mSt7qQ43ZcGE0iThoZasWcaeRGvRiyFpPm0S0DPw+hWKJUFnbuBovty4y1kQAJuJkARZSbR5d9IwESIAEScBcBjTjWCnG7lkwlnb2Ik/GAThFcsbp3LR6YsI0kQAKxIEARFQvKrIMESIAESIAEIkLA2mVOKj6oOFKsSjbCk0ekudEuRBGVti2P0W4QyycBEigpBCiiSspIs58kQAIkQAIuIWAupIIKKG/vPdYou5dIOxmZ4srnhr44mTPbRgIkYEaAIorzggRIgARIgARIgARIgARIgARCIEARFQIsJiUBEiABEiABEiABEiABEiCBsETUHXfcgV9//RU///wzCZIACZAACZAACZAACZAACZCAawjk5+fj3//+N9q0aWPZp7BE1LBhw3DTTTehRYsWKFWqlGuAsSMkQAIkQAIkQAIkQAIkQAIll8D58+fx97//HQ899BBat24deRHVqVMn3HjjjSWXMHtOAiRAAiRAAiRAAiRAAiTgGgIXXXQRzp07h4cffhhDhw5FSkoKRZRrRpcdIQESIAESIAESIAESIAESiDgBiqiII2WBJEACJEACJEACJEACJEACbiZAEeXm0WXfSIAESIAESIAESIAESIAEIk6AIiriSFkgCZAACZAACZAACZAACZCAmwnEt4jKGYjyE+pjStIoPP6adph6YUnBHHQ2jtx/p6FVi1HYpUu6BAVzpJT/xbRWLTBK+bLhU/ji06E4MG0aEsRhMfElWvi+NJkS3vR/Fl/lDCyPCfW/wKdDpX/xQwIkQAIkUDwCORhYvid0r3lDgb2WFEB+lRvf5b50vfD3Xq/hmUCFKGl7Kb8LxWs1c5MACZBAiSfgXasv6fEGepqso9V3tz8paT3d0/fO9qztE8S6/IBYl3eWylW/NMGsaoH/Smv4PSO96/3IjUjciigPWI1YEgJp4P1v4LVdHhXU8Cl/EfNfAf5fe0bhNXlAGuKpLz6FR+d4BRQ8wsnzJ6/g0ogjIY98P+S+8rXCzJfWpLzIjRlLIgESIIESSUD+IZR/hNV3v/ZHVvdjrPmBVf4up4XJxplhE0xNUyIxs9MkQAIkEBECfmt1zToaQTarrPNqDSUaA4ivPO2mm/G3wsLIEmZv41JEeX5IoRFBHtEz7UAd7Onp3a3UiR+JjoA6EEgVP6Ee4aoRUd4fWz/hJQmk+4F5irAyE1Fy1aqVSv0R9w4idzTDnJrMRgIkQAJ6AmYiSru5JXbP1I0wUxElfgTmKF4Kmh9f42aZnMzPl4HDQQIkQAIkYJOA6VrdrohSDBR+a2hpbZ2NVJ+3mZmIkpb8qpVKXdtH3sARfyLKCqwsooaiTrZq+jPuSg7EHKT6vteIKI01ySikcrzufB7HPBNLlDxWSp1a65YqrgKZKm3ORSYjARIggRJPwFREab0BtD+4JiLKIMlUF26/TbcSj5oASIAESCB8AgFFkNfYEdDIoLEmGdJJXmWyO5/cOnMRZW7cUMWVmbdaOJ2NOxGlCBY/YeIVUUMTNOeeNOBzJDOU2IEUEtbfEmXmQ286uOqg+uo3VbveoTB1CQxnmJiHBEiABEjA98NodJ2WvbgNbhoUUZwwJEACJHBBCFiu1e1aomS9oz0PJf5gutmliijTYzamlixJxEXGrS/ORJQKy1JEddYGiFAg5WDatARxm/CfLa1GVoeR9fVYHW7WW6DUGaukj8xgXZAngZWSAAmQgEMIaHcXdU0y2/SiiHLIqLEZJEACJYtAgLV6CCJKYuYnpGQtpY15YAgKpwFt7gWmpLdat4c2UnEmohRRYtJ5xRIl2feM1qE6qzEtYagcRMLK9U7F5j8gfuecpD1PXyQo7ZkoY7sCtDe0cWJqEiABEijxBPwtUfLPrBq5j+58JX6OEAAJkMCFJhBo7Wvtpheo1UYx5XfOSXgj6MSV5SZaIIEXOjd3iijtj2rDXuiVVB/D5nii7pmKKAFbOi+lP0dsdv7JxJ1PYm7lk+9rR2QUb+jDyxwkQAIk4B4C5iLK+r2uhL8NvCMpb22qASncg4s9IQESIIELQCACIkqKuL36FszRXRVkdv7JxJ1P7rFGrOne7yVaRNlx5/PMF63bh1adWoko6b4pX3hzZcr5Re2zEFHaWPU6txK6812Ap5dVkgAJuJSAuYjSeg/4R12VUFBEuXRCsFskQAIOJFAcdz5PJO05w/aJe133YKTxzle/gBUWIsr0+iFZHXgDCkXGuBFnlqgAEe+MqtUHUH8eyVJESXHPTdWqNr+ZiNKfk9L9WDOwhAMfbjaJBEggXgmYiSjdOakgIc71/bYKcR6vdNhuEiABEnAGAeW97L+BFcidz/tOThJ3+ckiahR2GQJAeNbwJve86tz59Mdy9GeoImvciDsR5XOd00Xe87/R2HM0SnOxolaVaueYVE5qtsedTxvZT0qj+UG2PNDsK8s/eIT1JHLGJGcrSIAESCA+CFgF9VFbb+Yjr++b4fZ6+dJeQwrNWdf44MJWkgAJkIADCZiEOA++jvb0Q36X37La6853QD3zKn+rWWtrvcBMEZhYm6zuhQ0TYfyJKNFR8wu8wiQQtWy8bDdqaFkwCZAACZAACZAACZCAYwk4b63Oy3Z9k8Vj0nNq6PDID5RjnxI2jARIgARIgARIgARIgAQMBJy0Vo9GW+LSEqVRUjANCHGBp7E0UBPqa+PYX+AGsXoSIAESIAESIAESIAESiDUByYXOLHhbDNshW8X2jESBPgx3sVsQ3yKq2N1nASRAAiRAAiRAAiRAAiRAAiQQGgGKqNB4MTUJkAAJkAAJkAAJkAAJkEAJJxB1ETVu3DhcdtllqFmzJqTK+HEOgT/84Q9yY3799VfnNIot8RG4+OKL8fvvv5OIAwlIz440NhwfBw6OaJI0PnyvOXNs+F5z5rhIreJ7zbljo4wP32vOGqNz587JDdqwYQPuu+8+NGrUyLKBpc6LT6jNHz9+PKSXZrly5ULNyvRRJnDixAmcOXMG1atXj3JNLD4cAtJD2bp163CyMk+UCezfv1/eGCpTpkyUa2LxoRKQFoKbNm1CcnJyqFmZPgYEdu7ciQYNGsjrAn6cRWDv3r2oUqUKKlWq5KyGsTW+hTrXBM6cDNJ7bejQoZEXUcOGDUNqairatWvnzJ6X4FatWLECBw8elAeeH+cRaNy4MbZt2+a8hrFFGDt2rLxIT0tLIw2HETh16hTuvfdeLF++3GEtY3MkAtLYZGVloVatWgTiMALTpk1DxYoV0b9/f4e1jM2RCHBN4Nx5IL3XHn30UaSkpFg2MixLFEWUcwedIsq5Y8MXprPHhiLKueNDEeXcsaGIcvbYUEQ5e3woopw7PhRRzh2bqLWMIipqaCNSMF+YEcEYlUIooqKCNSKFUkRFBGPUCqElKmpoi10wRVSxEUa1AK4Jooq3WIVTRBULX3xmpohy9rjxhenc8aGIcu7YUEQ5d2xoiXL22FBEOXt8uCZw7vhQRDl3bKLWMoqoqKGNSMF8YUYEY1QKoYiKCtaIFEoRFRGMUSuElqiooS12wRRRxUYY1QLcsybYjcnpOei8cDgaRJVY7AqniArGevdkpCRlYoeULnkScrfH/+C7SURlp5dC2iLPIPZdcR4LU4MNqPO/d9ULMyUJmXDHcyPNHFeJqOx0lBIPj1ueGzeJKDe+19wkonZPToFYFmBS7nYMd8Fq0D0iKhvppdLgWRL0xYrzC+GCJYHjAkto309+K6pA62Sxnk7PSUTSq2nIlBfV6tqt2zJ1LSf/VVOO53nzZnDYOpwiKuCa2vNAiidRXpzLA/lq77gXUm4RUfrx0I+V86WSdQtdIaJcuPngJhHlxkW6W0SUW99r7hBRYidd2hjy7KpSRDnqh9YzNq/2zsV2SdnKm0TS8i3+hZQz1wSeNdfOSV7e0lzwbsxZCdjdk9OR03mhvPFguhHhXTeIB8szhtqPVPaybjjvsJ1yiqgALwF5oYEVmkHzPKS5Y+Pb4uEKESU/bK+it3YnUHrIssT4xLm10JkvzPB+Ld2y8aD03lWWKLhn40EaH1eIKBe/19whorxvArNxCu8V6YhcbrBEmf3WSGu4rCSTBbkjqNtvhDPXBCYiStZRHouSv4eDWD9P3o/hwxXbYKD8/lbE7PQU5GU6z/JLEWU5jwMMsE5Y2X8QnJLSDSLKs4vRSL/L5JIfNme+MMObvRRR4XGLTS6KqNhwtl+Lm99rFFH250GsU8a/iPJaCBtpN73d4z3kzDVBIBFkYqUVm9zpWKg7ciELrp16d3/FdU8vwkRdKXnIdOAGOUWU1dvKa1ZsZDhn44ZFoRtElNnDJ/ZAdO6Xsf4hilR9znxhhtc7Nzwv2p7TEhXePIhFLjdYotz8XqOIisVTEF4d8S+izBf0bnHpc+aawJ+5z028r17MSrMyOz0dWGhwrZTd/3Zq3GKlwBN98OqiHdihLUOkS8nL9HfxC2+6RzQXRRRFVEQnVKwKc/Niw5kvzPBGliIqPG6xyeWOTQeFFUVUbGZNuLVQRIVLLvr5KKKiz7g4NThzTaAN4uHtnYl48nwj0soayhjmwyDE5MATndEtN0m4BKoufU515ZN6RhFFEVWcZ/uC5aWIumDoQ6qYIiokXDFOTBEVY+BBq3Pze40iKujwX7AEFFEXDL2tip0sojyBJeANuGIREdHElU/puPadJwrBpMTtwulPGznWSoDZQhf1RBRRloh5Jirqs68YFbj57IAzX5jhDRZFVHjcYpOLIio2nO3X4ub3GkWU/XkQ65TxL6J4JirWc0Y5PqFG5/NapkxCkJu68qkqynvVRi6SsiYhcbvk8uctS7JsdVvmd5Yq9n21rpEiKsBoMDqfk6aqoS0ujmJFEeXcecczUc4dGze484m4v66NOkoR5dxnJ/5FlHkQCUbni+acMzE0mIYoD2ZJUgRTX3GzVzefy5/nfJX4W1+gm/EsVTS7FWLZFFGBgBl+0Nyyq+6GwBLSsOlFrnt21V0nooxRFEN8STkpuRtFlO6eDyfBDrEtrhBRLn6vuU9EZcIYeCrEKeuY5G4QUX6BpXhPVJTnl7m3lu9iXOV8VABXPtUYZRIWXblzyvKcVZS7Z7N4iqhgoFx4aahbRJRPSHmuJze5lyDY4Drze3eIKP9Dp/73RjiTf6BWuUVE6W6AlzrssFvgw5kZbhFRbn2vuUVEaS+q9v7wOO4C0FCfH3eIKPnJkSP0epYEFudzQoXjgPROWxP4PQMG1rrvE9phxVcfCBe9AB9TwRsfG+MUUQ54QGLdBDeJqFizi0V9TnthxqLP8VKHW0RUvPAOpZ1uElGh9Dte0rpFRMUL71Da6R4RFUqv4yct1wTOHSuKKOeOTdRaRhEVNbQRKZgvzIhgjEohFFFRwRqRQimiIoIxaoVQREUNbbELpogqNsKoFsA1QVTxFqtwiqhi4YvPzBRRzh43vjCdOz4UUc4dG4oo546N1DKKKOeOD0WUc8dGahnXBM4dH4oo545N1FpGERU1tBEpmC/MiGCMSiEUUVHBGpFCKaIigjFqhVBERQ1tsQumiCo2wqgWwDVBVPEWq3CKqGLhi8/MFFHOHje+MJ07PhRRzh0biijnjg0tUc4eG4ooZ48P1wTOHZ+oiaiMjAy0aNECLVu2dG7vS2jLPv/8cxw+fBjdunUroQSc3e1evXrhtddec3YjS2jr5s+fj+rVq6NTp04llIBzu/3jjz/iqaeewpQpU5zbyBLcsunTp8u/OTVq1CjBFJzZ9WXLluH8+fO46667nNnAEt4qrgmcOwGk35whQ4YgJSXFspGlxMN1PtQuDBgwAKdPn8Zvv/0WalamjzKBq6++GqVLl8ahQ4eiXBOLD4dA5cqVcfLkyXCyMk+UCdSsWRPnzp3DkSNHolwTiw+VwCWXXILLL78c//vf/0LNyvQxICA9O4WFhXy3xYB1qFVIG0MXXXQR1wShgotReund9vPPP8eoNlYTCoGffvoJWVlZaNOmTWRFVCiNYFoSIAESIAESIAESIAESIAEScBOBsCxRbgLAvpAACZAACZAACZAACZAACZBAKAQookKhxbQkQAIkQAIkQAIkQAIkQAIlngBFVImfAgRAAiRAAiRAAiRAAiRAAiQQCgGKqFBoMS0JkAAJkAAJkAAJkAAJkECJJ0ARVeKnAAGQAAmQAAmQAAmQAAmQAAmEQoAiKhRaTEsCJEACJEACJEACJEACJFDiCVBElfgpQAAkQAIkQAIkQAIkQAIkQAKhEKCICoUW05IACZAACZAACZAACZAACZR4AhRRJX4KEAAJkAAJkAAJkAAJkAAJkEAoBP4fBfMImmtYM5gAAAAASUVORK5CYII=[/img] 上图是关于alc5616芯片的设备地址部分,请问为啥它的设备地址是0x1b?我参考网上资料,计算出来的是0x1a,因为0001 1010=0x1a。

    LC 芯片 DSP 国产芯片 嵌入式 技术交流

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