N32G032C8L7有一定概率AD采集口损坏
N32G032C8L7的AD采集口会出现一直输出5V或端口电压值变动而AD值不变的情况,重新上电无法解决,只有更换芯片。现在使用的是PA4端口。 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***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**7kJuj11U5NhOvsPcmWno+sQ6G63OqEt0Y6XRVWp5/Azp3fS/dyhSIIcX3D8GpKT4en6mgsvF4Tp9NVof/TmzEhZY/ZWmBarQHvzc3D4IRtdmufTI8xelQkamtm4oeyyVAomqFP7EdYm6G2uX95+Q2n9//i85GorZmJNemDzV4fO6YHtm5JxN7dI7B39wi8+cZjOFF4Ges3FGFCyh70fGSdS7VpOzLPImFIF4vvbdt+Gv2f3oxBQ7ZKCZk927afRp/Yj6DVGvBD2WQcznsFuQdLMWToNmg0FQ4dIzUtD1ev3sT8eXEO/x1ERE2dTleFtRlqdO66usG9r7601FjU1szEunXxiFKFSK8fyC3**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**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AD采集电路。只是在公司测试,J16接的变阻箱,首次上电就读不到AD值。手工焊接的芯片,重新焊接也不行,只有更换芯片。目前测试了三四十个,有2个有问题,一个一直输出5V,一个端口电压改变而AD值不变。本帖最后由 zhaolei2612 于 2022-8-26 17:10 编辑
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***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***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***zWSPiIiISMYCfR0AyUNIi7sQEBgkPVe2uhc11VU+jIiIyL6QFnXrO6y9RvLQmD/vxvFXEhERUaP3Lt71dQg+wWSP3IJ99ojI3xjLrbfqvEbyVHbjNl4xu0+ZXmsM2IxLbtU4fzMRkT8z1fbUTgRInhrj582aPXKLkBZ3YXWre6Xnq1vd22j6QhCRf2K51bg05s+7cfyVRERERI0Ukz0iIiIiGWOyR0RERCRjTPaIiIiIZIzJHhEREZGMMdkjIiIikjEme0REREQyxmSPiIiISMaY7BERERHJGJM9IiIiIhljskdEREQkY0z2iIiIiGSMyR4RERGRjDHZIyIiIpKxgHPnTtf4OgiSh02du1o8H3XutI8iISJyDsutxqWxft6BncI7evQEhoobCG7ewqPncIVI8YgUC+D+eBry3ZL7tWmI89riBl1bdxPp2ogUC8B47BEpFnMi/NsS7dqIFI9I9ylArPLY3rVhMy4RERGRjDHZIyIiIpIxJntEREREMsZkj4iIiEjGmOwRERERyRiTPSIiIiIZY7JHREREJGNM9oiIiIhkjMkeERERkYwx2SMiIiKSMSZ7RERERDLGZI+IiIhIxpjsEREREckYkz0iIiIiGQv0dQAkhrTAICGPmVpd5YZIiEiOWG75D098Vu4gUlye/N6wZo+EJtI/RCIiZ7DcssTr4RxPXicme0REREQyxmSPhMbmECLyNyy3LPF6OMeT14l99giA8UtmqLiB4OYtfB0KAAgVCxGJyZ03R5Y5nuWuz0q0z+m8thidwjv6OgyHWLNHREREJGNM9oiIiIhkjMkeERERkYwx2SMiIiKSMSZ7RERERDLG0bgy5GhixvC4PhjzWbbL+/eZPQtxqbNt7ldacASntn8MnfoktLkHpdcV4R2gVKkQFvs4OscPQNPf/hb/ShiKlK+POPhLgApdGc5m7cZ3u/dAp1ZDr71o8XcoVd0RGt0LkcNewPGMdbheWmo3RiISk6/LrdLjJ1B6KE96neUWyQmTPRlKra7Cqe0fY9fEP6NKr5deD4/rg6f++h5Co3vZ3X9q6UUUbfkIOdOmAwCUKhViZ0xD5LAXrG5fWnAE+99+B9rcg1CEd8ATM2dg8AdL0Saiq/T+pfwCHF2xUjomAFzVnJa2sSY3bQ6OLF+BKr0eUWNGY8jKv6PTgP4AjIXpxUOHcG5vNj4eMQofjxgFAIgaM9qJK0REovF1ufXom29g6IrlLLd8TI6rbYgwzyCTPZmKHPYCgtu3R0ZsH+m1R1MmOCwwAaC5MgQxU17H2azd0BWq8fzG9TYLt+MZ6/BpykQAwICFCxAz5fU624RG90JodC90G/Ei9s96iHJiJQAACQdJREFUG4UbNgIArpeWWj1uha4M/xqUgKtF30CpUuH5Lw7U2a65MgSRw15A5LAX8NDwJHw8cjSq9HroL5Y4/PuISEy+LLdqz99Wr3IrYSh0ajXLLRIO++zJWGh0L3RJHCo9P7fXdhNIbRW6MmhzD6LX5ElOFZh9Zs+ymuiZa64MQWLGGouYrJ33XwlDcbXoGwQpFHgpa6fdX9EA0GlAf7y0K9PBX0RE/sCfyy2dWs1yi4TEZE/mHk2ZID0+k/kpKnRlTu1XtOWjX/f/k9X3SwuOSAWmIryDS/1NElYsR5BCYfW9rEmToVOrAQD9F8xDc2WIU8cMje6FPrNnOR0DEYmL5VbjJUKTpzuJ8vewGVfmOg3oj/C4PtDmHkSVXo+v0v/hVAF3dMVKRI0ZbbPQ2v/2O9LjJ2bOcCmm5soQ9Jo8CVdOaaS+LABwPmcfzmTuBAC0DGuPh5PHuXTcR1P+BPXGTS7tQ0Ti8ddySxHegeWWG9hLkLhcWv2wZq8R6DbiRemxM4XKqe0fQ6+9iN5T37T6/vmcfRajbV0t3ABj35yb169bvJb3/t+kxxEjhrt8zObKEIT3edLl/YhIPP5YbqlGj3L5mCy3yBuY7DUCDyePgyK8AwBAr72I4xnr7G7/VfoahMf1sdnn5Jut26TH4XF9rG7jSJuIrha/1K9qTlsUxL/v2bNex03MWFOv/YhILP5YbrWPia7XcVlukacx2WskzJssDs2bb3M7U+Fl3memNu3BL6THSlV3t8R3Kb/A4nnrhyLdclwi8l/+Vm6FdHfPcYncLdBQccPjJ/HGOVwhUjzeiqXT8BfQ5K0ZuGkwQK+9iGMbN+GB5xLrbJc7fwFahrVH6KB4m7GZTxCKoCZu+RuuXjhv8bxZSFuhPiegcX5vnCVSPCLFAjAeexzF4u1yy9VrU7vcutX8XrddX5E+J0CseESKBRArHluxBHq6o6NonSlFisfbsUS/9mccnDMXAKDZsBGP1epfcvn8eVzYvRdPzprpdFxN7mnilr+hyT1N6rwmyucEiPW9KS8vFyYWQKxrI1IsAOOxx9lYHJVbFboyt5Rb9bk2tcstd11bkT4nQKx4RIoFEKs8tndtOBq3EXk05U/SzO7a3IM4n7PPYlTZtx9/AsCyYzQRkS85KrdM062w3GqcfLHihijTqbiCffYakebKEHRJfEZ6/lW6ZafgwvQ16JL4jNNzRBEReZqjcuvoipUstxopXy2t5o9LujHZa2TMpyU4k7kTVzWnARinLbhecsnmtAXmzEeyXTRbOLwhao9iu7j/gFuOS0T+z165ZW+6FXPeKLfO5+xzy3HJMV8nXL4+v6uY7DUybSK6Wiy6fXjRYgDGX8uhT8Q6XOIHAB5IGCw91hWq3RJXpwH9LWan/9+ZM245LhH5P3vllr3pVsx5o9y6ckrjluOSY75uSvX1+V3FPnuN0CMTxkuLehdu2IiHhidBm3sQz32yzcGeRp3jB+CLufNQpdejSq/H8Yx19ZqgtLaoMaNRsGy5Ma70Neg7/a0GH5OI5MFWuTVq96dO7e+NcuvoipUO19ol9/G3hMuXWLPXCIVG97Jo0vh45Ggowjugw1N9ndq/TURX9Jo8SXp+aN58p9euNKnQlSF76jSL1x6f9hfpV/L1kkvIX7LMpWMCxkXO2ZRCJD+2yi3zwRr2eKPc0msvstwiITHZa6Ri3/qL9LhKr3d5nci41NlQqlQAjAXc/llvO71vha4Mn4x6GZHDXrB4vbkyBENW/V16/sXceSgtOOL0cY9nrMOlw4edLvyJyL+w3CKqHyZ7jVSnAf2lpYiCFAqL/izOeilrp1RwFm7YiA1Px0sdp205n7MPGbFP4qm/vofQ6F513o8c9gKeSV8FwFiY/2tIosNfyhW6MmQmT8Clw4e57BCRjLHcIqqfgJrqqhpPnkC0CRBFisfXsRzPWIdPUyYi+vXJiF+0sN7x5KbNkebBAoAuiUMRFvs42kZGSNtcyi/Atzt3IaiVAoM/WOqwQ/WZzz/Hkf9bIK07qQjvgC6JQxEa3QtBwcEAAMOlUlw6fBjag1+g56RXPdpXxteflbnz2mJ0Cu/o6zAkIl0bkWIBGI899Y2ldrlVX7XLrU4Jg9Eprk+Dyq3SgiPY//Y7DS63RPqcALHiESkWQKzy2N61YbLnQyLEsqzzgxi5cwfaRHRtUDwVujIUbfkIZ7N2Q1eolgpQwDjlgVLVHZHDXrD6q9gaUyznc/bhm63boCs8CZ36zgg6RXgHKFUq3D94EB5IGOzxObZE+KxMRCpcALGujUixAIzHnobEYl5uNYR5ufX9iULcNBik9+pTbpk0tNwS6XMCxIpHpFgAscpjJntmRIpHpFgAseIRKRZArHhEKlwAsa6NSLEAjMcekWIBxIpHpFgAseIRKRZArPKYy6URERFRo+XMJMhynsqFAzSIiIhItpxd7cLfVsVwBZM9IiIiIhljskdERESy5WzzrJybcdlnj4iIiGRNzomcM1izR0RERCRjTPaIiIiIZIzJHhEREZGMMdkjIiIikjEme0REREQyxmSPiIiISMaY7BERERHJGJM9IiIiIhljskdEREQkY0z2iIiIiGSMyR4RERGRjDHZIyIiIpIxJntEREREMsZkj4iIiEjGmOwRERERyRiTPSIiIiIZY7JHREREJGNM9oiIiIhkLECvv1rj6yCIyHnl5eVo3bq1r8MgImr0/KU8Dgxu3sKjJzBU3ICnz+EKkeIRKRZArHhEigUQK57y8nJhYgHEujYixQIwHntEigUQKx6RYgHEikekWACxymN714bNuEREREQyxmSPiIiISMaY7BERERHJGJM9IiIiIhljskdEREQkY0z2iIiIiGSMyR4RERGRjDHZIyIiIpIxJntEREREMsZkj4iIiEjGmOwRERERyRiTPSIiIiIZY7JHREREJGNM9oiIiIhkjMkeERERkYwx2SMiIiKSMSZ7RERERDLGZI+IiIhIxpjsEREREckYkz0iIiIiGWOyR0RERCRjTPaIiIiIZIzJHhEREZGMMdkjIiIikjEme0REREQyxmSPiIiISMaY7BERERHJ2P8HTWZoP0ynaKAAAAAASUVORK5CYII=
#define AD_FUEL_PORT (GPIOA)
#define AD_FUEL_PIN (GPIO_PIN_4)
RCC_EnableAHBPeriphClk(RCC_AHB_PERIPH_DMA, ENABLE);
RCC_EnableAHBPeriphClk(RCC_AHB_PERIPH_ADC, ENABLE);
RCC_ConfigAdc1mClk(RCC_ADC1MCLK_SRC_HSE, RCC_ADC1MCLK_DIV12);
ADC_ConfigClk(ADC_CTRL3_CKMOD_AHB, RCC_ADCHCLK_DIV16);
MY_GPIO_Init(AD_FUEL_PORT,AD_FUEL_PIN,GPIO_MODE_ANALOG,GPIO_NO_PULL,GPIO_SPEED_LOW,GPIO_DC_LOW,GPIO_NO_AF);
void MYADC_Init(void)
{
ADC_InitType ADC_InitStructure;
DMA_InitType DMA_InitStructure;
/* DMA channel1 configuration ----------------------------------------------*/
DMA_DeInit(DMA_CH1);
DMA_StructInit(&DMA_InitStructure);
DMA_InitStructure.PeriphAddr = (uint32_t)&ADC->DAT;
DMA_InitStructure.MemAddr = (uint32_t)&ADCConvertedValue;
DMA_InitStructure.Direction = DMA_DIR_PERIPH_SRC;
DMA_InitStructure.BufSize = 2;
DMA_InitStructure.PeriphInc = DMA_PERIPH_INC_DISABLE;
DMA_InitStructure.DMA_MemoryInc= DMA_MEM_INC_ENABLE;
DMA_InitStructure.PeriphDataSize = DMA_PERIPH_DATA_SIZE_HALFWORD;
DMA_InitStructure.MemDataSize = DMA_MemoryDataSize_HalfWord;
DMA_InitStructure.CircularMode = DMA_MODE_CIRCULAR;
DMA_InitStructure.Priority = DMA_PRIORITY_HIGH;
DMA_InitStructure.Mem2Mem = DMA_M2M_DISABLE;
DMA_Init(DMA_CH1, &DMA_InitStructure);
DMA_RequestRemap(DMA_REMAP_ADC, DMA, DMA_CH1, ENABLE);
/* Enable DMA channel1 */
DMA_EnableChannel(DMA_CH1, ENABLE);
/* ADC configuration ------------------------------------------------------*/
ADC_InitStruct(&ADC_InitStructure);
ADC_InitStructure.MultiChEn = ENABLE;
ADC_InitStructure.ContinueConvEn = DISABLE;
ADC_InitStructure.ExtTrigSelect= ADC_EXT_TRIGCONV_NONE;
ADC_InitStructure.DatAlign = ADC_DAT_ALIGN_R;
ADC_InitStructure.ChsNumber = 2;
ADC_Init(ADC, &ADC_InitStructure);
/* ADC regular channel1 configuration */
ADC_ConfigRegularChannel(ADC, ADC_CH_4_PA4, 1, ADC_SAMP_TIME_56CYCLES5);
ADC_ConfigRegularChannel(ADC, ADC_CH_5_PA5, 2, ADC_SAMP_TIME_56CYCLES5);
/* Enable ADC DMA */
ADC_EnableDMA(ADC, ENABLE);
/* Enable ADC */
ADC_Enable(ADC, ENABLE);
/*wait ADC is ready to use*/
while(!ADC_GetFlagStatusNew(ADC, ADC_FLAG_RDY))
;
/*wait ADC is powered on*/
while(ADC_GetFlagStatusNew(ADC, ADC_FLAG_PD_RDY))
;
/* Start ADC Software Conversion */
ADC_EnableSoftwareStartConv(ADC, ENABLE);
}
void MYADC_Run(void)
{
uint32_t loop = 0;
uint32_t loopb = 0;
uint32_t dat0=0,dat1=0;
ADC_EnableSoftwareStartConv(ADC, ENABLE);
while(!ADC_GetFlagStatus(ADC, ADC_FLAG_ENDC));
ADC_ClearFlag(ADC,ADC_FLAG_ENDC);
dat0=ADCConvertedValue;
dat1=ADCConvertedValue;
loop = dat0;//油量
if(loop>TABLE_FUEL)
loop = TABLE_FUEL;
if(loop<TABLE_FUEL)
loop = TABLE_FUEL;
ucBufFuel=loop;
ucLocFuel++;
ucCntFuel++;
if(ucLocFuel>=5)
ucLocFuel=0;
if(ucCntFuel>=5)
ucCntFuel=5;
loop=0;
for(loopb=0;loopb<ucCntFuel;loopb++)
loop+=ucBufFuel;
loop/=ucCntFuel; //????
loopb=0;
while(loop<TABLE_FUEL)
loopb++;
if(0==loopb)
loop = 0;
else
loop = 125*loopb-(loop-TABLE_FUEL)*125/(TABLE_FUEL-TABLE_FUEL);
loop/=10;
Adc_Fuel=loop;//0~100
loop = dat1;//电压
ucBufBV = loop;
ucLocBV++;
ucCntBV++;
if(ucLocBV>=4)
ucLocBV = 0;
if(ucCntBV>=4)
ucCntBV = 4;
loop=0;
for(loopb=0;loopb<ucCntBV;loopb++)
loop += ucBufBV;
loop /= ucCntBV; //
loop = loop*25/149+12;
Adc_Bv=loop;
}
zhaolei2612 发表于 2022-8-26 17:07
AD采集电路。只是在公司测试,J16接的变阻箱,首次上电就读不到AD值。手工焊接的芯片,重新焊接也不行,只 ...
有测试过I/O的电气特性吗?
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