dopod577w 发表于 2023-7-18 13:49

N32G435片内运放增益调节电阻的阻值是多少?

N32G435的片内运放,接成内部增益模式时,其控制增益的两个电阻数值是多少?
也就是手册中图20-5,两个红色箭头所指的电阻。

另外,外接电容作为滤波时,电容所接的芯片管脚是不是画错了,应该是接到蓝色箭头所指的最上面的管脚吧?

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**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***El2O2GhZ023FoPM5v37E61z4uhEA5jyH35qbt+7l+JrDb++1KRPncV0mjw7WfV/+uknc/HixRT08NDM7O1t7POWNR8vXpHi60vSkwMmS+pMpkq***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***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***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**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***MMrpRMJjVz5kxJ0pw5czRixAjDiQAAAAzrTKl1dUTJ6rCs1tZ+j/Ee/wGVRO5S3kknZjAckHl7y7HurpfdhpIMOS8UCmnjxo09HlNXV6e6urqDfhaJRNTQ0JCNaICtLV68WPX19Zo2bZomTpxoOg4AAIBRqb+8qOZZV6vzzy8MaI7v7LNUctft8ow4LEPJAAwWSjLkvL2N97Jly3Tsscd2+ey5555TdXW1Zs2apbFjxx5w7qRJk7Rt27ZByQnYydatWzV37lxJ0rx58wynAQAAMMdqbVVy8TK13rlKSqUGNGvIly/SsJtukAoKMpQOwGCiJINjjB8/XqNGjTroZ2PHjmWnDPCOZDKp2bNnS5Jqa2s1cuRIw4kAAADM6Hj2ObVcdY1SDQP/i/Oi2VeqaPq3JY8nA8kAmEBJBgAu89hjj2njxo2qqKjQ5MmTTccBAAAYdFZjo1puuEltD6wb8CzPkCEatniRCi78QgaSATCJkgwAXGT79u2aNGmSJKmqqkpFRUWGEwEAAAwiy1L7o0+o5Zr5Sr/55oDHeY84QsWrV8h35ugMhANgGiUZALjI/PnzJUkLFizgra4AAMBV0v/eoZa5VWr/xZMZmZd38odVsuZOeUe+PyPzAJhHSQYALrFp0ybV1NRozJgxmjlzpuk4AAAAgyOdVtu9D6jlxkWympozMjL/0+Uqvm2xPMXFGZkHwB4oyQBJsVjMdAS4XENDQ1bn79y5U9dcc40k6YYbbuA2SwAA4AqpV15V8+y56qz/fcZmFn7j6xp67dWSLy9jMwHYAyUZIGncuHGmIwCSpHg8npU3sa5YsUL19fWaNWuWxo8fn/H5AAAAttLRoeTtK5VccpvU0ZGZmV6vhl5/rQqnXJKZeQBsh5IMkHT++eebjgCXa2ho0LZt23TqqadmfHY8HtfcuXMlSZdffnnG5wMAANhJ5x/jap51tVJb/5axmZ7iYSq+Y6nyyz+VsZkA7IeSDBC3W8K8qqoqzZ8/XwUFBRmdm0wmddlll0mS1q9fr5EjR2Z0PgAAgF1YTc1KVt+q1jV3S5aVsbneke9XSWSl8j48KmMzAdgTJRkAONi6detUX1+viooKTZgwwXQcAACArOj4VUzNV89T+p//yuhc30cDKl51h7xHHJHRuQDsyWs6AJBNZ599tsaMGaMTTzzRdBRg0G3dulVTpkyRJC1atIiH9QMAAMdJv/mWmqbP1NtTLs14QVbwP19SyYN3U5DB0YLBoEpLS1VWVmY6ii2wkwyONnLkSP3ud78zHQMworq6WpK0bNkyjRrF7QEAAMBBLEtt66Nqmb9AVqIx4+OLQtNVdOXlkseT8dmAnQSDQQWDQdMxbIOSDI5RXV2tww47zHQMwBY2bNigmpoajRkzRt/85jdNxwEAAMiY9D+2q/mqa9Tx682ZH56fr+Kbf6yCiRWZnw3A9ijJ**KyspUV1enmpqafp0/evToDCcCzNq5c6cWLlwoSVq8eDG3WQIAAGfoTKl1Ta2S1WFZyWTGx3tGHKaSmtvlG3NWxmcDyA2UZMh5kUhkQNtDA4FABtMA5i1cuFD19fWaNWuWzj33XNNxAAAABiz115fUPOtqdf7pz1mZn3fSiSqprZH3A8dlZT6A3EBJBkcoLy83HQGwhc2bN6u6ulpjxozRnDlzTMcBAAAYEKu1Va1LblPyjrukVCora+R/8hwVr1gmz/DhWZkPIHdQkgGAQySTSc2cOVOSNGfOHI0YMcJwIgAAgP7r+M1v1XLVNUq91pC1NYZc8n8a9qN5ko9LYwCUZADgGKtWrVJ9fb2mTZumiRMnmo4DAADQL1Zjo1oWLFLb/T/J3iIej4ZeO0eF06byBksA+3hNBwCyLZFImI4AZN3WrVs1Y8YMSdKsWbMMpwEAAOgHy1L7o0+ocdyErBZknqFFKl51hwov/QYFGSCumfdHSQZHi8fjKisrUzQaNR0FyJpkMqnZs2dLkmprazVq1CjDiQAAgCNY1qAtld7xHzVd+j01fWu60m+8kbV1vEcfpeEbHlTB5z6TtTWAXBKJRFRWVqaGhuzd1pxLKMngaNFoVI2NjYrH46ajAFnz2GOPaePGjaqoqNDkyZNNxwEAAA6RXL4iaw/L3yedVtvd96tx3OfV/sQvsrqU74zTNfxnG5R32ilZXQfIJZFIRI2NjZRk76AkA4Actn37dk2aNEmSVFVVpaKiIsOJAACAE6S3/1PJxcvU+ee/ZG2N1CuvaveXv6rmq6+T1dSUtXUkqeDz41Xy0H3yHnVkVtcBkNsoyQAghy1dulSStGDBAgUCAcNpAACAUyRvXSp1dKgj9nTmh3d0KLn0djWO/5I663+f+fnvUfjdy1R85zJ5hvKXiQB6RkkGADlq06ZNqq6u1pgxY/Ttb3/bdBwAAGBz8XhcoVDokI8iSb28VW0PPSxJGS/JOp/fosYJlUpWL5Y6OjI6+wC+PA27+cca+sNZkpdLXwCH5jMdAADQdzt37tQ111wjSbrhhhs0YsQIw4kAAIAdxeNxRSIRRaNRbdu2TaWlpQqHwz2ek7zp1n0P7e98fousRKM8/tIB5bCaW5SsvlWtq9cOygsBPKWlKr7rNuV/4uNZXwuAc1CSAUAOWrFiherr6zVt2jSNHz/edBwAAGAj7y3G9ldZWdnjuZ31f1D7L5589xvptDp+/YwKLvxiv/N0PFWn5h9ep/Q//9XvGX2RV3a8imvvUt6JJwzKegCcg5IMAHJMPB7X3LlzJUnz5s0znAYAANhBT8XY/nosySxLLT+++YBvdzz1dL9KMuutnWqev0DtDz/S53P7yzf2bJWsvE2ew/yDtiYA56AkA4AckkwmVVVVJUlav369Ro4caTgRAAAwpbfF2F6lpaU9lmQdT8YO+iD9jtiv99wi6fH0LphlqW3DRrXMXyBrV6J352TAkMkTNeymG6T8/EFbE4CzUJIBQA5Zt26dNm7cqIqKCk2YMMF0HAAAYEBDQ4PKy8t7VYztr8ddZKmUWhYeuItMktJvvKHUiy8r79STD7lG+h/b1TznWnU8/Uyfsg3U0Dk/UOF3L+t9kQcAB8ErPgAgR2zfvl1TpkyRJC1atEhFRbzGHAAANyorK9u3s7wveirJ2qI/Verlrd1+fsi3XKZSar1rjRo/84VBLcg8hYUqvnO5Cr/3LQoyAANGSQYAOWL+/PmSpAULFmjUqFGG0wAAAJOCwaDWrFnT6+N7vNWyvV3Jm3t+42VPJVnqry9pd8X/quX6G2Ulk73ONFDe971PJQ/dq4IvXDBoawJwNm63BIAcsGHDBtXU1GjMmDGaOXOm6TgAAMAGgsGgJGnq1KmHPLanXWStd9+v9PZ/9nh+R/3vZTU1y1M8bN/3rNZWtS65TckVd0mdqV6mzoy8U09WyZqV8h57zKCuC8DZ2EkGADa3c+dOLVy4UJK0ePFibrMEAAD79HZHWXclmdXUpOTS2w69UGdKHc/+5t3fPvc77R5/oZLLVwx6QZb/mXINX/8ABRmAjKMkg6MFAgFJkt/PK6CRuxYuXKj6+nrNmjVL5557ruk4AAAgx/R0q2XrytWydu7q1ZyO2NOydu9W81XXaPfkryr1WkMmY/ZK4bSgSlat6LKjDUD/cc3cFbdbwtEqKyv1/PPP7/vBB3JNPB5XdXW1JGnOnDmG0wAAALuJRCL7bre88MIL9fTTT6uxsbHLMd0VZOk331LrylW9Xqv90SfU8cQvlf7vG/0P3F95eRr2o3ka8rWvDP7agIOFw2EFg0Gumd/BTjI4Hj/syFXJZFKXXXaZJGn9+vUaMWKE4UQAAMBO9i/IpkyZokceeUSxWEylpaVdjut2F9nS22U1t/R6PeutnUYKMk9xsUrW1lCQAVnCNfO7KMkAwKZWrVql+vp6VVRUaOLEiabjAAAAG3lvQRaJRCTtudjdvyjr7lbL9Ov/UOvd9w1e4H7yHjdSwx9Zp/xPnWc6CgAXoCQDABvaunWrZsyYIUlatGiR4TQAAMBOuivI9tq/KOtuF1nLLUukzs6sZx0I38fO1PBHHlLeh04yHQWAS/BMMgCwodmzZ0uSamtrNWrUKMNpAABAb+x98HVDQ/YeaH+ogmyvvUVZIpE44LPUiy+p/eFHspYxEwoqvqRhtyyUZ8gQ01EAuAglGQDYzIYNG7Rx40aNGTNGkydPNh0HAAD00t7n+mSrJOttQfbePO/VsvAWybIyni9Tiq68XEWh6ZLHYzoKAJehJAMAG2lqatKUKVMkSStXrlRRUZHhRAAAYK94PH7QnVn7fy5JiURCsVisx1nl5eV9WruvBVl3On9br45f9ZzNmIICFd96kwoqvmQ6CQCXoiQDABt5+OGHJUmzZs3iLTMAANjI/iXVoWzZskXjxo3r8Zi+FF2ZKshkWWq50Z7POvUcPkIlNXfId9ZHTUcB4GKUZHC0eDyuyspKRaNRCgfkhGg0qjFjxmjOnDmmowAAgP3svYWyoqKi2+eFdnZ26ve//71OO+00lZSUHPSYXbt2qaampte3ZGasIJPU/osn1fnHeL/Pz5a8D52kktq75D1upOkogOvE43GFQiFFo9F9z1V0M0oyOFo0GtW2bdsoyfooHA73eCsBMu+Xv/zlvl/fcMMNGjFihME0AACgO1//+tc1ceLEfp+/detW1dTU9OrYTBZkSqWUXHhL/8/PkvxPnafiFUvl6aZUBJBdoVBIdXV1isfjfb4N3IkoyQB0UVVVpfnz55uO4***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dopod577w 发表于 2023-7-18 13:53

图片在这里:

tpgf 发表于 2023-8-9 11:33

如果数据手册上没有的话 应该就是一个原理示意图

tpgf 发表于 2023-8-9 13:19

这个不知道 是不是涉及到外部硬件匹配的问题啊

qcliu 发表于 2023-8-9 14:39

内部增益的这个可调变阻器是自动调节的吗

drer 发表于 2023-8-9 15:43

好像都没有一个具体的值吧 但是如何做到阻抗匹配呢

coshi 发表于 2023-8-9 16:16

这个是不是考虑是配置完成之后单片机自动调节的呢

kxsi 发表于 2023-8-9 16:49

ad采集的数据的第一级是怎么处理的呢

wiba 发表于 2023-8-9 17:55

接电容的引脚是内部比较器的哪个端呢

Jacquetry 发表于 2023-9-4 22:40

看一下手册写没写啊

chenjun89 发表于 2023-9-5 07:41

这个图的可读性太低了
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查看完整版本: N32G435片内运放增益调节电阻的阻值是多少?