问答

汇集网友智慧,解决技术难题

21ic问答首页 - TAG - LM331
  • protues仿真LM331不工作,为什么?(附原理图)

    Proteus仿真频率电压转换电路,输入频率改变时LM331输出是-2.9v(输入小于3.5v时是3v)(换了供电方式,之前用激励源的时候一般是-2.4v) 反相器接直流源可工作,接入LM331也不工作了,后面还有一个加法器,就不放上来了 这可能是什么原因导致的 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**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**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***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***17K1XrQP5lMf7CrIYikUNpOo3VGuoR8tY4DMubBtEvbw89NCj0TvpEFyI0R++Dvw62DfyZZVBN4IKRpH48847J3oFIE/CusD6O9XFkbUCDgBpxKs+JGm1D3nLCNDFtIKkdp2hwIFdRIeDVYtQBsHUqef7IEGtG0G1zWCBAqW6K5tBLENHg32m5mldwqfWChQo2CB23anh1FMn+uOuVRO19gw01rpn/eR7e/+Nht14NjOkLachbdm8yvN9RVKQAfmlQKYdK8JB4r3ThGq9p8CCsq/U/p3+r9Wrb3ArV362aiCiEQQXqrDUzTJfSCdlK2RJJ/HwJAogP9TKty6IAaBdLLDQSlZCI3RdoaoRyiLQ2K4zNI5fmGtQloBlLOgiOyljwSgQEQYj7CGJBS40Fi1j2Qa61rFggqiMAgUqH95wqtFcy7JQtoNVrbAgSa2AR7sV7UZTQYk8y/N9BVkMxabAlQVTQ3v2POuPL7Wu5RRYCNu9U2Osalj2pptu8a/TILgQ0RcSRnZU700nA7WUK+vW7U4ciigeVJjSuznzwII89dTugdaTAeSLLq51DLSTlY6Juki3Y2I77d79Azep/5iUNKxff6/71rcecxdcsChaepDe13s2HR+SyhSR7Z9QfJ9dddVfRe9UaJ6WCd144+1+Oe2zsGw42P4E2i2rwIKxbAJVkWiEtXegzAVdkNsgusm3gIICEapyofcUjFCWgy7MNegi38rbsqJMByujQUEHBQp0nNWFvc3XNZG1QaUyuvDXfAVJrGetrNnT7TwPeVTvvqJT4tf4jYrvS8sgQf5Zl69qhNYoyLl48VJ/rNExKom19aKMqdAf//EJPiBh7zeL4EJEB3lFi+0Ar6hyGVtGj2cqdCOoYJRKGNYvRHbGLxg8YWg6fA0YHQOt/rCOiWE3be00ceIJbmf/RY2GK6/8YP9N7sSB1/Pnz4qWqu/WW68fKKdBFJwoGwUALr/82iHbK40GU971rrcPlHv/+9/tB3ut94BO6VRgIek8ppt0ZSU0+rRfgYB4RoMG0f9lgQKx6goawiwHS4HXED9ehmXC/8vWMz5fbL4Ge7LIObs9wn3YiX1a1PuKeLCGAEP+HTxYyYYZN26MH4uOF729m4cdU0JWLt5zzX/5L3/ox/Z+swguBMIDvIYyiUcyuxlUMPrBW4Qe2al2AuViBUmKfEw844yJ7qmn9kSvymPt2n9wK1Ys9kEZc/PNf+nHec880AWPfku10s5RPrUacGzVSD13cc5OL6vroKLeV8SzGKgqkV/KUNBDIGXFNBpINWGmQzuN6v+xH9ZE2Q9S1z0cTWQoHv0L1UtZqlW2GWlSo/LqundEExnJ4jcTBnn27n3OTZhwfPSqc9HirPcj8ilvx0SjTAMFBOxmWXTDrBvqe+5ZE82pUBq/brL1tF3TepIf3nDrSf773ndOU9kPeaTqDcpUUGbB/v2H/HZpX4wbNzS9VtUe5JprLk3cH3r/xRcPDdm3YZlaunEu4VhVEg/3H2zewZfZTa0c79t1PdpJzR6f2nFsydM5tJHtb+V7DP//eg8n49eyjUpbTrL8TLtf7lvXfLAo7Xo++uhON2/ewujVcKqympRZap+n6g3WA04YgAgbc7TMKJVRuyD6vPjy9djnjert3Xy4Z0W+G0FpVTcOANLKQUBaPaB342Kw07K62MzqN6P2LqrpRONEXKxD8nZMDFULLixfvjp6NVQYXIhT9Yrw/ymqMLgQTseF+64MwQXhmFVwBBa6rtXjfavXollo5vhU1MCCJH0XzWx7K99l/HNqXb+Wmd0z9y7PbvvtZl8NLV544eC9gbqNFFV/qEUNO6r9hWXLPuGmTTsrmut8l5PqGWLDhrVD2gKxz4sv3yifudCNKEyaciojWX2epClnT5y7dUCOHwDyFmXMslxef9v2G2kkc6GRKizNrGutLKVG91Mn901c1t+hykhZt8+kLZumXDPHxHZkLtgNeNLT/SJqZ+aChIGEZoMLjRyP4rL8rXE9k6zMx5mindOkCNvX7WvZZjR7fCrab6aZ78L2Rae+t3r3GFnuF5PlZ3bjWGqZC2r8NV6dXO15SFK1G/u8apkLNl8NPlpVRZWxYEQ4vxH2ebS5UDLhH73+4NNcCAJAkemGWg1DfuxjK6M55aGAgoZ//Mf/E80Z9Pjju93JJ7/JT2uZl176iZ8GAKAd4kELC3ygO6wnCHVd2ywLHKj3vtD//J+VnqbSto1EcKEkFFSIBxaAJNWirWmisEBeWTsLZewtYuHCP/HVRJTRYKwrSuvtQY1ZKtvDKOPhK1/5pjv33OZTHIE8K/s5jXN2+7FPW6MAQxhkUIAhD0EGtSFgvXOkudkuIgUA1N3ktm07/PY3S9kQanfBup1U1oK6TVWWQ1oEFwouKahAYAH16ASqQXXGbBoom2uvvdLdcsuXhtyEl4ECCKryoKoSqv6gQcJqI6rm8IY3jBl4X1Up4j1MAGURnsPKeE4r+/Z1g+1HroPSSwoydItujnWTrOoBVkVgy5atflx26n1PvUVo+5vdZlWzUIBB1SMUlLG2GZrteSJEmwt1pCnXTN2oVoRBBZMmsJDlvpEsy+X1t22/kfD7ipdLWqaaLPepZFku6+9QZaSs22fSlk1TLqtjIjrHzjd5P8dwPZNsJBxnivLdSxG2r5s3immV9Rq4COfQ+D1Js99F2v0pKnvHHXe5M844JVXvBs0o+3FGZaSVzyNzoYCSshUAAAAAIGtJWQxZBqi2b/+O27//4EC1iGXLbojeQdYILhRIUlCBwAIAAADaSdeX6m7QrjWbGdKW09DKZ6L74tkVWQYY7rrrnoFqERs2bBwx1SLyhuBCQbSabgQAAAAAndStLIarr74ymnK+kcPHH386elVs23tmD+zDZoY05VQm7ecZggs5R7YCAAAAsnbgwKGBNHMN8dbobf7ZZ8+I5lSsXn3rwHvWCr2eIus1Ro6kIEOnqEFDVYsom07us3ZTUEIILuQYQQUA6C51ZWk9LmiwLh/lW996zM+L90ahnhn0noRlbbD3ACDPrrnmOt+PvtLMt227f0iXderqT63M670pU84cqOOuIMJ3v1tJTVdZtUKPkS2LLIY5c2b6ahHywgv7fLWIWbPe41+XgQVq8jqECC7kUFK2AgAgWzfeeLv76lcfdDv7T5w2SBhgkDvuqFzQVKNuI628uotcvnw1AQYAubd+/Rd8P/py7LHH+KfDBw8e8jdv6lf/vPPO8e/pJk43c7Jp033u/PPf7adVVmWS6r4r20EBCowM8ZvQdgcZ1EvERRdd4LNjpk493we+7LfbLtZThGg6fI1BBBdyhCoQAJAPykb4yle+6f7mb5ZFcyo++clLo6mKceNGux/96GDDwQItf+WVH3Rf+9rD0RwAKIbnn/+RGzNmtDt06Mf+tQIOMnr06/xYQQct8/rXV15LUrq6ggq6Ebzzzs9HczBSxJ9ytzPAsHDhgoEGHTXdTtUCCQQYhiO4kBNhUMFaygUAdMf3vve/3KRJE30wIKTXN9/8l9GrimuvvdJnIzTqrW/9727nzt3RKwDIPwUEpk6d3PLTYFWfmDz59Lbf/KE4krIY0jYiqCFt2Z4VswcyEOoNtSQtnzSkWc+i0TqP6u3dfFg7V3qX041LO1iDFvHoXJIwqBBqtksd+0y64hkqr7/tRr4vvtOKsu+HkfA92zY2ckzMC7W18NRTewYCCXp9yy1f8tOiqg4vvfQTt3btP/iqDqpCIddcc6lvc2Hhwj9x73rX230bC1p24sQT/PuirIjLL792oJpFEdi5Ku+/U65nko2k4wznivZTA41qR0HVJGTPnmfd4sVLXf89hH+thh/nzVvoNmxY69tp+NCHPuimTTvLv7dkyfXu5JPf4rMZVq78rJs5c/qQ/wv1FfEc2oxq90JZuO4d0USHXddismLev/vwOxzV17frsKIp0reu+afle/c+5yZMOD561bg05VRGsvo8SVPOIk21fgjxPyTLVLCyzWYupC0nWe4bybJcUX7bkracFGVd05TL+retMlLW7TNpy7ayjUUOLpj9+w/54EE8uCAKJGj6Yx9bWdrgQt7PMVzPJBtJx5myXgd1a/s+9anP+OmwCoOqP6heuxp5VNUINfKohhuVjq4MhxNO+CO3dOmf+WXVtoJ1Ebho0RK/jLIXjjnm6MTshSJ8F5JluSKeQxtR7V6oWVl8F3ZuSdLo+abM3314jUC1iC5o1x8TAKAzrOqCggmNUlsKn/lMJYOhFqtyAQB5powFBQ/ibSNonqpIPPDAg/71vfd+3c2bV7m2Vav999//TT+toIPaYFBje6HLLrvY9zyhIAVGpvBeSPdBZc6qGmkILmRIf0jxPyYCC+Wm6Ly1hqz+oa3f53Cwk2tSv9C1WJ/RGgC0lzIN3v/+d/sshVCt4MH8+bN84461AhJ6T9UrLrnkgmgOAOSPrk3uu2+r7wXCrjU06FpGFHBQgEDztm//jlu5cqmfr0DC295WWVbZDOqOMk7BCbXmP3/+FdGcctI1YLjvkHwvVATVshPSZMmVHcGFDBBUGJkUILCumSRsxVaDovwadJJN0y/0448/PdDHNID2U/sJK1Ys9lUbbBBVZwirOYTUuGOcqkBYeatSUa08AOSBrk3UpkJ43aIhrMpg8x55ZEs0p2Lx4ssH3rMGIBV00Guj/yderkx0XacAje0HXe+N5K43y3AvpECCBrXpY9MYjuBCh4V/SEJQYeS4+uprfdpgEgs8WKS/Wr/QGlRfMYx+i16rvJ4aaBpAZ6jdBAUTbAjbYNB71t6CUdBAy+k9CcvaQGABAMpNwZSwOskZZ5ziq4iMRNwLtc6CM3kdQgQXOijc2UWM0CE9pQ1OmXKm724pyZo1f+ezDkytfqH1nho+CiPfCkpY5oMFKAAAAJA/uqbTtd1IEr/x5F5oZCC40GH8IY086pJJGQXVbvqVJrdt247EVpKrsWVnzXqPLwsAAID8U7aqrgsXLfpINKf8CCq0h/abGru0fdjMkKacyrTyeUJwoQNsB2uMkUcNM65Zsyp6NZxaV1bGQRqjR1eyG2hhGQAAIN90vaZ2tHRdaO1PlFlStgJGFoILQJspQq2+nNU+giLVyjQIG/HZseMJX/cupFS5l176cfSqUhVi3Lgx0atBhw5VllFDSwAAAMgnXQ9OnXq+b6g73h1nGZGt0Hm6t9Dvymja2mRTG21G03ff3Z3uPQkuAG0Wtq6sdhXUqGPYqI+CDRMnnhi9qqjXL7QadhT1JV2tkUgAAAB0n2UsbNt2f+kzFshWyIY16h6yrBjdc+hBZR4aeSe4AGTIqjPEMw/q9Qut3iT0nvqSDgMVAAAAyJfbbrvTj5W5YE+Wk24Oiy4MKqAz9ux51v924lWu7Z7CHliqEfmkatN6QKnyYcZDJxFcADpIDTGGwQAFFRRdTJLUL7TR/6H5YZ/QajCSniIAAADyRddndk0XDmVBtkJ2TjzxTf63E8961j2FshV2797jX6vadfzhpQIKqqqt8lll0Izq/7DD4xdUIml965r/Yezd+5ybMOH46FXj0pRTGcnq8yTrcuuiqGazf6Rpy0lR9k2ackX5bUtSOUUb7aBQSx7WtRFpymX921YZ6dT22fY0ot42p/0eJG3ZNOWa2WbkW97PMVzPVJT9ONPO7ZNOrWc1acplfS6UrMuJ/Q3n3XUPRxMZmr5zYzQ1VCPZA9XKNiv+WeHvsRu/USnK77vVcspKsDY8wkCB2ldQdWpVxbbe5TRv4sQ/dvfdt7WpoJY+S1pZz1G9vZsP96yY7Wf2Lu9Oww8jmVJdFJEy23sq34V159GotOXKjt928ZXpt23b0oyRut3Ip7z/Hjnml/84M9KPo2XYlmrs7zfvuhFYkKQAQTPVEloNMMQ/K/5bHAm/0W5SV/fz5i10q1ff4O8ddQ+5ePFSt2HDWjd27GjfgKPab1u//gtu/vwrfJlx48a6c899p5s27Sz/OgtkLtTRrnLV6rmE9esVhYpH/Z599n+7hQs/4dPhbVrRKVHDfn/xF1e5N73pv42IiHaackXPXGhUUdY1Tbmsf9sqI53YPtuWRk7wdhKvtd1pvwdJW5Zyw42E468UYV25nin/cabd2yedWM9a0pQbCceZkXDNlqZcM7/5TogHFar9BrvxG5Uyf/di5eKZC8puvummWwaqTNv7akRUwYVzz53mu77XvEazF/RZ0sp60uZCRi69dLEPJMQHCafjFEy4+uorB6anTDnT/6g0qF7Npz99s38PAAAAANolDCwoaJAmcIDOGDNmtH/gbI04PvDAg74NhrDdBU0rwJBlLxIEFzKyZcuX3fnnn+uzDRRRUgTJokjhdFzYJaGm1UCMolUaNK1uDQEAAACgHRRUiAcWkC+6F1QPEtYjyapVN/sqEXG6X9ywYeNAt/adRnAhI4oc/e3f/rW75JIP+FSVtWvXRe/UpmCELavIU/jD0Py3vvXN0SsArdLfV0/PbD9Yt1HV/lYvvvijA8to6FbfwopYh+uRNNSj7dZyWXVTBKBY0h5ndL2TtKw9acuTtNuYVK7o7JzQyLlQ822ZWsuhOMhWyCfdS+phtIIKRg+g7SG1BstaUFWJCy8cbMNE79nD6k4juJAxNajx1a9ucD/72b/5ljzrWb36075rES37ve/t8T0H2AH8rrvucX/919dFSwJohf7G9PelhnF6ezf7A7GyjBQJjv+t6rUyicIDuqLCS5ZcHy2RPbUSHK6PDVLvWKPtBoB6mjnO6Kb7xRcP+mqc8eXDtN28aWYb1aCanhrq6aEtp4dCukYrKm2jzgk6/9U7FyqQoPmWkWvLrV59a7QEioRsBbQDwYUueO1rf9998pN/2n9Q/qw/idWiZe+88/M+zWX58k8OtLfw9a9v9FEpNeYIoDXKOrBggVrcNboA1t+b3rOnMXq6r9c33TQ0kKCLS72Xt6f/Wi+tb7V0OGVgAEArko4z1vf66NGv8+OiS9rGv/7rv/FZpeETQaUgS7Vjbp6F58IwAJR0LhQFEnQda8tqrNfq/g7FEgYVgFYQXOgiBQasP9J6dMC2thY0EFQA2kNP1ypZB8mBPqvTduqpEwde68JL45Aa1skjW6/9+w/6cUgXv2q3RdsHAGklHWc0ffTRY4bcpBZZfBsVSFZmxqxZ7/GvjbZX54isUpDbpdlzoWg7G72ORT6RrYB2I7gAYESzp2vhBVOcLhLjwYS4p57a7cd5e0p38OAhPx43bowfG/WXrNRXAgsAWpV0nFGVTrGqnBrqVdHKs/g22mudG7RdRd/GdpwLFXBRNsNll10czUFeJQUVCCygHQguAMjM9p7Zvh/kZgaT9F69oRFJT/SbpSc+uqDSRVeentJpvRRAUNdE8adoqhMbT+cFgGZVO85Yb1Z6um2D6Aa8aJK20c4dCiaomlwz21i2c6GCCtpmdauufRQ2JIf8iVeBIKiAdiK4ACATjV7gtJMu4LKgBr1k1apr/bgbFNywJ2c2aL3UuJjaZwmpzqwuBq1uMAA0opnjjG60492i2es89yjQzDbKRRddMORpfr1tLOO5UNtvwZUpU870vUwoIIN8IVsBWSC4gJbpBJrUKJxFspNSBC2F0E4+YUphUiNI+oyklvhVroiNJo1EOoFN6d08cDJrZmilXD3xFNdm6Per36zYE6tuUT1Zu7gL10UNwoa0zrp4Xr26O11nAiiuRo8z1Vhm1759L/pxHjW7jfFqBNpGPb2vto12boqfr+oN**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**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***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**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[/img]

    proteus仿真 LM331 protues仿真 原理图 输出

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