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汇集网友智慧,解决技术难题

21ic问答首页 - TAG - 模拟技术
  • 放大器问题求教

    最近用 TL064 做了一个放大器,对示波器引出的 1KHz 测试方波能够很好的放大,比较端输入是5V通过2个电阻的分压(1V左右),放大倍数为2倍:[img]data:image/png;base64,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**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**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[/img] 但如果用真实的信号(88KHz)做输入,在比较端奇怪的出现了波形,导致输出波形错误: [img]data:image/png;base64,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**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**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**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***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**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[/img] TL064有可能对88KHz信号的放大存在带宽问题,但不至于影响到比较端的电平。 请教大佬们,问题出在哪儿?地线吗,还是别的问题? 本人在此提前感谢!

    放大器 TL064 模拟技术

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