The OP
Published on 2024-6-16 23:32
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This post is from Analog electronics
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Published on 2024-6-17 08:42
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This post is from Analog electronics
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Published on 2024-6-17 08:51
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This post is from Analog electronics
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For a first-order low-pass filter, the transfer function is H(w)=1/(1+jwRC). The amplitude-frequency curve is the absolute value of this complex number, and the phase-frequency characteristic curve is the tangent angle of this transfer function. Or this complex number is expressed as a+jb, the amplitude-frequency characteristic curve is the square root (a^2+b^2), and the phase-frequency characteristic curve is arctan (b/a).
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Published on 2024-6-17 11:59
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This post is from Analog electronics
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The 4th floor is right. However, it is only possible to have a deep understanding if you draw it (and use logarithmic coordinates for the horizontal axis of the amplitude-frequency and phase-frequency curves, and also for the vertical axis of the amplitude-frequency curve).
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Published on 2024-6-17 13:37
The 4th floor is right. However, it is only possible to have a deep understanding if you draw it (and use logarithmic coordinates for the horizontal axis of the amplitude-frequency and phase-frequency curves, and also for the vertical axis of the amplitude-frequency curve).
Details
Published on 2024-6-17 12:02
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Published on 2024-6-17 12:02
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This post is from Analog electronics
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Published on 2024-6-17 13:37
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This post is from Analog electronics
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Published on 2024-6-17 22:45
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This post is from Analog electronics
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Published on 2024-6-18 08:56
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This post is from Analog electronics
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