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Why is the roll-off gain of the op amp 6db/double frequency? [Copy link]

How do we deduce that the roll-off gain of a general op amp is 6db/double frequency?

Is the op amp treated as a low-pass filter circuit? If so, the decibel gain formula of the op amp is as follows

lgAu1=10lg(1/(1+jwrc))

lgAu2=10lg(1/1+j2wrc))

Can we get the roll-off gain result of the op amp by comparing formula 1 with formula 2?

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Why is it 6dB/octave? Because there is a pole inside the op amp. For a system with a pole, the amplitude above the pole frequency must roll off at 6dB/octave. For a detailed derivation, you can read any circuit theory book.  Details Published on 2024-3-17 16:37

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[How do you deduce that the roll-off gain of a general op amp is 6db/double frequency? ]

The capacitive reactance of the capacitor is obtained by dividing the voltage of the resistor.

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[Can we get the roll-off gain of the op amp by comparing equation 1 with equation 2? ]

I don't know what formula 2 is, and the brackets don't match.

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It is not derived, but designed by the designer intentionally. The purpose is to make the op amp work stably in most cases.
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Why is it 6dB/octave? Because there is a pole inside the op amp. For a system with a pole, the amplitude above the pole frequency must roll off at 6dB/octave. For a detailed derivation, you can read any circuit theory book.
This post is from Analog electronics
 
 
 
 

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