In the given figure the input frequency is such that R << X_c, then

The zero at - 1 gives the term (s + 1) in the numerator.

The poles at (- 2 + j1) and (- 2 - j1) give (s² + 4s + 5) term is the denominator. Gain is 2.

To measure pressure, it is convenient to convert pressure into displacement and then use a displacement transducer.

If ? = 0, has a magnitude of infinity and phase angle -180°.

Poles on j x-axis lead to oscillations.

The standard form of characteristic equation is .

Therefore .

Error is squared and integrated.

For term the slope is -20 dB/decade or -6 dB/octave because - 20 log 2 = -6 dB.

For the inner loop, transfer function =

Then .

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Join j₁ point with the zero and poles. Find magnitude and phase angles of all these lines.