Consider a controller with a lead of 35° and gain of 5.65 dB at 2.8 rad/sec. Which of the following options corresponds to transfer function of the lead compensator?

\(\frac{\left( 1+0.2s \right)}{\left( 1+0.7s \right)}\)

\(\frac{0.5\left( 1+0.2s \right)}{\left( 1+0.7s \right)}\)

\(\frac{\left( 1+0.69s \right)}{1+0.19s}\)

\(\frac{0.272\left( 1+0.69s \right)}{1+0.19s}\)

Consider a controller with a lead of 35° and gain of 5.65 dB at 2.8 r

1.	Consider a controller with a lead of 35° and gain of 5.65 dB at 2.8 rad/sec. Which of the following options corresponds to transfer function of the lead compensator?
A.	\(\frac{\left( 1+0.2s \right)}{\left( 1+0.7s \right)}\)
B.	\(\frac{0.5\left( 1+0.2s \right)}{\left( 1+0.7s \right)}\)
C.	\(\frac{\left( 1+0.69s \right)}{1+0.19s}\)
D.	\(\frac{0.272\left( 1+0.69s \right)}{1+0.19s}\)
Answer» E.

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Consider a controller with a lead of 35° and gain of 5.65 dB at 2.8 rad/sec. Which of the following options corresponds to transfer function of the lead compensator?

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