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(Solved): 4. The following Root Locus plot is obtained using Matlab for the following feedback system. (1) D ...



4. The following Root Locus plot is obtained using Matlab for the following feedback system.
(1) Determine the departing angl

4. The following Root Locus plot is obtained using Matlab for the following feedback system. (1) Determine the departing angle \( \phi_{1, d e p} \) from a pole at \( -1+j 3 \). (2) The closed loop system becomes unstable when the root locus crosses an imaginary axis. In the above plot, the point A shows when the root locus crosses the imaginary axis. Using the following RL rule of \( K=\frac{\left|s_{1}-p_{1}\right|\left|s_{1}-p_{2}\right| \cdots\left|s_{1}-p_{n}\right|}{\left|s_{1}-z_{1}\right|\left|s_{1}-z_{2}\right| \cdots\left|s_{1}-z_{m}\right|} \) validate the value of the gain \( K=44.6 \) in the plot at A. Note that \( K \) of \( 44.6 \) is an approximate value for \( \mathrm{CL} \) pole of \( 0+j 3.67 \).


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