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For each of the following feedback systems a. Sketch the Root Locus b. Indicate if there are break-in and/or break-away point

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Answer #1

Root Locus is plotted an dmarked with apprpriate information and results are:

System 1 has poles at -1 , -2 , -3 ,-4 but no zeroes therefore number of asymptotes=no of poles-no of zeroes=4 as shown in figure. Two break way points at -1.38 and -3.61

System 1 has poles at -1 and -2 , zeroes at 1 and 2 , number of asymptotes=0, Break away point at -1.41414.Firstly let us understand the procclure to plot the root loci cliagram / root locus CRLD) RLD is a plot of loci of roots of cP-2 3 Angle of anyuktoles (Oi) e-Ql+d) 1 = 0, 1, 2, ... P-2) - (6422 for syrken I 0 15:30 1.514:*** for syelem I, no no lesymSyllen I dk q ds (6675 ds +553437325:46) 3 - 4.5 - 30s -70s - 500 1 S= -3.61,-1.38, -2.5 . There are 2 breakaway ponto -3.61

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