1. The transfer function. G(s) of a control system is given as 10 G(x)= (0.1s +1)(x + 1) The closed-loop stability of ab

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1. The transfer function. G(s) of a control system is given as 10 G(x)= (0.1s +1)(x + 1) The closed-loop stability of ab

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1 The Transfer Function G S Of A Control System Is Given As 10 G X 0 1s 1 X 1 The Closed Loop Stability Of Ab 1
1 The Transfer Function G S Of A Control System Is Given As 10 G X 0 1s 1 X 1 The Closed Loop Stability Of Ab 1 (27.28 KiB) Viewed 32 times
1. The transfer function. G(s) of a control system is given as 10 G(x)= (0.1s +1)(x + 1) The closed-loop stability of above system can be easily analyzed using Bode plot technique. The following steps are the typical procedure to establish the Bode plot . Normalized transfer function G(x)= Pale/Zere 4-0 --10 Total Gradient Pole/Zere 10 (0.1s+1)(+1) The break frequencies: 1.10 rad/ Starting frequency: one decade of minimum 0.1 rad/s Gradient table of Magnitude and Phase: 200 5-10 Totel Gradient CHIFTE Figure 02 The Magnitude changes with 2 is obtained as Magnitude gradient 245 Now, fill in the respective values in above gradient tables. 16 Marks 2. A Bode diagram of a second order system is shown in Figure Q2. Complete the gradient table of Magnitude and Phase angle. 14 Marks Powe Phase gradient The Phase changes with stained an con ons veding my-6.3 sl 100 -10 -100
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