Define state variable using example.
[3 marks]State the advantage and Limitation of state variable approach.
[4 marks]Explain open loop and closed loop control system with suitable example & gives its advantages and disadvantages
[7 marks]Explain Electrical-Mechanical Analogy.
[3 marks]Write properties of Signal Flow Graph.
[4 marks]Draw the mechanical network. Write differential equations of performance and also draw the analogous electrical circuit of the system shown below in Fig.
[7 marks]Define below given terminologies with proper equations. i. Rise Time(tr) ii. Peak Time(tp) iii. Peak Overshoot (Mp)
[3 marks]Explain effect of Damping factor in Second Order System Performance.
[4 marks]Second order system is given by Find the rise time, peak time, peak overshoot and settling time if subjected to unit step input. Also calculate expression for its output response.
[7 marks]What are standard Test Signals and their Significance?
[3 marks]Explain PI type of Controller with its effect on the system.
[4 marks]The open loop transfer function of a unity feedback control system given by Determine the Characteristic equation of the system, natural frequency of oscillations(ωn), damping frequency of oscillations (ωd), damping ratio (ζ), and the maximum overshoot of a unit step input (Mp).1
[7 marks]Write needs of Frequency Domain Analysis for Control system.
[3 marks]Comment on the stability of the system represented by below given characteristic equation s5 + s4 + 2s3 + 2s2 + 3s + 15 = 0.
[4 marks]Draw the root locus of the system given below. Find the values of valid break-away-point, interaction with imaginary axis and the range of Kfor which the system will be stable.
[7 marks]List out advantages of Nyquist criteria.
[3 marks]State and Explain applications of Routh’s stability Criterion.
[4 marks]Draw the complete root locus of the system having
[7 marks]Define and explain following terms with respect to frequency response (i) Gain Margin (ii) Phase Margin (iii) Gain cross-over frequency
[3 marks]Find if the system is stable using Nyquist plot. G(s) H(s) = 1/s(s+1)
[4 marks]Determine the open-loop transfer function, of a system whose asymptotic gain plot is as given below
[7 marks]Explain the definitions of ω & ω in polar plot with example. gc pc
[3 marks]Using Nyquist criteria examine the closed loop stability of a system whose open loop transfer function is: G(s) H(s) = 50/((s+1) (s+2))
[4 marks]Derive the transfer function from the given bode plot.2
[7 marks]