Block diagram in Figure Q4(a) has been improved by adding a controller for a system as shown in Figure Q4(b). Analyze th
Posted: Fri Jul 01, 2022 6:14 am
- Block Diagram In Figure Q4 A Has Been Improved By Adding A Controller For A System As Shown In Figure Q4 B Analyze Th 1 (97.91 KiB) Viewed 31 times
- Block Diagram In Figure Q4 A Has Been Improved By Adding A Controller For A System As Shown In Figure Q4 B Analyze Th 2 (103.28 KiB) Viewed 31 times
- Block Diagram In Figure Q4 A Has Been Improved By Adding A Controller For A System As Shown In Figure Q4 B Analyze Th 3 (135.16 KiB) Viewed 31 times
(i) The characteristic equation of the system. C3 [SP1] [3 marks] (ii) K for the system to operate in stable condition and determine the actual location of dominant poles. C3 [SP2] [7 marks] (iii) K for the marginally stable and determine the actual location that cause the situation. (iv) Steady state error for the system when K = 5. C3 [SP2] [6 marks] C4 [SP3] [4 marks]
(a) x(t) 0.03 Figure Q3(a) shows the transient response of the translational mechanical system where the f(t) is denoted as the applied force and x(t) is the output response of the system. Calculate the value of M, K and D, assuming the system is initially relaxed and gravitational acceleration is ignored. -1 0 1.25 -0.025 M t(sec) | K -oooo M x(t) + f(t) Figure Q3 (a): Transient response of the translational mechanical system