1. Control Design via Block Diagram Reduction: An Example Assume that the motor with a transfer...
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1. Control Design via Block Diagram Reduction: An Example Assume that the motor with a transfer function G(s): closed-loop, unity feedback system (see Fig. (a)). = R(S) R(s) E(s) E(s) Amp K₁ (a) 25 s(s+1) Motor 25 s(s+1) Motor 25 s(s+1) K₂8 Tachometer is used as the forward path of a C(s) C(s) (a) Calculate %OS and T₁. (b) Since the motor cannot be changed, an amplifier and a tachometer are inserted into the loop as shown in Fig. (b) above. Find the values of K₁ and K₂ to achieve 16 % OS and 0.2s Ts. (c) Using the computed values, plot the step response and verify the performance parameters, including: %OS, settling time, rise time, peak time, and peak value. 1. Control Design via Block Diagram Reduction: An Example Assume that the motor with a transfer function G(s): closed-loop, unity feedback system (see Fig. (a)). = R(S) R(s) E(s) E(s) Amp K₁ (a) 25 s(s+1) Motor 25 s(s+1) Motor 25 s(s+1) K₂8 Tachometer is used as the forward path of a C(s) C(s) (a) Calculate %OS and T₁. (b) Since the motor cannot be changed, an amplifier and a tachometer are inserted into the loop as shown in Fig. (b) above. Find the values of K₁ and K₂ to achieve 16 % OS and 0.2s Ts. (c) Using the computed values, plot the step response and verify the performance parameters, including: %OS, settling time, rise time, peak time, and peak value. 1. Control Design via Block Diagram Reduction: An Example Assume that the motor with a transfer function G(s): closed-loop, unity feedback system (see Fig. (a)). = R(S) R(s) E(s) E(s) Amp K₁ (a) 25 s(s+1) Motor 25 s(s+1) Motor 25 s(s+1) K₂8 Tachometer is used as the forward path of a C(s) C(s) (a) Calculate %OS and T₁. (b) Since the motor cannot be changed, an amplifier and a tachometer are inserted into the loop as shown in Fig. (b) above. Find the values of K₁ and K₂ to achieve 16 % OS and 0.2s Ts. (c) Using the computed values, plot the step response and verify the performance parameters, including: %OS, settling time, rise time, peak time, and peak value. 1. Control Design via Block Diagram Reduction: An Example Assume that the motor with a transfer function G(s): closed-loop, unity feedback system (see Fig. (a)). = R(S) R(s) E(s) E(s) Amp K₁ (a) 25 s(s+1) Motor 25 s(s+1) Motor 25 s(s+1) K₂8 Tachometer is used as the forward path of a C(s) C(s) (a) Calculate %OS and T₁. (b) Since the motor cannot be changed, an amplifier and a tachometer are inserted into the loop as shown in Fig. (b) above. Find the values of K₁ and K₂ to achieve 16 % OS and 0.2s Ts. (c) Using the computed values, plot the step response and verify the performance parameters, including: %OS, settling time, rise time, peak time, and peak value.
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Gs b Closed loop Transfer function as Ges 25 S 51 from SS25 from above egy Compar... View the full answer
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