Chapter 5, Problem 5.36P

5. Please sketch a root locus manually for the following system. R(s) + E(s) C(s) k(s + 1) s² + 2s +2 Each branch in your root locus must be labeled with an arrow. Please answer the following questions. a. Is the closed-loop system stable as k is varying from 0 to co? Please find an answer to this question via root locus. b. What are finite zeros and poles? Are there infinite zeros? If so, how many?

-5. Draw the connection diagram for two parallel transformers with (A-A) connected?

HW_#6 HW_06.pdf EE 213-01 Assignments zm Rich LTI uah.instructure.com Z (MAE 272-01) (SP25) DYNAMICS b My Questions | bartleby ✓ Download → Info Page 1 > of 2 - ZOOM + 1) (5 pts) Note have to use nodal analysis at Vp and Vn. a) Determine Vout in the following ideal op-amp circuit. The power supplies supplying power to the op-amp have voltage values of ±15 volts (Vcc = +15 Volts, -VCC = -15Volts) b) Determine the value of RĘ that makes Vo, -15 Volts. c) What value of RF makes Vo = 0 Volts? out F out = 2V 1V 25K 10K 2V 1V 30K 100K RF 12K 12K + E น out E 2) (5 pts) Find Vout in the following circuit. Perform nodal analysis at nodes VN, VP and Va 20K Va 20K 10K 10K 1 V 2 V 5K Vout 15K Note: There is no restriction on the value for Vout for this problem. 3) (5 pts) For the Thevenin equivalent circuit shown, answer the following questions: 250 Ohms a 200 V ° b a) What load resistor results in maximum power delivered to that resistor? b) What is the maximum power delivered to the resistor in…

Suppose the Laplace transform of a causal signal x₁ (t) is given by X₁(s) s+2 s²+1 (a) What is the Fourier transform X₁ (w) of the signal? (b) Using the Laplace transform properties, find the Laplace transform of the following signal x2(t). x2(t) = e³ x₁(t−1)-4x₁(4) Note, you do not need to simplify the expression of X2(s). However, state whether it is possible to write X2(s) as a rational fraction (i.e. ratio of polynomials) in s.

Consider the following mechanical system. In the figure, y(t) denotes the displacement of the mass from its equilibrium position and u(t) denotes the force applied to the mass. k1 kz - y(t) -0000 0000 3 ► u(t) b a) Find the differential equation model of the system. b) Find the state-space model for the system. Write x, A, B, C and D clearly in your answer.

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C(s) a) Reduce the following system to a single transfer function G(s): R(s) G3(s) R(s) C(s) G1(s) G2(s) G4(s) b) If the input r(t) is a step signal, what will be the output C(s)? Hint: Move the block G₂(s).

Consider the following electrical system. In the figure, u(t) and y(t) denote the input and output voltages, respectively. Please note that y(t) is the voltage across the resistor. с u(t) +1 y(t) R 0000 a) Find the differential equation model of the system. b) Write the transfer function H(s) = Y(s) of the system. U(s) c) If u(t) = 1 volt, what will be the steady-state output voltage?

Q1: A Moore model sequential network has one input (X) and two outputs (Z2 Z1). An output Z2 = 1 and Z1 =0 occurs every time the input sequence 110 is completed and An output Z2 = 0 and Z1 1 occurs every time the input sequence 010 is completed otherwise Z2 = 0 and Z1 =0. Overlap is not allowed. Use D flip-flops in your design: a) Sketch the state diagram with minimum number of states. b) Construct the state table. = c) Construct the state assigned table. d) Determine the next-state and output logic expressions. e) Sketch the logic circuit.