Electric Motor Control
10th Edition
ISBN: 9781133702818
Author: Herman
Publisher: CENGAGE L
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Chapter 58, Problem 8SQ
What do selsyns look like?
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Electric Motor Control
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- For the system below: if == m₁ =m₂ = 1 kg. k₁ = k₂ =1 Nm1, b = 20 N/ms"; then: 1) Find the transfer function () f(s) 2) Check the stability by Routh criteria method.arrow_forwardIf you have T.F.C.L.= k then: s2+2 5+k • 1) Find the open loop G(s). 2) Determine Steady state error for (unit step, ramp input, and acceleration input) 3) If es = 0.2, for ramp input, then find k,wn, 8. 4) For values in (3), then find t,,,,t, and M.. 5) For values in (4), then plot transient response with these values.arrow_forwardQ2) A. A three phase half wave controlled rectifier shown in fig (1) with a delay angle a, the input voltages are specified as va=100 cos(wt), v = 100 cos(wt + 120°), vc = 100cos (wt-120°) 1) Draw the average output voltage for a = 0°,30° and 60°. 2) Draw the la, land i, for each a 3) Calculate the average output voltage for each a n Va Vs Th, * Thz D Th3 R لے E Loadarrow_forward
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- The question was sent hours ago and you sent an unclear answer. I hope the solution is on the paper and clear.arrow_forwardThe control system, shown in Fig. below, is subjected to a unit ramp function, a) Determine the value of k and k, such that the system has an overshoot of 16.303% and a damped natural frequency of 3.4641 rad/sec. b) Calculate the rise time, peak time and settling time. c) Define the system type d) Calculate the steady-state error of that system R(s) K (x+2) K ((s)arrow_forwardI hope the solution is on the paper and cleararrow_forward
- I hope the solution is on the paper and cleararrow_forwardPlease solve by pen and paper correctly step by step. Do not use chatgpt Or any AI tool.arrow_forwardConsider the circuit shown below, Vac 0- H Vdc ли R1 R2 where R₁ = 2.2KQ, R₂ = 4.7KQ, C = 0.1uF, Vdc = +5V, and Vac = 3V peak f = 1KHz. • Use superposition to calculate the DC voltage at point X; VDC = • Use superposition to calculate the AC (peak) voltage at point X; VAC =arrow_forward
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