Chapter 8, Problem 8.27P

1. Consider a negative unity-feedback control system whose plant transfer function is type- 1. Suppose you want to build a lead compensator so that -3 ± 5j are dominant poles. You observed that the angle deficiency at the desired dominant pole is 50°. Compute a 's+b' and b of the lead compensator (s+ 2) so that the error constant Ky is maximized. In other words, design the lead compensator in a way so that the steady-state error for ramp input is minimum

EXAMPLE 8.12 The E-MOSFET of Fig. 8.40 was analyzed in Example 7.10, with the result that k = 0.24 × 103 A/V², VGS = 6.4 V, and ID = 2.75 mA. a. Determine gm- b. Find rd. c. Calculate Z; with and without rd. Compare results. d. Find Zo with and without ra. Compare results. e. Find A, with and without rd. Compare results. 카 1 uF Z RE 912 V Rp • 2 ΚΩ 10 ΜΩ HE 1 μF ID (on) = 6 mA VGS (on) = 8 V VGS (Th) = 3 V 80s = 20 μs Za o Vo

NO AI PLEASE

NO AI PLEASE

I need handwritten solution to this, electrical engineering expert tutor s only,this is an assignment,I need 100% accuracy

5. Determine the CT convolutions for the signals below. Sketch the signal that flips and on same plot the one that is not flipped. Do this for each overlap case. Clearly indicate all overlap cases and the integral limits. Finally, using the left squiggly bracket notation, show the output for each case versus time. (c) 4 x(t) 2 1 2(t) 4 x(t) 4 0123 et 20 x(t) (4) 4 (a) +(1) 24 T 0123 (b) T (f) 1 2-2 0123 (c) (f) 0123 (d) (1) A t 1(8) 4,121 -101 3 (e)

Solve by pen and paper not using chatgpt or AI Find the current io, and the voltage vo in the circuit in Figure 4. Answer: ἱο = 1.799 Α, νο = 17.99 V.

"Hi Tutor, Please solve this question manually without using AI tools. AI solutions are often inaccurate in advanced electrical engineering. If you're unable to solve it manually, kindly let another qualified tutor assist me. I need reliable and accurate solutions. Thank you."

Q3: A conducting filamentary triangle joins points A(3, 1, 1), B(5, 4, 2), and C(1, 2, 4). The segment AB carries a current of 0.2 A in the аAB direction. There is present a magnetic field B = 0.2a, -0.1a,+ 0.3a, T. Find: (a) the force on segment BC; (b) the force on the triangular loop; (c) the torque on the loop about an origin at A; (d) the torque on the loop about an origin at C.