Delmar Unit 17 Review

docx

School

University of California, Merced *

*We aren’t endorsed by this school

Course

111

Subject

Electrical Engineering

Date

Feb 20, 2024

Type

docx

Pages

2

Uploaded by pedroojedav

Report
Delmar’s Unit 17 Review 1. How many degrees are the current and voltage out of phase with each other in a pure resistive circuit? a. 0 degrees, current and voltage are in phase with each other. 2. How many degrees are the current and voltage out of phase with each other in a pure inductive circuit? a. 90 degrees 3. To what is inductive reactance proportional? a. Inductance of the inductor and the frequency 4. Four inductors, each having an inductance of 0.6 H, are connected in series. What is the total inductance of the circuit? a. 0.6 H + 0.6 H + 0.6 H + 0.6 H = 2.4 H 5. Three inductors are connected in parallel. Inductor 1 has an inductance of 0.06 H; Inductor 2 has an inductance of 0.05 H; and Inductor 3 has an inductance of 0.1 H. What is the total inductance of this circuit? a. 1/(1/L1 + 1/L2 + 1/L3) = LT b. 1/(1/(0.06 H ) + 1/(0.05 H) + 1/(0.1 H)) = LT c. 0.0214 H 6. If the three inductors in Question 5 were connected in series, what would be the inductive reactance of the circuit? Assume the inductors are connected to a 60-Hz line. a. X_L = 2 x pi x f x L b. X_L = 2 x pi x (60 Hz) x (0.21 H) c. X_L = 79.17 ohms 7. An inductor is connected to a 240-V, 1000-Hz line. The circuit current is 0.6 A. What is the inductance of the inductor? a. X_L = E/I = 240-V/0.6A = 400 ohm b. L = X_L/(2 pi f) c. L = 400 ohm/ (2 pi 1000) = 0.06366 d. 0.0637 H 8. An inductor with an inductance of 3.6 H is connected to a 480-V, 60-Hz line. How much current will flow in this circuit? a. X_L = 2 x pi x f x L = 2 x pi x (60 Hz) x (3.6 H) = 1357.17 ohms b. E = I x X_L = 480 v = I x (1357.17 ohms) = I = (480 v ) / 1357.17 ohms c. I = 0.354 A 9. If the frequency in Question 8 is reduced to 50 Hz, how much current will flow in the circuit? a. X_L = 2 x pi x f x L = 2 x pi x (50 Hz) x (3.6 H) = 1130.97 ohms b. E = I x X_L = 480 v = I x (1130.97 ohms) c. I = 480 V / 1130.97 ohms d. I = 0.424 A 10. An inductor has an inductive reactance of 250 V when connected to a 60-Hz line. What will be the inductive reactance if the inductor is connected to a 400-Hz line? a. 250-V / 60 Hz = x / 400 Hz
b. 100000/ 60 Hz = X_L = 1666.67 11. 12. An inductor has an inductive reactance of 80 ohms and a wire resistance of 14 ohms. What is the Q of the inductor? a. Q = X_L / R = 80 ohms/ 14 ohms = Q = 5.71 13. An inductor has a wire resistance of 6 ohms. The Q of the inductor is 9. Using the formula: a. XL = Q x R determine the inductive reactance of the inductor. b. X_L = 9 x 6 ohms = 54 ohms 14. An inductor has an inductive reactance of 150 ohms and a Q of 12. Using the formula: a. R = XL / Q determine the amount of wire resistance of the inductor. b. R = 150 ohms/ 12 = 12.5 ohms
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
  • Access to all documents
  • Unlimited textbook solutions
  • 24/7 expert homework help