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1. For the following circuit, solve for i(t) at t>0. 4. For the following circuit, solve...
4. For the following circuit, solve for i(t) at t >0. t=0 42 i(o) 12 V...
4. For the following circuit, solve for i(t) at t >0. t=0 42 i(o) 12 V ?? 20
QUESTION1 For the circuit shown in the figure below, the switch is opened at t-0. Determine...
QUESTION1 For the circuit shown in the figure below, the switch is opened at t-0. Determine the current through the inductori after a long time has passed. (Select the one best answer from the choices given below.) ctor i after a long time has passed. opens 1at t-0 5 k2 10 kΩ 4 V L1 0.1 H 12 V O a. 0.75 mA b.1.00 mA c. 1.25 mA 。d. 1.50 mA O e. 1.75 mA 2.00 mA 0 g, 2.25...
6: In the circuit shown in Figure-6, input voltage of 15V de was switched ON at t-o. (a) Convert the circuit its Laplace equivalent at t >0, if ILO)-2A and vc (0)-6V. b) Find the capacitor voltage...
6: In the circuit shown in Figure-6, input voltage of 15V de was switched ON at t-o. (a) Convert the circuit its Laplace equivalent at t >0, if ILO)-2A and vc (0)-6V. b) Find the capacitor voltage, Ve (s) in the frequency domain (c) Solve Ve (t) in the time domain. Switch L= 5H t-o 15V (0 ) = 2A V (o =6V 0.1F
6: In the circuit shown in Figure-6, input voltage of 15V de was switched ON at...
chapter 7 Fundamental of Electrical Circuits 1. In the circuit below find: a) v(0+) and i(0+)...
chapter 7 Fundamental of Electrical Circuits
1. In the circuit below find: a) v(0+) and i(0+) b) dv(0*) and di(0) c) v(@) and icon 332 dt 0.25 H 4001 - ) V ( 0.1F 40(1) A
Problem # 1: Consider the circuit of Fig. 1: a) If vc(0) 8 V and i,(t)...
Problem # 1: Consider the circuit of Fig. 1: a) If vc(0) 8 V and i,(t) 40 S(t) mA, find Vc(s) and vc(t) fort>0 b) If ve(0) 1 V and ) 0.2 e u(t) A, find Vc(s) and v(t) fort>0 Problem #2: The circuit in Fig. 2 is at steady-state before t-0. a) Find V(s) and v(t) for t>0 b) Find I(s) and i(t) for t>0 5 S2 10 - 10u(t) V 6 H v(t) i(t). 130 F Figure 1...
3 Draw the circuit at too and force i(0*) and ve(0*). Then solve for v(0*) and...
3 Draw the circuit at too and force i(0*) and ve(0*). Then solve for v(0*) and 4c(O*). Find the second intial condition given as 2 (7) 3- Draw the circuit at tm Replace the inductor with short circuit, and the capecitor with open circuit Then sove for 4i (o) and v (oo). Once the three values are obtained, you have two initial conditions to solve for A and B. In this lab, you will build a parallel RLC circuit shown...
please solve number 5 only #4 Find i(t) fort <0 and > 0 for the following...
please solve number 5 only
#4 Find i(t) fort <0 and > 0 for the following circuit (pts. 20) 1 = 0 40 Ω 30 Ω 20 V 3F: ΤΣ 0.5i 50 Ω #5. Determine vc, le and energy stored in the Capacitor and inductor in the following circuit under DC condition. 8 Ω (pts. 20) + Τι c 2F 10A 4Ω ele 0.5 Η 5Ω
4. Find vx(t) in the time domain in the following circuit. (12 points) 0.005 F 100...
4. Find vx(t) in the time domain in the following circuit. (12 points) 0.005 F 100 0.1 H Mmm 100 cos 40 v v (0) 40 cos (401 - 30) V 0.2 H 50 5. Find I in the circuit below using nodal analysis. Hint: Reduce the number of nodes first. (10 points) 6 12/0v +-20 3/10A 6/o v
PLEASE ANSWER ALL QUESTIONS Problem 3: Equivalent Impedance, KCL, Curret Division. Consider the circuit in Figure...
PLEASE ANSWER ALL QUESTIONS
Problem 3: Equivalent Impedance, KCL, Curret Division. Consider the circuit in Figure 2Figure 1 i(t) aC v(t) cos(2π100x1 03t) 2 iL (t) R2 = 4 kQ, L = 3 mH, and C = 1 nF. Figure 2. Circuit for Equivalent Impedance Question 1 Question 6 Question 11 Real part of Zab [Ohms Phase of vit) [deg it) (leads or lags) iLit) by positive 0 21 O 22.5 O 25.2 O 112 degrees Question7 Question 2 Amplitude...
P4.67 Solve for i(t) for t > 0 in the circuit of Figure P4.67 with R-500....
P4.67 Solve for i(t) for t > 0 in the circuit of Figure P4.67 with R-500. given that i(0+) 0 and v(0+) 20 V. [Hint: Try a particular solution of the form (1) = A cos(100r) B sin(100r).] t=0 I H 20 sin(1001) i(t) It(r) 100 ?F Figure P4.67
4. For the following circuit, solve for i(t) at t >0. t=0 42 i(o) 12 V ?? 20
QUESTION1 For the circuit shown in the figure below, the switch is opened at t-0. Determine the current through the inductori after a long time has passed. (Select the one best answer from the choices given below.) ctor i after a long time has passed. opens 1at t-0 5 k2 10 kΩ 4 V L1 0.1 H 12 V O a. 0.75 mA b.1.00 mA c. 1.25 mA 。d. 1.50 mA O e. 1.75 mA 2.00 mA 0 g, 2.25...
6: In the circuit shown in Figure-6, input voltage of 15V de was switched ON at t-o. (a) Convert the circuit its Laplace equivalent at t >0, if ILO)-2A and vc (0)-6V. b) Find the capacitor voltage, Ve (s) in the frequency domain (c) Solve Ve (t) in the time domain. Switch L= 5H t-o 15V (0 ) = 2A V (o =6V 0.1F
6: In the circuit shown in Figure-6, input voltage of 15V de was switched ON at...
chapter 7 Fundamental of Electrical Circuits
1. In the circuit below find: a) v(0+) and i(0+) b) dv(0*) and di(0) c) v(@) and icon 332 dt 0.25 H 4001 - ) V ( 0.1F 40(1) A
Problem # 1: Consider the circuit of Fig. 1: a) If vc(0) 8 V and i,(t) 40 S(t) mA, find Vc(s) and vc(t) fort>0 b) If ve(0) 1 V and ) 0.2 e u(t) A, find Vc(s) and v(t) fort>0 Problem #2: The circuit in Fig. 2 is at steady-state before t-0. a) Find V(s) and v(t) for t>0 b) Find I(s) and i(t) for t>0 5 S2 10 - 10u(t) V 6 H v(t) i(t). 130 F Figure 1...
3 Draw the circuit at too and force i(0*) and ve(0*). Then solve for v(0*) and 4c(O*). Find the second intial condition given as 2 (7) 3- Draw the circuit at tm Replace the inductor with short circuit, and the capecitor with open circuit Then sove for 4i (o) and v (oo). Once the three values are obtained, you have two initial conditions to solve for A and B. In this lab, you will build a parallel RLC circuit shown...
please solve number 5 only
#4 Find i(t) fort <0 and > 0 for the following circuit (pts. 20) 1 = 0 40 Ω 30 Ω 20 V 3F: ΤΣ 0.5i 50 Ω #5. Determine vc, le and energy stored in the Capacitor and inductor in the following circuit under DC condition. 8 Ω (pts. 20) + Τι c 2F 10A 4Ω ele 0.5 Η 5Ω
4. Find vx(t) in the time domain in the following circuit. (12 points) 0.005 F 100 0.1 H Mmm 100 cos 40 v v (0) 40 cos (401 - 30) V 0.2 H 50 5. Find I in the circuit below using nodal analysis. Hint: Reduce the number of nodes first. (10 points) 6 12/0v +-20 3/10A 6/o v
PLEASE ANSWER ALL QUESTIONS
Problem 3: Equivalent Impedance, KCL, Curret Division. Consider the circuit in Figure 2Figure 1 i(t) aC v(t) cos(2π100x1 03t) 2 iL (t) R2 = 4 kQ, L = 3 mH, and C = 1 nF. Figure 2. Circuit for Equivalent Impedance Question 1 Question 6 Question 11 Real part of Zab [Ohms Phase of vit) [deg it) (leads or lags) iLit) by positive 0 21 O 22.5 O 25.2 O 112 degrees Question7 Question 2 Amplitude...
P4.67 Solve for i(t) for t > 0 in the circuit of Figure P4.67 with R-500. given that i(0+) 0 and v(0+) 20 V. [Hint: Try a particular solution of the form (1) = A cos(100r) B sin(100r).] t=0 I H 20 sin(1001) i(t) It(r) 100 ?F Figure P4.67
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