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V. 8 ??? Given: There is no energy stored in this circuit prior to t o....
A series RLC circuit is connected to an independent voltage source Vs = 160 V with...
A series RLC circuit is connected to an independent voltage source Vs = 160 V with a switch closing at t = 0. If R = 4.8 kohm, L = 4 mH, C = 0.25 mF, find the s-domain and time domain (when t > 0) representations of the current, a) if there is no stored energy in the circuit. b) if the 100 mJ stored energy is equally shared between the inductor and the capacito
There is no energy stored in the circuit in the figure at the time the current...
There is no energy stored in the circuit in the figure at the
time the current source is energized.
Part A
Find Ia. Express your answer in terms
of s.
Part B
Find Ib. Express your answer in terms
of s.
Part C
Find ia.
Part D
Find ib.
Part E
Find Va.
Express your answer in terms of s.
Part F
Find Vb.
Express your answer in terms of s.
Part G
Find Vc.
Express your answer in terms...
The initial energy stored in the circuit in Fig is zero At r-O, a de current...
The initial energy stored in the circuit in Fig is zero At r-O, a de current source of 3 A is applied to the circuit. The value of the resistor is 40 ohm. i R .25F 25H 40 ?? a) What is the initial value of i b) What is the initial value of dij /dt c) What are the roots of the characteristic equation? d) What is the numerical expression for i (t) when t 0?
2r() V and the capacitor initially stores zero energy. (a) Write the time-domain loop equation in...
2r() V and the capacitor initially stores zero energy. (a) Write the time-domain loop equation in terms of the current io). b) Obtain the s-domain representation of this integral equation. (c Solve for io. 50. The s-domain representation of the voltage source in Fig. 14.16 is V, (s)- İ V. The initial voltage across the capacitor, defined using the 200 mF i() passive sign convention in terms of the current i, is 4.5 V. (a) Write the time- domain integral...
please answer both questions Problem 3 (20 Points) There is no energy stored in the circuit...
please answer both
questions
Problem 3 (20 Points) There is no energy stored in the circuit fort <0. Use the Laplace transform to find the time domain expression for vo(t). 2002 2002 200u(t) V 10 MF 3400 mH Problem 4 (20 Points) For each circuit, calculate the transfer function, the poles of the transfer function 1204F and the zeros of the transfer function. 2 k2 20 MF 2k9 (b) 250 kA 125 mH 1) 125 mHg 250 0} (c) 800...
Problem 1: There is no energy stored in the circuit below at t=0 and that V,(s)...
Problem 1: There is no energy stored in the circuit below at t=0 and that V,(s) = 600u(t). a) Using the Laplace transform method of analysis, develop a system of nodal equations for Vo(s). Put your final equations into the matrix form [G] [V] = [1] and box your answer. *hint: it helps to put your equations in a flattened form (i.e. no denominators) b) Find Vo(s) c) Find vo(1). Box your answer. 100 w 20 H YYY 100 mF...
igar. 150 3. There is no energy stored in the circuit initially. At t-0, the switch...
igar. 150 3. There is no energy stored in the circuit initially. At t-0, the switch is closed a) Find io for t20. b) Find vo for t20. c) Find i for t20. d) Find i for t20. 18H t0t 30H3 12H 180 V ,42-M2 h2-2M Note: Leg
In the circuit given below, V = 45 V and / = 9u(t) A. Find i(t)...
In the circuit given below, V = 45 V and / = 9u(t) A. Find i(t) fort > 0. 10 22 www lico i(1) V 10 mF 4092 - 4H The current equation i(t) = [E+ (A091)+(Best) A, where A = B= S1 = s2 = and E= In the circuit given below, R=40. Find for t> 0. 492 ta X R WWW HH 1=0 / F 60 V H O 19 = -7.50 + [7.50 COS(8,731 +9.556 sin(8,731 ]e-11121...
03- The voltage source of the circuit shown in Fig. below is given by vs(t) =...
03- The voltage source of the circuit shown in Fig. below is given by vs(t) = 50cos(4x10^-45) (V). Obtain an expression for the current ic(t), flowing through the capacitor in time domain and frequency domain. K Let R=222, L=0.2mH, C= 1uF V5 (t) = bocos (4x1097-45°) (V) R=2KV 230-2mH C=1uF I Vs(t) 0.2m Ho ic(t)
8 H 2 Q iL Vs (t 22 1. vs (t) 2 V; this is a...
8 H 2 Q iL Vs (t 22 1. vs (t) 2 V; this is a dc source. Solve using a simple circuit analysis method 2. Us (t) 2u (t) V; solve by writing and solving the differential equation for the circuit, as in Ch. 8. You = = 0 for t0. can assume that ir 2u (t) V; solve using the Thévenin method, as in Ch. 8. You can assume that i, = 0 for t< 0. 3. vg...
A series RLC circuit is connected to an independent voltage source Vs = 160 V with a switch closing at t = 0. If R = 4.8 kohm, L = 4 mH, C = 0.25 mF, find the s-domain and time domain (when t > 0) representations of the current, a) if there is no stored energy in the circuit. b) if the 100 mJ stored energy is equally shared between the inductor and the capacito
There is no energy stored in the circuit in the figure at the
time the current source is energized.
Part A
Find Ia. Express your answer in terms
of s.
Part B
Find Ib. Express your answer in terms
of s.
Part C
Find ia.
Part D
Find ib.
Part E
Find Va.
Express your answer in terms of s.
Part F
Find Vb.
Express your answer in terms of s.
Part G
Find Vc.
Express your answer in terms...
The initial energy stored in the circuit in Fig is zero At r-O, a de current source of 3 A is applied to the circuit. The value of the resistor is 40 ohm. i R .25F 25H 40 ?? a) What is the initial value of i b) What is the initial value of dij /dt c) What are the roots of the characteristic equation? d) What is the numerical expression for i (t) when t 0?
2r() V and the capacitor initially stores zero energy. (a) Write the time-domain loop equation in terms of the current io). b) Obtain the s-domain representation of this integral equation. (c Solve for io. 50. The s-domain representation of the voltage source in Fig. 14.16 is V, (s)- İ V. The initial voltage across the capacitor, defined using the 200 mF i() passive sign convention in terms of the current i, is 4.5 V. (a) Write the time- domain integral...
please answer both
questions
Problem 3 (20 Points) There is no energy stored in the circuit fort <0. Use the Laplace transform to find the time domain expression for vo(t). 2002 2002 200u(t) V 10 MF 3400 mH Problem 4 (20 Points) For each circuit, calculate the transfer function, the poles of the transfer function 1204F and the zeros of the transfer function. 2 k2 20 MF 2k9 (b) 250 kA 125 mH 1) 125 mHg 250 0} (c) 800...
Problem 1: There is no energy stored in the circuit below at t=0 and that V,(s) = 600u(t). a) Using the Laplace transform method of analysis, develop a system of nodal equations for Vo(s). Put your final equations into the matrix form [G] [V] = [1] and box your answer. *hint: it helps to put your equations in a flattened form (i.e. no denominators) b) Find Vo(s) c) Find vo(1). Box your answer. 100 w 20 H YYY 100 mF...
igar. 150 3. There is no energy stored in the circuit initially. At t-0, the switch is closed a) Find io for t20. b) Find vo for t20. c) Find i for t20. d) Find i for t20. 18H t0t 30H3 12H 180 V ,42-M2 h2-2M Note: Leg
In the circuit given below, V = 45 V and / = 9u(t) A. Find i(t) fort > 0. 10 22 www lico i(1) V 10 mF 4092 - 4H The current equation i(t) = [E+ (A091)+(Best) A, where A = B= S1 = s2 = and E= In the circuit given below, R=40. Find for t> 0. 492 ta X R WWW HH 1=0 / F 60 V H O 19 = -7.50 + [7.50 COS(8,731 +9.556 sin(8,731 ]e-11121...
03- The voltage source of the circuit shown in Fig. below is given by vs(t) = 50cos(4x10^-45) (V). Obtain an expression for the current ic(t), flowing through the capacitor in time domain and frequency domain. K Let R=222, L=0.2mH, C= 1uF V5 (t) = bocos (4x1097-45°) (V) R=2KV 230-2mH C=1uF I Vs(t) 0.2m Ho ic(t)
8 H 2 Q iL Vs (t 22 1. vs (t) 2 V; this is a dc source. Solve using a simple circuit analysis method 2. Us (t) 2u (t) V; solve by writing and solving the differential equation for the circuit, as in Ch. 8. You = = 0 for t0. can assume that ir 2u (t) V; solve using the Thévenin method, as in Ch. 8. You can assume that i, = 0 for t< 0. 3. vg...
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