When the input voltage to a linear circuit is δ(t) V, the output voltage is vo(t)=8e-6t...

Question

Question

When the input voltage to a linear circuit is δ(t) V, the output voltage is vo(t)=8e-6t u(t)

Find the output voltage vo (t ) using Laplace transform for the input voltage vi (t)=4u(t)-6e-2t u(t)

using the Laplace transform

Answer 1

Answer #1

Answer 2

Similar Homework Help Questions

In the Circuit below find the phasor Vo of the output voltage vo-y when the input voltage us-f(t) Vs cos(ot) V. Plot 10log {lH(jo)l'3 function using the Bode Diagrams. Assume that all the Resista...

In the Circuit below find the phasor Vo of the output voltage vo-y when the input voltage us-f(t) Vs cos(ot) V. Plot 10log {lH(jo)l'3 function using the Bode Diagrams. Assume that all the Resistance units are in ΚΩ and all the Capacitance units are in μF. 0.25 0.4 In the Circuit below find the phasor Vo of the output voltage vo-y when the input voltage us-f(t) Vs cos(ot) V. Plot 10log {lH(jo)l'3 function using the Bode Diagrams. Assume that all...
1. Find the ratio of the output voltage to the input voltage, Vo/Vin, in the circuit...

1. Find the ratio of the output voltage to the input voltage, Vo/Vin, in the circuit shown. State your assumptions in using the ideal op-amp model. 15 k2 Vin 2. Find the output voltage Vo in the circuit shown assuming an ideal op-amp. State your assumptions in using the ideal op-amp model 15 k12 Vo . Find the voltage Vx and the output voltage Vo in the circuit shown assuming ideal op-amp 3 k2 1 V 6 kn 12 k2
(b) Sketch the output voltage vo versus time for the following circuit with the input voltage...

(b) Sketch the output voltage vo versus time for the following circuit with the input voltage shown. Assume Vy = 0 and assume the RC time constant is large. VIA VI vo 20 V VB=5 V -20 VF

14. Problem For the circuit in figure below, find the steady-state output voltage vo (t). The inp...

14. Problem For the circuit in figure below, find the steady-state output voltage vo (t). The input signal is v (t) and C = 5 μF 4-2 cos 100t, R 1 kΩ Do C R 12 U) 14. Problem For the circuit in figure below, find the steady-state output voltage vo (t). The input signal is v (t) and C = 5 μF 4-2 cos 100t, R 1 kΩ Do C R 12 U)
Find Vo(t) by finding Vo(s) and taking the LaPlace Transform of this simple circuit. Show work....

Find Vo(t) by finding Vo(s) and taking the LaPlace Transform of this simple circuit. Show work. Aelement values are in the image. Vo 4u(t)
Find the output voltage vo(t) in the circuit given below, where Is = 1.7 A. t=0...

Find the output voltage vo(t) in the circuit given below, where Is = 1.7 A. t=0 W 1092 1H + Is 592 10 mF vo The value of Vo(t) = [Ate Bt]u(t) v where A = and B =

The input to the circuit shown in Fig. 2 is the voltage source v(t). The output...

The input to the circuit shown in Fig. 2 is the voltage source v(t). The output is the voltage across the capacitor, v(t). Determine the output of this circuit as a function of time t when the input is v.(t)-8+12u(t) V 40 18 s(t) 160 Fig. 2
1) An input step voltage Vin(t)=10 u(t) Volt is applied to the circuit shown below. The...

1) An input step voltage Vin(t)=10 u(t) Volt is applied to the circuit shown below. The initial voltage on the capacitor is zero. Using Laplace transform techniques, calculate the resulting output voltage Vout(t). R1 R2 Vout 2000 Vin c1 1000 1uF R3 1000
Question 4. Refer to the circuit of Figure 4. R 802 50 uF с vi(t) v.(t)...

Question 4. Refer to the circuit of Figure 4. R 802 50 uF с vi(t) v.(t) Figure 4 a) Draw the circuit in the Laplace domain, and then apply basic circuit theory in the Laplace domain to show that the Laplace transfer function H(s) defined for this system is: HS) V.(5) V (5) sta where a= RC [8 Marks] b) Use Laplace methods to determine the output voltage vo(t) when the input voltage is defined as: v (1) 40(1) The...

Exercise 4) Consider the RC network shown, where v(t) is the input voltage and ve(t) is...

Exercise 4) Consider the RC network shown, where v(t) is the input voltage and ve(t) is the circuit output voltage. R is the same for all resistors (4a) Write differential equations of the circuit in terms of the currents. Convert the equa tions to the Laplace domain (5 marks)v(oO 4b) Find the transfer function Ve(s)/V(s) (5 marks) (4c) Using the final value theorem, calculate the steady-state value of ve(t) for an unit step input of u(t), i.e., u(t)-1 V (2.5...