Please solve it in the simplest possible way
Please solve it in the simplest possible way 1. In the circuit shown in Figure 1,...
For the circuit shown in Fig. 4.1, there is no initial energy storage. Draw and label the circuit in the s domain and use it to determine H(s)=Vo(s)/Vsrc(s). Using H(s) and given: (a) vsrc(t)= e'u(t) V, find vo(t) using the inverse Laplace Transforms. (b) vsrc(t)=2 cos 2t V, determine the steady state output vo(t). + 0.50, 1H 192 w + + + USRC 1 F V, 212 vo
please solve them all 2) For the circuit shown in Figure 1. Find the following: A. How many independent loops are present in the circuit? B. How many nodes are present in the circuit? C. Write a KVL equation at every independent loop (mesh) in the circuit in terms of the indicated voltage and current variables. D. Write a KCL equation at every node in the circuit. Write those equations using the indicated voltage variables by incorporating Ohm's Law for...
Find 1.(t) for t>O in the given circuit. 222 + V 12 1F 7.5e-2 V (+ 4.5u(-1) V 0.5v. + 1110 O [1.0714e-2t – 2.572e-t2cos(1.1181) + 4.791e-#2sin(1.1184] (1) A [-1.0714e-2t – 2.572e-t2cos(1.118t) + 4.791e-2sin(1.1181]u(t) A O [1.0714e-2t – 4.791e-t2cos(1.1186) + 2.572e-t2sin(1.1184]u(t) A O [1.0714e-2t + 2.572e-t2cos(1.1181) – 4.791e-t2sin(1.1189],(0) A
Problem 4.1 For the circuit shown in Fig. 4.1, there is no initial energy storage. Draw and label the circuit in the s- domain and use it to determine H(s)=V_(s)/Vsrc(s). Using H(s) and given: (a) vsrc(t)= e'u(t) V, find vo(t) using the inverse Laplace Transforms. (b) vsrc(t)=2 cos 2t V, determine the steady state output volt). 0.502 122 1н + USRC 1 F V, 22 VO Fig. 4.1
4. Use the mesh-current method to find i, iandi in the circuit shown in Figure 4. W 1.50 Fig. 4 5. Use the mesh-current method to find i, toi, in the circuit shown in Figure 5. 250 m . 1000 200 V +) 500 10 Fig. 5 6. Use the mesh-current method to find the power that the current source delivers to the circuit shown in Figure 6. 5.60 0.80 30 A Fig. 6
There is no energy stored in the circuit in (Figure 1) at the time the impulsive current is applied. Suppose that i(t) = 248(t) A. Figure < 1 of 1 > O vo(t) = (1.2 cos 100t) u(t) V O vo(t) = 24e-100+ u(t) V o vo(t) = 24e-25tu(t) V Ovo(t) = 1.2e-100+ u(t) V vo(t) = (24 cos 25t) u(t) V vo(t) = (24 cos 100t) u(t) V vo(t) = 1.2e -25+ y(t) V v.(t) = (1.2 cos 25t)...
Use the convolution integral to find the output current indicated in the circuit shown in Figure P7-44 when 1,0) = [1 + cos(1))u(t) A. Clearly explain all major steps of the analysis. 1H Figure P7-44 Use the convolution integral to find the output current indicated in the circuit shown in Figure P7-44 when 1,0) = [1 + cos(1))u(t) A. Clearly explain all major steps of the analysis. 1H Figure P7-44
1) The source vokage of the circuit shown in Figure 4 is v. = 20 cos(39) V. Determine ico) an 1.) z2(t). The source voltage of the circuit shown in Figure 4 is vs = 20 cos(3t) V. Determine i(t) and ། { [t AA ཆ ༽ ཐ 3༽ ། 1 ད་ ༢༥༣ 'A 3རིན་
subject: signals and systems 2. Consider the electric circuit shown in Fig. ??, L = 1H, C = 1F. • Determine the differential equation that relates the input (t) to output y(t). Recall that ic(t) = C2C and vy(t) = • Find the characteristic equation for this circuit. • Determine the zero-input response given an initial capacitor voltage of one volt and an initial inductor current of zero ampere. That is, find yo(t) given uc(0) = 2V and iL(0) =...
question 3 Question 1 a) Consider the electrical circuit in Figure 1. Determine the state space representation of the circuit where the output is voltage across the capacitor. (6 marks) b) From result obtained in (a), predict the transfer function. (4 marks) [10 MARKS] 192 192 122 w 1H lell 1H llll 1F vo(t) Figure 1