Find the transfer function Vo(s)/V(s) for the circuit shown in the figure. 1. IH OO00 H...
For the circuit shown in Figure 1, determine (a) The transfer function H(s) Vo(s)/V(s) 1 (b). The impulse response h(t) given that R,-5Q, R2-2Q, L,-1 mH, and L2 = 2 mH Ri L R2 Figure 1.
please write clearly b.) Find the transfer function, Vo(s)/V(s), for the circuit in the figure below. 10000 0000 (8)
Q1. For the filter circuit shown below, (5 marks) Vo(s) a) Find the transfer function, G(s) and the type of the filter. (4 marks) Vi(s)' b) Find the initial and final values of vo(t) if vi(t) = 2u(t). (1 marks) 10 k12 w 6 тн 0000 v;(1) 5 k92 2 mF
Given the circuit in Figure 5 and 1(t) = Icos(ωt) A, find the transfer function H(ω) = V/I 10 Ω + 1(t) 10 Ω Vo(t) 0000 20 mH Figure 5
Question 1 For the circuit shown in figure 1; i. Find the transfer impedance function, H(s) = Vds(s) Find the poles and zeros for this transfer function and plot them on the s - Find the magnitude of the transfer function in decibels. [10] s-plane [8] ii [3] 2H 20 20 2 H Figure Question 2 The hybrid parameters (h-parameters) for the two -port network circuit in figure 2 are; 5 h=2 0.05 Find the equivalent impedance parameters (z-parameters) Find...
2. H(s)Vo/v, for the circuit shown in Figure P9-12. 1 ΜΩ Figure P9-12 2. H(s)Vo/v, for the circuit shown in Figure P9-12. 1 ΜΩ Figure P9-12
1. Find the transfer function, G()for th following circuit V (s) 1 H
2. For the circuit shown in Figure 2: (a) (5 points) Calculate the transfer function H(s)-Volo)/V(o). (b) (5 points) Find vo(t) due to a unit step input using the residue method. (e) (5 points) Find vo(t) due to a unit ramp input using the residue method. (d) (10 points) If v(t) 5/5 cos(2t-33.43499) V, find the steady-state expression for volt). R2 R1 2Ω 2Ω L 2H Volt) С 0.5F
9.7 For the circuit shown in Fig. P9.7, determine (a) the transfer function H = V./V; and (b) the frequency w, at which H is purely real. Figure P9.7: Circuit for Problem 9.7.
Find the transfer function G(s)=Vo(s)/Vi(s) for the electrical network shown in the figure below. Express the transfer function G(s) as a ratio of polynomials.