Find the transfer function G(s) VL (s)/V(s) for the two networks shown below:
Find the transfer function G(s) VL (s)/V(s) for the two networks shown below:
Find the transfer functions, G(s) = VL(s) / V(s), for each of the networks shown in Figure P2.4.
Problem 4 17. Find the transfer function, G(s) = VL(s)/V(s), for each network shown in Figure P2.4. [Section: 2.4] 2 H 22 1F -1000 v(t) 203 v(t) (+) 2hvLT 21 vL (1) - (a) FIGURE P2.4
Find the transfer function G(s) = V.(s)/Vi(s) for the network shown below. For full credit, make sure that all voltages and currents are represented and calculated correctly, that the Laplace transform is correctly applied, that the voltage is correctly computed, and that the transfer function is expressed (either symbolically or in numbers). 192 vi(t) 1Η 112 vo(t) (a)
Spring 2017 Name: 1. (a) Find the transfer function, Go)- v,(s),(s), for the network shown (b) Find the shown below. e ramp response for the given system. (t1 fer function, G(S)-x (G)/F(S) of the translational mechanical system shown below x(t) f, 3. For each of transfer functions shown below, find the oestions of the potes ans Plot them on the 5-plane, Rnd then write an expression for de geterst form of me response without solving for the inverse Laplace tranform....
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.
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.
Find the transfer function between the output inductor voltage vl(t) and input voltage v(t) for the following system? R v(t) llll vi(t) iſt)
Find the transfer function between the output inductor voltage vl(t) and input voltage v(t) for the following system? R w + v(t) + 0000 vi(t) iſt)
cut shown below, find the transfer function T(s)-I(s) V(s) io(t) Q.6
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