Given: a=2000 w=1600
L=50mH
find: R, C(uf), S1, S2, coefficients, iL(t)



Given: a=2000 w=1600 L=50mH find: R, C(uf), S1, S2, coefficients, iL(t)
Problem #2 Given the system below: C(s) R(s) s2 (s1) s2 (s +3) (a) Determine the system type. (b) Calculate the steady-state error for an input of 5u(t). [0] (c) Calculate the steady-state error for an input of 5tu(t). [15] (d) Discuss the validity of your answers to part (b) and (c). HINT: Is the system stable?
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The circuit elements in the circuit are R=250, L = 50mH, and C = 0.2 uF. the initial inductor current is -45mA and the initial capacitor voltage is 15 V. a. Find v(t) for t20. + i CV 13116
find iL(t)
For the circuit shown below, Vs - 200V, R = 3k32, R2 = 5k82, C-0.125uF and L=8mH. Find (a) the initial voltage across the capacitor, ve(0), (b) the initial current through the inductor, iL(0), (C) the damping coefficient a and resonant frequency 0., (d) the initial condition dv/dt=0+, (e) the voltage across the capacitor ve(t) for t0,(1) the initial condition diu/dt)-0+, and (g) the current through the inductor il(t) for t>0. Vg 20V 2 souw Xol25x10 = 800...
c(x + y2) for 0 SX S1 and 0 sys1 f(x,y) = 0 0.w. Find the conditional pdf of X given Y = y. (a) (b) Fim (r< 10-1)
2. A Series AC Circuit has R=30052, L = 60.0m H, C-0.500 uF, and & -50.0V. It is driven at W = 7000 rods. a) Find Xc, XL, I, I, O, VR, Vc, & Ve 6) Draw a detailed phasor diagram
Task 3: Understanding Programs Given the initial statements s1 = [2,1,4,3] s2 = [’c’,’a’,’b’] show the result of evaluating each of the following sequence expressions: s1 + s2 => 3 * s1 + 2 * s2 => s1[1] => s1[1:3] => s1 + s2[-1] => Given the same initial statements as in the previous problem, show the values of s1 and s2 after executing each of the following statements. Treat each part independently (i.e., assume that and start with their...
In the figure, R = 12 B, C = UF, and L = 3 m, and the ideal battery has emf = 3 V. The switch is kept in position a for a long time and then thrown to position b. What are T R 8 b HE С L 000 (c) the maximum value of the current in the circuit? Select one O a. 0.15 A O b. 8.00 E-6 A c. 24.00 E-6 A d. 3.00 mA e....
Question 91 1 pts Suppose: Z=C+l+G, YD=Y -T, C = 300 + 0.5YD, T= 1600, I =200 and G-2000. Given these variables, the equilibrium level of output for this economy is: 900 2500 1700 1800 3400
R1=1e3; C=10e-6; % R=1K ohms, C=1 uF num = -1; den = [R1*C 1]; T=[0:.001:5]; W= logspace(1,3,20) for i= 1:length(W) w=W(i); u=cos(w*T); y=lsim(H1,u,T); gain(i)=max(y)/max(u); plot(T,u,T,y), grid, title(['x(t) & y(t): w = ' num2str(w)]) shg pause end semilogx(W,20*log10(gain)),grid, title('Frequency Response gain H1(w)'); xlabel(‘Freq (r/s)’) ylabel(‘db(H1)’) shg How can this code sweep a sine wave? And measure dB to get a frequency response
6- A continuous-time periodic signal r(t) is given graphically below (a) Determine the exponential Fourier coefficients c for k+oo r(t) Cet k=-oo where ck is given by T/2 x(t)ejkwotdt -T/2 Ск T (b) (t) is applied as an input to an LTI system whose frequency response is H(jw)2 sin(w) = Determine the corresponding output y(t) (c) Sketch y(t). Be re to mark the ces properly su x(t)t 0 -T
6- A continuous-time periodic signal r(t) is given graphically below (a)...