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
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
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 1 In an R-L-C circult, the voltage amplitude accross the resistor is VR-2000, the resistance is R-1600 and the phase angle between the current and the source voltage is 36,870 with the voltage source lagging the current. The angular frequency is w-1200 radls and the inductance is L-0.2H a) Find impedance Z b) Find the capacitance (Note: To keep the calculations, neat and simple, please take sin(36.87°) - 0.6 COS(36.870;= 0.8 and tan( 36.87.75 For the toolbar, press ALT+F10...
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)...