Reduce the following open loop system into single block and find transient and steady state characteristic А. 9(s +3) 2s2 + 9s + 27 9s +17 R(s) Y(s) 1/s 1/s B.
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- What impedance vector - j25 represents:A. A pure resistance. C. A pure capacitance.B. A pure inductance. D. An inductance combined with a resistance.Shown in the figure below is an electrical circuit containing three resistors and two batteries. R1 10 R2 I2 R3 Write down the Kirchhoff Junction equation and solve it forI, in terms of J, and I. Write the result here: Write down the Kirchhoff Loop equation for a loop that starts at the lower left comer and follows the perimeter of the circuit diagram dockwise. Write down the Kirchhoff Loop equation for a loop that starts at the lower left comer and touches the components 4V, R, and Rg. The resistors in the circuit have the following values: . R,70 • R=10 Solve for all the following (some answers may be negative): Amperes Amperes AmperesThe characteristic equation of sixth order system is as below find the stability of system. + 2s° + 8s4 + 12s + 20s? + 16s + 16 = 0
- The following circuit corresponds to: Time left 0:51:55 Ic(s)→ of 2/s Vc( ) + 2/s O a. a 2F capacitor with an initial voltae v. (0)= 2V a 2F capacitor with an initial voltae v. (0)= 0.5V c a 0.5F capacitor with an initial voltae v. (0 ) = 2V a0.5F capacitor with an initial voltae v. (0 )= 0.5V d. e None of the other answers O Type here to searchA thyristor switched capacitor consists of: A. A fixed capacitance and a relatively small a relatively small surge limiting inductance B. A fixed capacitance and a relatively large surge limiting inducatance C. A variable capacitance and a relatively small surge limiting inductance D. A Variable capacitance and a relatively large surge limiting inducatnceHurwitz Stability Criterion Determine if the following represent a stable or unstable system: (k) s5 + 6s4 + 10s? + 5s + 24
- Write a Note on use of ODE in solving series RL circuit. Using Kirchhoff's voltage law find ordinary differential equation (ODE) representing system of series RL circuit. Solve that ODE and find out function for current i. Do detailed Curve Sketching analysis (Domain, Intercepts, Symmetry, Asymptotes, Intervals of Increase or Decrease, Local maximum and minimum, Concavity and points of Inflection, Sketch the function/ Plot the graph) of it (function for current 'i'). a. Following is the description of an RL circuit: constant voltage V = 5 V, R = 50 Q, L = 1 H, initial current i = 0 Amp. Calculate i' at any time t in RL circuit. Show equation for transient current. Calculate steady state current.Reduce the following open loop system into single block and find transient and steady state characteristic R(s) Y(s) 1/s 1/sV, = @sin(@t) + 2@ cos(@t). For this 6. A LRC circuit below is used to modify an input voltage applicatio, = 2 ydurāifidrentidi equation gnlist be in terms of %3D charge 9 notes to generate the general solution. No other method will be accepted. Use two decimal point accuracy. You . You must use the complimentary and particular solution method as shown in your are given that -2N@² + 20N = 2@ and -2M@² +20M = 2@¸ which you must use to simplify your particular solution when you equate coefficients. L HH Va VL Vc keo = Im sin(ot) Vs
- Source Transformation method I=? V50ohm=? P50ohm=?4_ For the system shown in figure N°4, find the percentage overshoot, the settling time, the peak time and the rising time for a unit step input if the response is underdamped. Is it muffled? Say why? Construct the graph of the answer c(t).Reduce the following open loop system into single block and find transient and steady state characteristic