Question 1: For the circuit below: R С MH + + Vin L Vout Given that: R= 151, ZŁ= 35 2 and Zc = Answer the following questions: a. Calculate the input Admittance Yin(s) =1/ Zin(s) b. Consider Yin(s) as the system's transfer function, calculate the following: 1. Wp: 2. Bw: 3. W1 and W2: 4. Hm: C. Draw the second order response on the graph below (show W1, W2, HM values): |(200) DRESSE
Problem 5: (20 points) Given the following circuit VIN L Vout R a) Write the loop equation for the circuit, and then find the transfer function Vout(s) H(S) = Express H(s) so that the coefficient of the s in the denominator is 1. Vin(s) b) If Vin(t) is 20u(t), find out(t). c) If Vin(t) is 20u(t) find the final value using the final value theorem (show your work), d) Assume (R/L) = 10, if the input is Vin(t) = 100...
Review | Constants A series L-R-C circuit is driven with AC voltage of amplitude Vin and frequency w. Define Vout to be the amplitude of the voltage across the capacitor. The resistance of the resistor is R, the capacitance of the capacitor is C, and the inductance of the inductor is L. (Figure 1) Part A What is the ratio Viin Figure Express your answer in terms of either R, w, L, and C or R, XL = wl, and...
For the circuit shown below, 1) Find a relationship between L & R, and C & R, such that the impedance looking into the network Zin(s) = R. Find the frequency domain transfer function from the input to each output, what is the function performed by each arm? 2) ol in
In the circuit below, the input voltage is Vin-Vinegakcos(wt), R-20 ΚΩandC15nFw l. in al Show that the output voltage is VotVcos (wt-), where V-V n peak/V1 + (RC) b) Show that this result justifies calling this circuit a high-pass filter+ c) Find an expression for the phase constant δ in terms of R,C and d) At what frequency is Vi (1/V2) Vin peak? That particular frequency is known as the 3dB frequency, or f3dB, of the circuit In the circuit...
In the circuit shown below Vcc=5.0 V, R = 30 KO, R2 = 20 KO, RE = 1.3 KO, RL = 2 KO, C1 = C2 = 10uF. For the BJT: B = 200, VA = 100 V, C = 1pF, C = 10pF, rx = 0, 9m = Ic/V1, V1 = 25mV. The internal resistance of source Vin is 1.0 KQ. For BJT: r. = VA/Ic, Im = B/gm. Av = -9m(R_Il ro), Miller Capacitances: Cm1 = C (1...
Problem 1. (40 pts): A student in ME 345 shows you the following circuit with R=1.0 k 2 and C = 1.0 uF Vout Vin c= a. What kind of circuit is this? What is the order of this dynamic system? b. Using KVL/KCL, derive the differential equation and put in standard form. What is the static sensitivity K of this system? c. What is the cutoff frequency (@c) of this circuit? What is the time constant (c)? How are...
cs 2130 - to be written in Java. Below the question part A I will provide the code that is needed to complete the questions. Thank you so much for your help ! // Boolean Matrix Class public class BMat { // Instance variables public int M[][]; public int SIZE; // Boolean matrix constructors public BMat(int s) { SIZE = s; M = new int[SIZE][SIZE]; // Fill M with zeros for(int r = 0; r < SIZE; r++){ for(int c...
1. (10 points) Find Vout in the circuit below, R 2 M2, R2 3 M2, R3-5 k2, R4 1 , V DD DD V out R4
High pass digital filter The values of Resistor and Capacitor is shown as below R(2) 100000 C(F) 1.5432 10-6 e.1 (5pts) Please derive the Laplace transfrom equation V, (s) Vi(s) e.2(5pts) Please use bilinear transform equation to transform Laplace transform to 一? z-transform. Bilinear transform equation is shown as below: = T (1+2-1) Your result will be (2) =? Vi(z) e.3(10pts) Please use inverse z-transform to find the difference equation. Your result will be look like as below, you will...