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Question 3 The circuit below is driven by the series of pulses shown. Assume Vct0 (a)...
4. Consider a series RLC circuit driven by a voltage source with capacitor voltage as output. Assume the following parameter values: R 20n, L ;: 1 mH, C : 5μF a. b. c. d. Write down the transfer function of the system Choose a sample time for the system Find the pulse transfer function (use MATLAB 'c2d' command) Find the range of K for stability for the closed-loop sampled-data system
4. Consider a series RLC circuit driven by a voltage...
2. LRC series circuit. [10 pts.] Consider an LRC series circuit driven by an ac voltage source Vin Vo cos(wt). (a) Derive an expression for the real ac current in the circuit in terms of L, R, C, and a. (b) Determine the resonant frequency f, and angular frequency w, by direct differentiation of the current amplitude from part (a). Compare your result to LC (c) Determine the Q factor of this circuit in terms of L, R, and C....
The R1 value is 2k
3. [15p] Assume that the switch in the circuit shown below has been in the position a for a long enough time, and then thrown to the position b, at t=0. R=0b R2-4k92 (a) [lp] Fort > 0, find the initial capacitor voltage at t = 0+sec, v.(0+). + OR + Vio V=100 ( voc=luf Ç v=51 I (b) [2p] For t > 0, find the final capacitor voltage at t → o sec, v..)....
*4.57 Consider the voltage-regulator circuit shown in Fig. P4.57. The value of R is selected to obtain an output voltage Vo (across the diode) of 0.7 V. Figure P4.57 (a) Use the diode small-signal model to show that the change in output voltage corresponding to a change of 1 V in Vt is AV AV: = v* +-0.7 V+ V++V, -0.7 This quantity is known as the line regulation and is usually expressed in mV/V. (b) Generalize the expression above...
Question 1 (15 points) Consider the circuit below with vi as the input and v, as the output. Let the component values be R = 1001 and C = 1000F. C + v;(t) vo(t) Answer the following questions using the formulas from the lecture slides: 1. What is the type of this filter? (1 points) 2. Write down the expression for the transfer function H(w) of the circuit. (4 points) 3. Write down the expression for frequency response |H(w) of...
1. Find the expression for the output voltage Vou for the circuit shown below in terms of the resistors Ri, R, R and Rs and the input voltages Vi. V2 and V Calculate Vout when R.-R: = R.-1? and R.-10kfand V, = 4nnV, V,-5mV and V,-6m1V. N3. 2. Find the expression for the output voltage in the circuit shown below and calculate the output voltage Vou where R-R-2.2 k2 and R R-10kQ. V-4 V and V the output voltage when...
Problem 7 (CLO 3, 4, 11 - Ideal Op-Amps, Design): We will now design an Op-Amp circuit to perform the function where v1 - input voltage 1, input voltage 2, = input voltage 3, Vo = output voltage. It may be helpful to consult your recitation 6 (week 7) results as well as Table 4-3 for this problem. 7.a: Select an Op-Amp configuration for your design. Sketch the Op-Amp configuration with symbolic resistors (Rf, Ri, R2, etc) indicated. Do not...
Part "c" Please!
Consider the circuit below. Assume that the only inductance of interest is the load inductor L = 15mH connected to the output terminal. The resistors have the following values: R1 = 5kN, R2 = 2kN, R3 = 0.1kN, and RI, = 10kN. The supply voltage is Vs = 15V. Vs R2 R, vo R1 R3 Figure 6-1 It is known that the input voltage vị can be decomposed into two parts, a constant Vị and a small...
Determined an expression for the output voltage
5. In the circuit shown in Figure P5 (a). Determine an expression for the output voltage (b). Assume Vsi = 2.9x10 cos(@t)+ v.(t), Vsa = 3.1x10 cos(or),+v. (1), R =1K12 , R,=5 K2, R, = 2K2 , R. = 10 KA2 determine the numerical value of the output voltage. Figure P5.
Solve the question A-1,2,3 & B please.
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II. Second Order mechanical system (20 points total in two parts A and B) A. (10 points) Repeat exercises A (1 and 2) and B (1 and 2) for 10 points each, employing the "ANALOGOUS“ mechanical systems to those described above electrically. The output to input transfer function in Laplace transform form must be derived. You are free to choose mechanical couplings, by drawing BOTH the mechanical...