For the circuit shown below, 1) Find a relationship between L & R, and C &...
Please help with this dynamics circuit
analysis.
Please show work and explain.
Thank you!!
1. Consider the circuit shown below. Cl e, (0) c, e。(t) Find the transfer function below using time-domain and impedance methods. (a) Determine the differential equation for the relationship between eo(1) and e(1) (b) Find the transfer function E, (s)/E,(s) and determine the system time constant in terms of the circuit element values C, C, and R 17 2 (c) Find the transfer function E, (s)/E,...
Please answer number 1
1. Find the transfer function Voda)/Vin(a) for the circuit shown in Figure 1 of the lab (where complex frequency variable s jo can be substituted for ease of analysis.) Calculate values for R and C such that the phase shift between the output and input is zero for an input frequency of 10kHz. What is the amplitude ratio (gain) of the output to the input at this frequency. 2. The RC network in figure 3 of...
Consider the system with matching network shown in Fig. 3. 1) Select L and C such that the input impedance Zin is 50 Ohms resistive at the Industrial, Scientific, and Medical (ISM) band frequency of 27.12 MHz. same frequency. transformation at 13.56 MHz, and at the same time offer high-pass function. 2) Design a different matching networks that provide the same impedance transformation at the 3) Design a matching network with two L and one C that can provide the...
ossless transmission line is terminated with a short circuit at the far end as shown in the figure below. Calculate the input impedance Zin a) at dc; 2) A l b) when the line is # long; when the line is 4 long; c) d) when the line is long. Based on the previous results, plot the imaginary part of the input impedance as a function of e) the electrical length of the line. -0 Zo Zin
ossless transmission line...
4. In the circuit shown below, a parallel RC network creates a frequency-dependent feedback path for the inverting amplifier block with gain Av (a large negative value). Use the Miller theorem to find the equivalent input impedance Zin as indicated in the diagram and then show that Vin/Vsig is given by the symbolic expression shown below right. Choose a value for capacitor C to make the upper cut-off frequency fH equal to 22 kHz. Repeat the calculation for the case...
3) Consider the op-amp circuit shown below: V, V. ZF Z, a) Determine the input-output relationship in the frequency domain. Ri+ 1/(joC) b) Compute and simplify the voltage transfer function, Vo(o)/V(o) if Z and Zf= 1/(joCr)
Given the following circuit shown in Fig. P2 with zero initial condition with ift) is the input current source and vo(t) is the output voltage 193 in ? it) (1 1 не Figure P2 a) Draw the circuit in the frequency domain. b) Find the voltage Vo(s) as function of the input l(s). c) Find the transfer function: T(s)=l(s)/Vo(s).
Question 1 : [20 points) For the circuit below: R C = + + Vin L Vout O Given that: R= 241, ZŁ= 88 N and Zc = N. Answer the following a. Calculate the input Admittance Yin(s) =1/ Zin(s b. Consider Yin(s) as the system's transfer function, calculate the following: (6 points) (10 points) OZOZ ISSOTO 1. Wp: 2. Bw: 3. W1 and 22: 4. Hm: C. Draw the second order respo on the graph below (show W1,W2, HM...
D.C. motor is shown below, where the inductance
L and the resistance R model the
armature circuit. The voltage
Vbrepresents the back-emf
which is proportional to dθ/dt via
Kf. The torque T
generated by the motor is proportional to the
i via a constant
Kt. In this application, let the
constants Kt =
Kf. The inertia
Jrepresents the combined inertia of the motor and
load. The viscous friction acting on the output shaft is
b. Attached to the shaft is...
Find the transfer function H(jω) for the
circuit above as a function of jω. (Leave R and L as variables).
Assume V R to be the output and V S to be the input.
С L RVR(t) vs (t) A. Find the transfer function H(jo) for the circuit above as a function of jaw. (Leave R and L as variables). Assume V to be the output and V to be the input. S R B. Find the Magnitude and Phase...