You are told to find the transfer function of the following circuit. You know that the transfer function will take the form H(w)= jA/(R+jB), where A and B are variables that depend on component values and the input signal frequency. Find the value of B, given the following values: R = 8kQ, L = 8.1 mH, C = 898 μF, w = 3,956 rad/s. Please enter the answer to 3 significant figures. C Vin Vout

You are told to find the transfer function of the following circuit. You know that the transfer function will take the form H(w)= jA/(R+jB), where A and B are variables that depend on component values and the input signal frequency. Find the value of B, given the following values: R = 8kQ, L = 8.1 mH, C = 898 μF, w = 3,956 rad/s. Please enter the answer to 3 significant figures. C Vin Vout

Delmar's Standard Textbook Of Electricity

7th Edition

ISBN:9781337900348

Author:Stephen L. Herman

Publisher:Stephen L. Herman

Chapter24: Resistive-inductive-capacitive Parallel Circuits

Section: Chapter Questions

Problem 4RQ: A tank circuit contains a capacitor and an inductor that produce 30 of reactance at the resonant...

See similar textbooks

Similar questions

A tank circuit contains a capacitor and an inductor that produce 30 of reactance at the resonant frequency. The inductor has a Q of 15. The voltage of 277 V is connected to the circuit. What is the total circuit current at the resonant frequency?
Given the series RLC circuit. If R=10 ohm, find the values of L and C such that the network will have a center frequency of 100 kHz and a bandwidth of 1kHz. The output of the circuit is taken across series LC. Select one: O a. 1.59 mH and 1.59 nF O b. 1.59 mH and 1.59 uF 1.59 H and 1.59 nF 1.59 uH and 1.59 uF O C. O d.
8. What is the phase of this transfer function? 1 R+ H(w)= jaC+1/R (R+ jaL)
A tank circuit contains a capacitor and an inductor that produce 30 2 of reactance at the resonant frequency. The inductor has a Q of 15. The voltage of 277V is connected to the circuit. What is the total circuit current of the resonant frequency? Show your work. a) IT= 0.615 A b) IT= 0.423 A c) IT = 0.846 A d) IT= 0.321 A
Can someone show me how to calculate magnitude and phase of the transfer function below Don't provide answer in handwritten way Only typed answere O
The following linear system has two ac inputs Vin1 and Vin2, and one output Vo. Determine the transfer function of Vo due to the two ac inputs Vin1 and Vin2. 12 Vo 12 Vin1 1F 20 Vin2
The positive values of "K" and "a" so that the system shown in the figure below oscillates at a frequency of 2 rad/sec respectively are K(s+ 1) R (s)- C(s) (s + as? + 2s + 1) O 1,0.75 O 1,0.66 2,0.66 2,0.75
Q9 Given that you have found the following transfer function for a circuit, H(jw), what is the magnitude at very high frequencies? (If your answer contains w, you may simply type "w" instead.) J (jw): 0 jwRC (1-w²LC)+jwRC Save Answer Las 010 Given that you have found the following transfer function for a circuit, H(jw), what is the phase (in radians) at very low frequencies? (If you answer contains π, you may simply type "pi" instead) pi/2-tan^-1(wRC/(1-(w^2)*LC) Save Answer Lá
the transfer function H=Vo/Vi has a magnitude and phase angle of what?
A resistance of 10 Q and a capacitance of 100 µF is connected in series to the parallel combination of a 20-2 resistor and a 15-mH inductor. The circuit is energized by a 120 Vac, variable frequency supply. Derive the formula for resonant frequency and use it to find the resonant frequency.
How many corner frequencies are in the following sinusoidal transfer function? 1 19 - G(ja) = (10 – jw)(100 + jw)(jw + 1) O A) There are not correct answers O B) four C) two O D) three O E) five
3 9. The circuit is as shown in the figure, and the capacitance in the passband can be regarded as a short circuit. The gm of T1 is gm=1mS.Determine the voltage gain of the circuit Av=vo/vi= () VDD 20V R 10k Q C2 Re 300k Q 4.7 µF 0.02 µF Re 2M Q R Vo Re 100k 2 R 10k 2 47 uF