P 6.35Perhaps surprisingly, we can apply the transfer-function concept tomechanical systems. Suppose we have a mass m moving through aliquid with an applied force fa and velocity v. The motion of the mass isdescribed by the first-order differential equationdvfam +kvdtin which k is the coefficient of viscous friction.12 of 20CorrectReviewPart AFind an expression for the transfer function H(f) =VF₁[Hint: To determine the transfer function, assume steady-state sinusoidal velocity v=Vm cos(2π ft), solve for the force, and take the ratio of their phasors.]Express your answer in terms of and some or all of the variables k, m, and f.H(f) = 32nfm+kSubmitPrevious AnswersPart BAlso, find the half-power frequency (defined as the frequency at which the transfer function magnitude is 1/√/2 times its dc value) in terms of k and m.Express your answer in terms of the variables k and m.VAΣ vec?fB =

Answered: Image /qna-images/answer/bc8b160e-878d-4653-af8f-98b3df867e06.jpg

P 6.35 Perhaps surprisingly, we can apply the transfer-function concept to mechanical systems. Suppose we have a mass m moving through a liquid with an applied force fa and velocity v. The motion of the mass is described by the first-order differential equation fa = mu+ku in which k is the coefficient of viscous friction. 12 of 20 > Review Part A Find an expression for the transfer function H(f) = V Fa [Hint: To determine the transfer function, assume a steady-state sinusoidal velocity = Vm cos(2n ft), solve for the force, and take the ratio of their phasors.] Express your answer in terms of and some or all of the variables k, m, and f. H(f) = 32mfm+k Submit Previous Answers ✓ Correct Part B terms of k and m. Also, find the half-power frequency (defined as the frequency at which the transfer function magnitude is 1/√/2 times its dc value) Express your answer in terms of the variables k and m. IVE ΑΣΦ | Η vec ? fB =

P 6.35 Perhaps surprisingly, we can apply the transfer-function concept to mechanical systems. Suppose we have a mass m moving through a liquid with an applied force fa and velocity v. The motion of the mass is described by the first-order differential equation fa = mu+ku in which k is the coefficient of viscous friction. 12 of 20 > Review Part A Find an expression for the transfer function H(f) = V Fa [Hint: To determine the transfer function, assume a steady-state sinusoidal velocity = Vm cos(2n ft), solve for the force, and take the ratio of their phasors.] Express your answer in terms of and some or all of the variables k, m, and f. H(f) = 32mfm+k Submit Previous Answers ✓ Correct Part B terms of k and m. Also, find the half-power frequency (defined as the frequency at which the transfer function magnitude is 1/√/2 times its dc value) Express your answer in terms of the variables k and m. IVE ΑΣΦ | Η vec ? fB =

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

Discuss the effect of adding a pole on the root locus shape, through the relative stability.
What is the transfer function of a system, and how is it derived from a differential equation?
A resistor, an inductor, and a capacitor are connected in parallel to an ac source with voltage amplitude V and angular frequency v. Let the source voltage be given by v = Vcosvt. (a) Show that each of the instantaneous voltages vR, vL, and vC at any instant is equal to v and that i = iR + iL + iC, where i is the current through the source and iR, iL, and iC are the currents through the resistor, inductor, and capacitor, respectively. (b) What are the phases of iR, iL, and iC with respect to v? Use current phasors to represent i, iR, iL, and iC. In a phasor diagram, show the phases of these four currents with respect to v. (c) Use the phasor diagram of part (b) to show that the current amplitude I for the current i through the source is I = √(I2R) + (IC - IL)2 . (d) Show that the result of part (c) can be written as I = V/Z, with 1/Z = √ (1/R2) + [ωC - (1/ωL)]2.
Find and sketch the region of allowable s-plane locations such that a canonical second order system has a settling time less than 4 seconds and an overshoot (for a unit step response) of less than 10 percent.
transfer functions question
4 Is a Dirac delta function considered broadband or narrowband and why? Along with an answer, I will really like if you can provide some references in where you got your answer, please. Thanks
What is the difference between classical or frequency domain and modern or time domain? And give an REAL LIFE example for each domain.
In the compuntation of experimental time constant of an RC circuit in both the charging and discharging phase, explain the reason why we should not directly plot the capacitor voltage as a function of time in solving?
Solutions have been given for each part. However, please show the work necessary to reach the transfer function and the equation that satisfies our conditions for settling time.
5/The Voltage Regulation of a Transmission Line (in the simulator) depends on which parameter/s? A. Both the Transmission Line Resistance and Inductance B. The Transmission Line Shunt Capacitance only C. The Transmission Line Inductance only D. The Transmission Line Resistance only
find vth , IN , RTH , between A and B , by using kirchhoff's law please write full detailed solution ,, thank you ,
Two parter- Using this form how would I derive Lasas, Lasbs, Larbr, Lasbr, Larar, when g is constant I know Lasar is W_as and W_ar into the first equation, I am also thinking Lasas is W_x=W_as and W_y =W_as in the first equation. Part B where does the theta come from.