Q5) The translational problem shown below has a linear and a nonlinear spring andis subjected to the applied force fa(t).a) Show that the nonlinear model is 2* + 6x + 3x + x² = fa(t).b) Solve for the operating point x0 when fa(t),= 10 N (assuming that x > 0).AX(s)c) Derive the linearized model and associated transfer function G(s) =A Fa(s)M=2kgfa(t)f:(x)= x² NB=6 N s/mKj= 3 N/mQ6) The nonlinear resistor in the circuit shown obeys the equation Vr = 2 i30.5 HVin(t)VR = 210.5i+3i+2i = v,(1).a) Show that the nonlinear model isb) Solve for the operating point io when vino = 22 volts.ΔΙ(s)c) Derive the linearized model and associated transfer function G(s)AV in(s)

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Answered: Q5) The translational problem shown…

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...

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B + va loudspeaker is an electromechanical system that can be modeled by the electric circuit and the mechanical system shown in Figure. The voltage cod in the electric circuit is proportional to the speed of the mass, ie.. Cont Kit, and the force / acting on the mass is proportional to the current 4, 1e., - Kat. Find the transfer function from the input voltage v, to the mass position a, in terms of the parameters R, L, M, b. K₁, and K₂. R ww + Coil f- Figure Problem. M x TH
Q2] For the circuit shown below, when the switch closed at =0 and by assuming zero initial charge on the capacitor terminals. Do as required: a. Find the transient current equation w.r.t. time. b. Identify the state of circuit. c. Find Neper frequency, resonant radian frequency, damping radian frequency, and natural radian frequency d. The value of "C" that makes the circuit as critically-damping. t-0 VR VL. 1002 0.3H S 200V 75µF Vc
The question concearns RLC circuit, i have 2 sets of data, I need to calculate Z (impedance), R (resistance), Xl (inductive reactance), Xc (capacitive reactance), L (inductance) and C (capacitance) for every measurement in the PDF (first pdf is what do those numbers mean, second pdf is the measurement). I do not know how to calculate it, I do not know the formulas to do that. Please calculate it and show me formula how to calculate it. In this pure resistive load, do i need to calculate all the things i wrote above?
Q2] For the circuit shown below, when the switch closed at =0 and by assuming zero initial charge on the capacitor terminals. Do as required: a. Find the transient current equation w.r.t. time. b. Identify the state of cireuit. c. Find Neper frequency, resonant radian frequency, damping radian frequency, and natural radian frequency d. The value of "C" that makes the circuit as critically-damping. 1002 0.3H 200V 75µF Vc
The question concearns RLC circuit, i have 2 sets of data, I need to calculate Z (impedance), R (resistance), Xl (inductive reactance), Xc (capacitive reactance), L (inductance) and C (capacitance) for every measurement in the PDF (first pdf is what do those numbers mean, second pdf is the measurement). I do not know how to calculate it, I do not know the formulas to do that. Please calculate it and show me formula how to calculate it. In this RL parallel load, do i need to calculate all the things i wrote above?
(b) Figure Q1(b) shows the step response for a second-order system. Find its peak time and percentage of overshoot. Hence, obtain its transfer function. 1.6 1.4 1.2 1.0 0.8 0.6 0.4 0.2 0.0 0. 6 10 12 14 16 18 20 22 24 Time (s) Figure Q1(b) Response
2. Consider the circuit is shown in the figure below. The circuit comprises a voltage supply, v(t), resistor (R), inductor (L) and capacitor (C). Let x1=i and x2= v. be the state variables for this system, where i and v.are the circuit current and capacitor voltage, respectively. For this system, a) Derive the loop equation, involving integro-differential equations, from first principles Write the state differential equations b) c) Write the state-space equation in matrix-vector form d) Sketch the signal-flow graph. Show all your work. R
Analogue 2
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For the electric circuit given in the figure;a) Obtain the transfer function between V2(s) and V1(s).b) Calculate the gain value and time constant of the system in steady state as C=2MicroFarad, R1=R2=1Mohm.c) According to the values given in option B, obtain the expression to be obtained at the output for the unit step input by using the residual sum method.
The compensator circuit (passive if possible) will be made, which is given the function at the bottom. If R1= 0.1 MOhm, which is C? G6) = (s+5) 16 - A) 20 mikroF O B) 0.2 mikroF OC) 0.02 mikroF OD) 20 milliF E) 2 mikroF
Frequency stability refers to an oscillator's ability to maintain a constant frequency and is critical in communications systems. The word "short-term" or "long-term" is frequently used to describe frequency stability. Short-term stability is primarily influenced by dc operating voltage variations, but long-term stability is influenced by component aging as well as changes in ambient temperature and humidity. Which of the statements below is TRUE? Select your answer. Because RC phase shift oscillators are subject to both short- and long-term fluctuations, frequency stability in LC tank-circuit and RC phase shift oscillators is inadequate for most radio communications applications. Because RC phase shift oscillators are prone to short-term changes, frequency stability in LC tank-circuit and RC phase shift oscillators is inadequate for most radio communications applications. Because RC phase shift oscillators are sensitive to long-term fluctuations, frequency stability in LC tank-circuit…

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