Find the transfer function, G(s) = X₂ (s)/F(s), for the translational mechanical system below.5 N/mooooET6 N/mA SORE0000 4 kgx1(1)2 N-s/mH4 kgFrictionlessX₂ (1)00002 N/mOLG1kg1 N-s/mX3(1)4N-s/m

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Answered: Find the transfer function, G(s) = X₂…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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3) Derive the transfer function, G(s), for the translational system provided below: + x1(t) x2(1) 1 N/m G(s)= :(s) F(s) 1 kg 1 N-s/m 1 kg Frictionless
2.10 Derive the equation for the displacement response of a viscously damped SDF system due to ini- tial velocity u(0) for three cases: (a) underdamped systems; (b) critically damped systems; and (c) overdamped systems. Plot u(t) : u(0)/w, against t/T, for 5 =0.1, 1, and 2.
A small mixing tank with a long discharge line is attached to an input source pump: R1 R2 C Ps I a) Develop the Transfer function for the height deviation as result of a supply pressure deviation: H(s) as a function of the linearized resistances, the tank capacitance, and line inertance. When P,(s) modeling this, assume that the resistance and inertance are both throughout the lines such that the same pressure drop is across R2 and I. (Note, this can also be modeled using an equivalent electrical circuit where I and R2 are in series)
Q2: Derive the 1st order transfer function of a liquid-level system shown fig. (1) to determine the response of the outlet flow (q.(t)) to unit pulse change in the inlet flow (qin (t)). q (t) I Ih(t) 1 Fig.(1) R go (t)
A model for forced spring mass system is given by: my" + cy' + ky=r(t) (i) Find the steady state solution (y,) for case with value of m= 1, c=4, k= 4 and r(t) = 2cost (ii) Find the solution (y.Y, ) that satisfies y(0) =1 and y '(0) =2
1. Find the transfer function, c(s) - X;(s)/F(s), for each of the system shown In the figure below. a. K-5 Nim Ad, = 5 kg -3Nslm K=4 Nim M=4 ky M =5 kgAn K=4 N/m Siy - 2 N-sm Frictionless Sy =4N-s/m K-5 N/m e = 4N-s/m M4 kg 00O -M2 = 4 kg foy=4 N-s/m Sv4 N-s/m
01(1) 18 N-m-s/rad T(t) 02(1) 1 N-m-s/rad kg-m? 3 kg-m2 3 N-m/rad 9 N-m/rad (a) Figure P2.16a OJohn Wiley & Sons, Inc. All rights reserved. The transfer function where the output Theta, is s? +5s +1 0,(s) а. Н(s)3D T(s) s' +30s +80s² +s+15 4 s' +5s +1 0,(s) b. H(s)= T(s) 25s* + 30s' +80s? + s +15 4 5s? +9s+9 0,(s) c. H(s)= T(s) 15s* +30s +95s² + s +27 5s +9s +9 0,(s) T(s) 15s +32s' +95s² +99s+27 d. H(s)= 4 Select one: O a.c O b. a O .b O d.d 立

4G fall 27 Vo 8:57 PM < May 10, 2021 20:57 Водy Мass K, b, Suspension Mass M. K, b, AW 1) Find the equation of the two functions... 2) Find the Transfer Functions... ...
Look at the below system. Assume that the forcing function is a sine and cosine response (i.e., F = Focos(wt) and F = Fösin(wt)). If your system has the following variables: m= K= 15 kg 207 F₁ = 168 w = w₁/2 Xo = 1 m/s Vo = -1 m/s Plot both responses of the system.
3. Consider the mechanical system shown in Fig. 3. Let V3(t) be the input and the acceleration of the mass be the output. Derive the state equations and the output equation using linear graphs and normal trees. V,(t) В m k2 101 k, Figure 3: A mechanical system with an across-variable source
P3) Find the transfer function (T.F.) of the systems as in the following fig.p3, 9 m K₂ C₂ fig.p3 ٤/٢ ... ...
ll中国联通 4G 1:41 PM week 2 3. 简答题 2.10 c P2.10 By block diagram deduction find the transfer functions of following systems. G2 R GI (c) 输入答案

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Find the transfer function, G(s) = X₂ (s)/F(s), for the translational mechanical system below. 5 N/m 0000 6 N/m 00004 kg x₁(1) 2 N-s/m 4 kg Frictionless X₂(1) oooo 2 N/m f(t) 1kg 1 N-s/m X3(1) 4N-s/m