Find a state space representation of the network shown below when the output is the displacement on mt.Let my = 2 kg, m₁ = 4kg, F = 10 N, b₁ = 1 Ns/m, b2 = 2 Ns/m, k₁ = 2 N/m, and k2 = 4 N/m,Force of materialplaced in truck bedC7Truck vehicle massShock absorberA TireSelect the correct response:[dx₁dt0 010dx₂001241dtX₂Xour][0 1 0 0] +Fdvatwwdx₁atdx-dtdudtdudt10 111210POINVI[ou]= [0 1 0 0]NIW [xour] = (010THINIIنها انه2233400101|2N122DO212005011O[out] [0 1 0IINIOO-NiwNILNITOR11073231st00C=XX115000FL[X] [0 1 0 0]+F11HINTمن أن مOONINNIHON1 TONIT00341535I5005[ou] [1 1 111FONIGHNIP NIPOO12/1110050HO

Answered: Image /qna-images/answer/4eed7197-e46b-4ca4-bbed-12c91c8a26db.jpg

Find a state space representation of the network shown below when the output is the displacement on mt. Let my = 2 kg, m₁ = 4kg, F = 10 N, b₁ = 1 Ns/m, b2 = 2 Ns/m, k₁ = 2 N/m, and k2 = 4 N/m, Force of material placed in truck bed (7 Truck vehicle mass Shock absorber A Tire Select the correct response: [dx₁ dt 0 0 10 dx₂ 00 1 dt at Xour][0 1 0 0] 0 dx at dx- dt du dt ww du dt 10 1112 1 NEW 24 X₂ +F br POIN [Nou] [0 1 0 ol

Find a state space representation of the network shown below when the output is the displacement on mt. Let my = 2 kg, m₁ = 4kg, F = 10 N, b₁ = 1 Ns/m, b2 = 2 Ns/m, k₁ = 2 N/m, and k2 = 4 N/m, Force of material placed in truck bed (7 Truck vehicle mass Shock absorber A Tire Select the correct response: [dx₁ dt 0 0 10 dx₂ 00 1 dt at Xour][0 1 0 0] 0 dx at dx- dt du dt ww du dt 10 1112 1 NEW 24 X₂ +F br POIN [Nou] [0 1 0 ol

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

See similar textbooks

Related questions

Q: Get the input-output model -Get the Transfer Function -Get representation in State Variables

Q: For the next mechanic system, draw the free body diagram clearly and model the system in frequency…

A: The free-body diagram of the given system is shown below.

Q: You are working at a medical device company, and are helping to design a new needle system that…

Q: Assume a 2 DOF rigid body with a rigid bar, which is supported by a two-spring damper supports.…

Q: 4.44 Consider the 2-degree-of-freedom system defined by: [2]+[233] x=0 3¾ X= Use modal analysis to…

A: The equation of 2 degree of freedom is defined by The initial condition are

Q: 4. Derive a state-space model for the system below with output, y₁ and 32 input F. //// m. www.

Q: b. Using Simulink, simulate the transfer function airflow response, Q(t) (air entering respiratory…

A: Doing et al. explained that the different ranges of R. Rp.1, and, C parameters are observed for both…

Q: a) Suspension system of a car. Finding the transfer function F₁(s) = Y(s)/R(t) and F₂(s) =…

A: Given: To find: Transfer function

Q: a. Find the State Variable model, in Matrix form, for the system shown in Figure 2. M1 K1 M2 K2…

A: Given State variable model FBD- ...... a ......b For figure a Ma=∈Fnet M1x1¨+bx1˙+k1x1=0 … c For…

Q: a) Consider the system shown in Figure Q3a, consisting of a spring connected to the free end of a…

A: Step 1: Step 2: Step 3: Step 4:

Q: X1 1*14 B₁ A x2 K www M XX fa(t) B₂ For the system shown in the figure above, differential model…

A: The equation is

Q: The state X(t) of a dynamical system is solution of equation 10x (t) + 30ax(t) = 40, with a = 13.…

Q: See Image

A: answer in explanstion section Explanation:Step 1:Step 2: Step 3: Step 4:

Q: 11. Consider a system that can be modeled as shown. The input x in (t) is a prescribed motion at the…

A: To findCalculates the natural frequency, damping ratio, and damped natural frequency for the…

Q: Please solve this fully for me, I need help on this fast :)

A: Step 1:Step 2: Step 3: Step 4:

Q: Q.4- A model for feedback control system employing both angular position and velocity feedback is…

A: Given:The equation that describes the system is .Here, is rotary inertia, and are position and…

Q: I am trying to convert orbital elements to the state vector in MATLAB. My orbital elements are as…

A: In general, your assumption is accurate. The spacecraft's position with respect to the Earth's…

Q: R$ RL V (t) V(t) L Figure 7: A tuning circuit for radio 5. Figure 7 shows a tuning circuit used in…

A: please refer below page and if u have any doubt please feel free to ask meExplanation:Step 1: Step…

Question

Find a state space representation of the network shown below when the output is the displacement on mt.
Let my = 2 kg, m₁ = 4kg, F = 10 N, b₁ = 1 Ns/m, b2 = 2 Ns/m, k₁ = 2 N/m, and k2 = 4 N/m,
Force of material
placed in truck bed
C7
Truck vehicle mass
Shock absorber
A Tire
Select the correct response:
[dx₁
dt
0 0
10
dx₂
00
1
24
1
dt
X₂
Xour][0 1 0 0] +F
dv
at
ww
dx₁
at
dx-
dt
du
dt
du
dt
10 1112
10
POIN
VI
[ou]= [0 1 0 0]
NIW

[xour] = (010
THIN
II
نها انه
22
334
00
101|2N
1
22
DO
212
0050
11
O
[out] [0 1 0
II
NI
OO
-Niw
NILNITOR
110
732
31st
00
C=XX
11
5000
FL
[X] [0 1 0 0]
+F
11
HINT
من أن م
OO
NINNIHON
1 TO
NIT
00
34
1535
I
5005
[ou] [1 1 1
11
FO
NIGH
NIP NIPOO
12/1
11
0050
HO

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Fick’s Law of Diffusion and Mass Transfer

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

Must answer all the parts.
The Johnson & Royce model of a distillation column is driven by the inputs of steam flow and its flow rate; the output measurement is the temperature change. The state-space model is given by: -2 x = [¯²¯¯¯7 | x + | | | u; y = [0_1]x - the system defining the model of the distillation column is a. Asymptotically stable O b. Unstable Oc. Marginally stable Od. Indeterminate in relation to its stability
Page 8/5 Q4: (M4) LE Velocity: V [km/hr] Wavelength: L [m] M k y(t) Model Height: H [m] The figure above shows a model of a person riding a unicycle that contains a spring under its seat. The spring constant is k = 10,600 N/m. Assume that damping is minimal, the wheel of the unicycle has no mass and is not a spring, the unicyle always stays perfectly upright, and the person is represented by a rigid mass M = kg. a) When the unicycle is being ridden at speed V = 10 km/hr over the sinusoidal bumpy terrain shown above, with bump spacing L=0.6 m and bump height H 0.05 m, what will be the steady-state peak-to-peak amplitude of the motion y(t) [m] of the person riding the unicycle? b) Recalculate the steady-state peak-to-peak amplitude of the motion for 2.5, 5, and 20 km/hr. Will the rider have difficulty reaching speeds above 5 km/hr?
Consider the state space representation of the following system [6]-[2][]+8-0 X2 (1) y()=[11][26] y(t) = [1 X2 u(t) Find x(t) and y(t) of this systems by u(t)= unit step function. =[7] x(0) = Xo =
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)
(2) A mechanical system is modeled by the system of ODE's. For this system choose [x₂] [y] -0-0 = X3 18 2 consider the output to be y, and do the following: Determine the state-space matrices A, B, and C ● Determine the characteristic equation mÿ+k₁y+k₂(y−z)=F c₂ż−k₂(y-z)=0
If a system, * + 10x + 21x = 4f(t) is converted into a state-space model, what would be the state (A), input (B), and output (C) matrices? [where input = f (t) and output = x(t)] %3D A) A = | [-21 l, B = | and C = [0 1] В -10 1 B) A = 21 ol, B = and C = [1 0] %3D C) A = = Al and C = [1 0] В %3D -21 D) None of the above
Given a state space model [1 1 + 0 u -1 -2 y = [1 1 0] with input u and output y. a). Derive the transfer function representation. b). Derive the differential equations representation. c). Compute the response y(t) with step control input u(t) = 1(t) and zero initial condition. d). and initial condition r(0) = [11 0]". Compute the state response r(t) with control input u(t) = 1(t)
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.
For the mechanical system shown in Fig-1, u₁, u₂ are the inputs and y₁, y2 are the outputs YI Y Y2Y k₁ mi UI U2 + m2 Fig-1 a) Write the differential equations that model this system b) Find a state space representation of the system.
b m dy(t) +b. m d² y(t) dt² (5 points) Obtain the state space model of the system with input ƒ(t) and output y(t). Calculate the system matrices for m = 1, k = 4 and b = 1. dt ►y Hon - + ky(t) = f(t) f
The state z(t) of a dynamical system is solution of equation ż(t) + aż(t) + 25z(t) = 12, with a = 7.3. Calculate the Peak time of the response.