For the liquid level control system given below, the input is q,(t) and the output is h3(t) then find the G(s) = H3(s)/Q(s) transfer function. (Note that q;(t) = qi, (t)+9i, (t)) Po=0 R, R2 P, qn(t) IR q2(t) h,(t) ha(t) RL2 A, A2 qo1(t) 9o2(t) ha(t) A, 4o(t)

For the liquid level control system given below, the input is q,(t) and the output is h3(t) then find the G(s) = H3(s)/Q(s) transfer function. (Note that q;(t) = qi, (t)+9i, (t)) Po=0 R, R2 P, qn(t) IR q2(t) h,(t) ha(t) RL2 A, A2 qo1(t) 9o2(t) ha(t) A, 4o(t)

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

Q: Figure 1 shows an electrical system comprising a series RLC circuit and input voltagesource…

A: Step 1: Step 2:

Q: Problem 2: A particle is moving in a straight line with constant acceleration of 4 m/s². At t = 0,…

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: Can anybody help me, the underlying reason behind the equations of teta 1 up until 6. These…

A: The objective of the question is to understand the underlying reason behind the equations of theta 1…

Q: Q3 A mass-spring-damper (MSD) system is modelled by the transfer function Gp(s) = 1 s² + 2s +3 The…

A: (a) Closed Loop Transfer Function U(s)C(s) 1. Define the Transfer Functions: - The plant transfer…

Q: (4) Please find the tp, %OS, Ts and Tr. of the following system.

Q: 6. The figure below represents a time response of a control system. y() I 0.63 0 What is it? a)…

A: Solution: Given Data: A time response of a control system: To Find:

Q: k₁ B₁ Fs(t) ww k2 12 m B2 Figure 4: A translational system 2. Consider a translational system shown…

A: (a) Drawing a linear graph and writing down elemental equations:A linear graph representing the…

Q: Find the linearized incremental state-variable model for the system shown in Figure 8. Use the…

A: Solution: Given Data: To Find: Linearized incremental state variable model.

Q: find trasfer function Y(s)/R(s) if kc is 5 and plant is 1/(0.5s+1). input r(t) is a unit-step…

A: The transfer function as you have asked is: T(s)=0.5s+65 It can be simplified by taking 0.5 common…

Q: Example 6: Calculate the response of Single Degree of Freedom System for the given step force by…

Q: Find the transfer function X(s)/G(s).

Q: (1) Consider the system represented by the block diagram. The closed loop transfer function…

Q: Help!!! Answer all correctly! Please

A: Step 1: The answer is: Option A, B, C, and D are all correct. Step 2:Explanation: In each case, the…

Q: Given a system model, d²x (1) dt² x (0) = 1 dx (1) dt dx (1) +2+x(t) =f(t) dt r=0 What is 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: Q1 (a) A plant is modelled by the differential equation d²y 3. +2 + y = u dt² dy dt Assume that the…

Q: A system is described by the following equations (both are equivalent), with y as the output and u…

Concept explainers

Automation in manufacturing processes

The term automation refers to the technique through which the creation of an apparatus takes place using an automatic process or a system. Let us try to understand this with an example.

Question

For the liquid level control system given below, the input is q;(1) and the output is h3(t) then
find the G(s) = H3(s)/Q,(s) transfer function.
(Note that q;(1) = 9i,(1)+9i,(1))
Po=0
q(t)
R
R2
P,
qn(t)
12(t)
h,(t)
RL1
h2(t)
RL2
A,
A2
qo1(t) 9o2(t)
ha(t)
RL3
As
`4o(t)

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 4 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

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

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
I need the answer as soon as possible
A crane hoisting system has the following transfer function. 1 s4 +5s3+s² + 7s+ 11 +s²+7s+ Identify the correct state-space form of the crane hoisting system from the list given below: 100T O a. 0 0 x = 0 -11 O b. x = = -5 1000 00 1 0 x + 01 1 5 1000 1 0700 0070 -1 -7 [−11 1 u; y = [1000]x x + u; y = [1_0_0 0]x 1111 ○ c. 0 1 0 0 0 0 1 0 x = + 0 0 0 1 -11 -7 -1 -5] O d. None of the above u; y = [1 0 0 0]x 2512220 12
b) G₂ (s) = K(s+1)(s+3) (s²-2s+4) In Problem 1(b), find the range/value of K, such that the system has a) poles on the jw-axis; b) poles in the right half-plane; c) poles not on the real-axis.
QUESTION 5 Consider the system whose block diagram is shown below. D(s) R(s) + + C(s) K G(s) G(8) R(s) is the reference input or target, and D(s) is the disturbance input. Gp(t) is the plant (house, motor, car,...) transfer function, Gc(t) is the compensator transfer function, and K is the compensator gain given by 1 G (s) G (s) = P s+10 1 3s+2 and K=5. Find the transfer function, C(s)/R(s). 3 s²+16s+14 8 3s²+32s+25 S 382+8+6 8(s+ 10) 3s² + 32s+25 3s+2 3s²+32s+25 5 3x²+32x+25
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
The input and output relationship of a process plant is given by: 3s+1 Y(s) = U(s) s3+9s2+26s+ 24 Identify the correct diagonal canonical form for the process plant system from the list below: (Note: You should select the correct answer number and also provide us with the calculation notes. Remember, all your calculation notes must be attached and uploaded as a separate document. It should be clean and readable with question numbers and their corresponding solution notes. Failure to provide this calculation notes could result in the candidate being awarded zero marks. Also, you may use MATLAB or any other calculation tools to cross-check answers should you wish to). O a. -2 0 0 x = 0 -3 0 x+1|u; y = [2.5 6 8]x 0 0 -4] O b. 4 0 0 x = 0 -3 0 0 -2] -0.31 0 x+ 0.3 u; y = [18 26 9]x [-0.3] O c. 4 0 0 -2.51 x = -3 0x+ u; y = [0 3 1]x 0 0 -21 -5.5 O 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)
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
1. Find the transfer function. A = [² = ₁], B = [1] . C = [0_1], D = F2] SEST-AT Y(s) U(s) = C[sl-A] B+D X = AY + Bui V = Cx + Du
dont do the simscape piece