EMM3563 Control Engineering Assignment Questions 2026 | UPNM

School

Universiti Pertahanan Nasional Malaysia (UPNM)

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Assignment Type

Individual Assignment

Subject

EMM3563 Control Engineering

Uploaded by Malaysia Assignment Help

Date

05/27/2026

EMM3563 Assignment Questions

Course Outcome

CO1

PO1

Describe the basic principles and main components of control system
CO2

PO2

Build the mathematical model,block diagram, signal flow graph and its equivalence transfer function for a given control system
CO3

PO2

Analyze the time responses and the stability of control system
CO5

PO5

Design a simple control system according to the required specifications
TOTAL (10%)

Instructions:

Answer All Questions 

In this project, you will be developing a torque controller for a rotating rod with an attached mass as shown below. The system has an internal viscous friction at pivot O that gives system damping with coefficient b. Consider a clockwise input torque of magnitude Ω supplied to the rod pivot O.

EMM3563 Control Engineering Assignment Figure 1

1. Determine what kind of sensor should be placed on the pivot to measure the input and output variables. Justify your answer.

[CO1 PO1]

2. What kind of actuator usually used to generate the required input torque?

[CO1 PO1]

3. Develop a block diagram for the system in MATLAB/Simulink.

[CO2 PO2]

4. Consider an impulse torque input with magnitude 5 Nm as shown below. You can generate this signal using signal builder block in Simulink.

EMM3563 Control Engineering Assignment Figure 2

Simulate the system in MATLAB/Simulink environment with the torque input. Note the Maximum Overshoot magnitude, rise time, peak time, settling time, steady state value, and steady state error (if exist).

[CO5 PO5]

5. Considering an impulse input Ω and small angle θ assumption, derive the linear time response equation. Plot graph from this equation and compare with response from (4). Comment on validity of your derived equation.

[CO3 PO2]

6. Design a PID controller for a position tracking control to ensure that the rod angle will achieve θ Include a new block diagram for your control system. Discuss your PID parameters and controller performance.

[CO5 PO5]

System Parameters are depending on your student Number

  • = 1; % length of the pendulum rod (m)
  • = (matrik(3)*100 + matrik(6)*10)/1000; % mass of the pendulum bob (kg) m = (matrik(2)*100 + matrik(7))/1000; % mass of the pendulum rod (kg) b = (matrik(6) + matrik(7))/20; % viscous friction coefficient (N-m-s)

Theta = matrik(6)*10 + matrik(7); % Magnitude of angle for PID to track (deg)

EMM3563 Assignment Rubrics

CO Criteria Weightage (%) Evaluation Scale Max. Score
Below Expectation Between Acceptable to Outstanding Outstanding
CO1 PO1
  • Correct Sensor to measure input and output
  • Recognizing the correct system input and output
  • Justification what kind of sensors should be used
1.6667 1 2 3 5
CO1 PO1
  • Correct actuator to deliver system input
  • Recognizing the correct system input
  • Justification what kind of actuator should be used
1.667 1 2 3 5
CO2 PO2
  • Correct FBD for system
  • Correct derivation of system’s mathematical equation
  • Obtain block diagram of system
  • Correct block diagram in SIMULINK
5 1 2 3 10
CO5 PO5
  • Correct system parameter values
  • Correct usage of SIMULINK tools
  • Correct time response graph based on system parameters
    (labels, values, axes, shape etc)
  • Determine correct response characteristic from graph
5 1 2 3 25
CO3 PO2
  • Correct derivations for linearized system equation using
    Laplace Transform
  • Calculations for time response properties are correctly and
    clearly shown
  • Student compare, discuss and comment on the time response
    behavior of the two models in terms of the calculated values
10 1 2 3 30
CO5 PO5
  • Correct block diagram for the control structure
  • Student’s understanding on the control objective
  • Procedures to obtain PID values are correctly and clearly
    explained by student
  • Student discuss on the behavior of the control system in
    delivering desired rotational displacement output in terms
    of transient characteristics
10 1 2 3 25
Penalty for late submission (-10% of total marks for each day,
starting 4th Jan 2019 1400H)
Penalty for plagiarism Plagiarised work(s) will be awarded zero marks
Total 100

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