| Academic Unit: |
Mechatronics Engineering |
| Mode of Delivery: |
Face to face |
| Prerequisites: |
- |
| Language of Instruction: |
English |
| Level of Course Unit: |
Undergraduate |
| Course Coordinator: |
- - |
| Course Objectives: |
The course will cover the topics of Engineering Dynamics for Mechatronics Engineering in a condensed manner to help built fundamental background on the analysis of rigid-body motion in 1D, 2D, and 3D space. Students will study simulation of mechanical systems in motion via MATLAB/SIMULINK and ADAMS. |
| Course Contents: |
1D, 2D, and 3D kinetics, kinematics, and dynamics of a particle and a rigid-body; impulse, momentum, torque, force, power, energy, coordinate frames and simple rotations between coordinate frames, simple frame rotations, inertia, center of gravity, energy methods, friction, 1D-vibration, modeling approaches with MATLAB/SIMULINK and ADAMS. |
| Learning Outcomes of the Course Unit (LO): |
- 1- Ability to deduce the degrees-of-freedom and constraints of rigid-body-motion.
- 2- Ability to make use of vector algebra, differential equations, and linear algebra to represent the kinematics and dynamics of rigid-body motion.
- 3- Ability to apply force and torque equilibriums in accordance with Newton’s Laws of Motion to find unknown force and torque components.
- 4- Ability to apply energy methods, theoretically and numerically, on rigid-body motion with dissipative and non-dissipative forces.
- 5- Ability to construct and numerically solve the equation of motion.
- 6- Ability to conduct analysis and simulation of power and work for rigid-body motion.
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| Planned Learning Activities and Teaching Methods: |
Use of simulation tools (MATLAB/SIMULINK & ADAMS); Project assignments with presentations throughout the semester; Final Project and Presentation. |
| Week | Subjects | Related Preperation |
| 1 |
Introduction, Units, Scalars, and Vectors |
MATLAB Onramp Training |
| 2 |
Dynamic Response Methods (Analysis of Differential Equations) |
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| 3 |
Modeling of Rigid-Body Mechanical Systems (Translational Motion) |
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| 4 |
Modeling of Rigid-Body Mechanical Systems (Translational Motion) |
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| 5 |
Modeling of Rigid-Body Mechanical Systems (Rotational Motion) |
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| 6 |
Modeling of Rigid-Body Mechanical Systems (Rotational Motion) |
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| 7 |
Spring and Damper Elements in Mechanical Systems |
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| 8 |
Spring and Damper Elements in Mechanical Systems |
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| 9 |
Block Diagrams, State-Variable Models, and Simulation Methods |
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| 10 |
Block Diagrams, State-Variable Models, and Simulation Methods |
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| 11 |
Fluid and Thermal Systems |
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| 12 |
Fluid and Thermal Systems |
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| 13 |
System Analysis in the Time Domain |
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| 14 |
System Analysis in the Frequency Domain |
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At Kadir Has University, a Semester is 14 weeks; The weeks 15 and 16 are reserved for final exams.
THE RELATIONSHIP BETWEEN COURSE LEARNING OUTCOMES (LO) AND PROGRAM QUALIFICATIONS (PQ)
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Contribution: 1 Low, 2 Average, 3 High