Mechanics

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MODULE CODE

AP1842

CREDIT VALUE

10 ECTS (20 UK CREDITS)

DELIVERY

Semesters 1&2
Mechanics

Module Aims

Aim 1


To provide a basic introduction to Mechanics including the presentation of Newton's laws of motion and the application of these, and their consequences, to simple configurations.

Mechanics

Module Content

Units, dimensions
Kinematics in one and two dimension
Forces
Work and power
Energy
Impulse and momentum
Dynamics, Newton’s Laws of motion
Interactions
First order dynamic behaviour: Mathematical methods and applications
Second order dynamic behaviour: Mathematical methods and applications
Simple Harmonic Motion
Kinematics in two dimensions
Oscillations & Resonance
Rotational Motion
Equilibrium
Planetary orbits and Newton’s gravitational law, Kepler’s Laws

PROGRAMME SPECIFICATIONS

Learning Outcomes

On successful completion of this module, a student will be able to:

LO1


Describe and apply the concepts of mechanics.

LO2


Mathematically derive certain standard results based on the laws of mechanics covered.

LO3


Solve theoretical problems relating to material, including new situations.

LO4


Recognise and solve various types of 1st order differential equations, including some which require transformation to standard forms.

LO5


Recognise and solve 2nd order, linear, constant coefficient differential equations.

Mechanics

Teaching Methods

The module will be delivered on campus, with weekly lecture and tutorial sessions. 

Printed notes will be given ahead of time for each section of the course, to support and enhance students’ preparation and engagement during class sessions. Lectures will follow the notes, with discussions of the main theoretical topics, and study of examples of the applications of the theory. There will be a strong emphasis on student involvement in discussions in lectures, to encourage a more active approach to learning the material, and to allow the delivery to be tailored to build on the students’ current understanding. 

Regular formative work in tutorial sessions will allow students to internalise the mathematical ideas and methods developed in the lectures, and lead to the development of problem-solving skills. This formative work will also feed back into the delivery of lectures and tutorials. 

Mechanics

Assessment Methods

The module is assessed through a Portfolio of exercises and an examination.

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Compulsory

Optional

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Date
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