Rhedir gan School of Computer Science and Electronic Engineering

20.000 Credyd neu 10.000 Credyd ECTS

Semester 1 a 2

Trefnydd: Dr Iestyn Pierce Dr Iestyn Pierce

To teach the principles of transform methods and their applications in engineering, with a particular focus on signals and systems. We will examine the common features and important differences between the Fourier series, Fourier transform, z-transform and Laplace transform. The fundamental concept of the response of a linear system will be used to unify the different concepts. Applications may include linear networks, electromechanical systems, communications systems, signal processing and automatic control.

Indicative content includes:

Continuous- and discrete-time signals and systems

Fourier series and transform

z-transform

Laplace transform

Second order systems

Graphical methods for differential equations

trothwy

Equivalent to 40%. Uses key areas of theory or knowledge to meet the Learning Outcomes of the module. Is able to formulate an appropriate solution to accurately solve tasks and questions. Can identify individual aspects, but lacks an awareness of links between them and the wider contexts. Outputs can be understood, but lack structure and/or coherence.

ardderchog

Equivalent to the range 70%+. Assemble critically evaluated, relevent areas of knowledge and theory to constuct professional-level solutions to tasks and questions presented. Is able to cross-link themes and aspects to draw considered conclusions. Presents outputs in a cohesive, accurate, and efficient manner.

da

Equivalent to the range 60%-69%. Is able to analyse a task or problem to decide which aspects of theory and knowledge to apply. Solutions are of a workable quality, demonstrating understanding of underlying principles. Major themes can be linked appropriately but may not be able to extend this to individual aspects. Outputs are readily understood, with an appropriate structure but may lack sophistication.

1. Apply continuous-time transform methods to problems related to signals and systems

2. Apply discrete-time transform methods to problems in signals and systems

3. Understand and apply the concepts of linear systems, including graphical methods

Math	Enw	Disgrifiad	Pwysau
	Laplace / Graphical Methods		20.00
	Fourier and Z-transforms assignment		20.00
	Examination		60.00

		Oriau
Lecture	The material will be taught through a mixture of 1-hour lectures and 1-hour problem classes, delivered across the two semesters. Two timetabled slots per week over 24 weeks, repeating on a bi-weekly pattern: (2 lectures in one week, 1 lecture and 1 problem class in the other week).	36
Private study	Private study, including preparation for examinations and writing assignments	152
Practical classes and workshops	Lectures will be supported by bi-weekly problem classes.	12

• Rhifedd - Medrusrwydd wrth ddefnyddio rhifau ar lefelau priodol o gywirdeb
• Hunanreolaeth - Gallu gweithio mewn ffordd effeithlon, prydlon a threfnus. Gallu edrych ar ganlyniadau tasgau a digwyddiadau, a barnu lefelau o ansawdd a phwysigrwydd
• Archwilio - Gallu ymchwilio ac ystyried dewisiadau eraill

• Apply underpinning concepts and ideas of engineering;
• Solve problems logically and systematically;
• Knowledge and understanding of facts, concepts, principles & theories
• Use of such knowledge in modelling and design
• Evaluate systems in terms of quality and trade-offs

Rhestrau Darllen Bangor (Talis)

http://readinglists.bangor.ac.uk/modules/ice-2211.html

Rhestr ddarllen

"Engineering Mathematics" Anthony Croft, Robert Davison, James Flint, Martin Hargreaves Publisher: Pearson Education; 5 edition (21 Jun. 2017) ISBN-13: 978-1292146652

"Differential Equations with Boundary Value Problems: Modern Methods and Applications" James R. Brannan, William E. Boyce Publisher: John Wiley & Sons; 2nd Edition International Student Version edition (18 Mar. 2011) ISBN-13: 978-0470902141

Gorfodol mewn cyrsiau:

• W3H6: BA Music and Electronic Engineering year 2 (BA/MEE)
• H612: BEng Computer Systs Eng (3 yrs) year 2 (BENG/CSE)
• H61B: BEng Computer Sys Engineering (4yr with Incorp Foundation) year 2 (BENG/CSE1)
• H610: BENG Electronic Engineering (3 yrs) year 2 (BENG/ELE)
• H62B: BEng Electronic Engineering (4yr with Incorp Foundation) year 2 (BENG/ELE1)
• H61F: BEng Electronic Engineering year 2 (BENG/ELEF)
• H621: BEng Electronic Engineering with International Experience year 2 (BENG/ELEIE)
• H6W3: BSc Electronic Engineering and Music year 2 (BSC/EEM)
• H611: BSc Electronic Engineering year 2 (BSC/ELE)
• H63B: BSc Electronic Engineering (4yr with Incorp Foundation) year 2 (BSC/ELE1)
• H661: MEng Control and Instrumentation Engineering year 2 (MENG/CIE)
• H617: MEng Computer Systs Eng (4 yrs) year 2 (MENG/CSE)
• H619: MEng Computer Systems Engineering (with International Exper) year 2 (MENG/CSEIE)
• H601: MEng Electronic Engineering (4 yrs) year 2 (MENG/EE)