EEEN30050

Learning Outcomes:

Please note that the codes given at the end of each Learning Outcome relate to the Programme Outcomes specified by Engineers Ireland for the professional accreditation of degree programmes.

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

. Calculate the necessary properties of a sampled signal to accurately represent information. [PO(A), 4]; [PO(B), 4]; [PO(C), 4]

. Demonstrate understanding of the links between analogue and digital transforms. [PO(A), 4]

. Derive efficient computational schemes for the Discrete Fourier Transform. [PO(A), 4]; [PO(B), 4]; [PO(C), 4]

. Use the z-transform to analyse discrete signals and systems. [PO(A), 4]; [PO(B), 4]

. Design digital filters to meet various types of specification. [PO(A), 4]; [PO(B), 4]

Indicative Module Content:

The following topics will be covered:

- Sampling theorem and signal reconstruction

- Development of Discrete Fourier Transform

- Fast Fourier Transform

- Discrete Convolution

- z-transform

- Digital systems

- FIR and IIR filter design

Student Effort Hours:

Approaches to Teaching and Learning:

Signals, Systems and Control (EEEN30010) or equivalent. This course is mathematically challenging, so a strong background in university honours level mathematics in the areas of linear algebra, calculus, and transforms is required.

Feedback Strategy/Strategies

• Feedback individually to students, post-assessment
• Group/class feedback, post-assessment

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