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| Offered by:
Department of Applied Electronics
(IAE) |
| No credit points with: D4031 |
| Prerequisite: 92002. 92022 |
| Recommended semester:
3rd semester |
| Scope and form: Class lectures |
| Examination:
Written exam
(13 point scale
) |
| Remarks: This course is closely related to the course 92062, Data Communications and Signal Processing, 92061 should therefore lie before or in the same semester as 92062. |
| Contact person: |
Jørn Bang, IAE, Building 451, Tel. +45 4525 5236 |
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Aim: The objective of the course is to make the student able to
-understand the basic theory for complex functions of complex variables.
-understand and use the theory for Fourier- andLaurent-series, Laplace-, Fourier- and Z-transforms on a level that makes it possible to use the methods in connection with circuit theory and signal processing. |
Contents: Complex functions of complex variables.
Taylor- and Laurent-series.
Curve integrals and the residue theorem.
Fourier series and the Fourier transform.
Signal description in the time- and frequency domains. Energy- and power-signals.
The Laplace transform and its use in signal- and system-analysis.
Poles and zeros and their importance.
Block-diagrams and their frequency domain description.
FTD, The Fourier transform of discrete signals = the Fourier transform of ideal sampled signals.
The Z-transform = the Laplace transform of ideal sampled signals.
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