Lecture Slides for Signals and Systems (Version: 2016-01-25)This document constitutes a detailed set of lecture slides on signals and systems, covering both the continuous-time and discrete-time cases. Some of the topics considered include: signal properties, elementary signals, system properties, linear-time invariant systems, convolution, Fourier series, Fourier transform, Laplace transform, z transform, complex analysis, and partial fraction expansions. |
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Good overview of topics covered in the course, helpful for broad understanding.
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All 10 reviews »These were very clear lecture slides for ECE 260. Covered everything and really helped to review these in line with the teaching in the class.
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Common terms and phrases
baseband frequency components BIBO stable bilateral causal complex constants complex exponential complex sinusoid Conjugation Consider a LTI continuous-time signal convergence convolution Creative Commons CTFT cutoff frequency denote the Fourier Differentiation Discrete-Time DTFT DTFT If x(n eigensequences equivalently Filter An ideal finite Fourier series coefficients frequency components unaffected frequency domain frequency response Frequency Spectra frequency spectrum frequency whose magnitude function H fundamental frequency H denote Im{x impulse response input signal Laplace domain Lecture Slides License Licensor linear combination LTI system magnitude spectrum N-periodic nonzero output signal Passband periodic sequences periodic signal polar form pole polynomial rational function Re{s Re{x real constant real exponential real number Real Signals real sinusoid response h sampling Section series coefficient sequence shifting shown Stopband symmetry system function system H system with impulse system with input Time-Domain unilateral Laplace transform unilateral z transform University of Victoria z transform zero
Bibliographic information
| Title | Lecture Slides for Signals and Systems (Version: 2016-01-25) |
| Author | Michael D. Adams |
| Publisher | Michael Adams, 2016 |
| ISBN | 1550585851, 9781550585858 |
| Length | 481 pages |
| Export Citation | BiBTeX EndNote RefMan |