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.
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 |