EECE 301 Note Set 19 CT Aperiodic Response

EECE 301 Note Set 19 CT Aperiodic Response - 1/17 EECE 301...

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Unformatted text preview: 1/17 EECE 301 Signals & Systems Prof. Mark Fowler Note Set #19 C-T Systems: Frequency-Domain Analysis of Systems Reading Assignment: Section 5.2 of Kamen and Heck 2/17 Ch. 1 Intro C-T Signal Model Functions on Real Line D-T Signal Model Functions on Integers System Properties LTI Causal Etc Ch. 2 Diff Eqs C-T System Model Differential Equations D-T Signal Model Difference Equations Zero-State Response Zero-Input Response Characteristic Eq. Ch. 2 Convolution C-T System Model Convolution Integral D-T System Model Convolution Sum Ch. 3: CT Fourier Signal Models Fourier Series Periodic Signals Fourier Transform (CTFT) Non-Periodic Signals New System Model New Signal Models Ch. 5: CT Fourier System Models Frequency Response Based on Fourier Transform New System Model Ch. 4: DT Fourier Signal Models DTFT (for Hand Analysis) DFT & FFT (for Computer Analysis) New Signal Model Powerful Analysis Tool Ch. 6 & 8: Laplace Models for CT Signals & Systems Transfer Function New System Model Ch. 7: Z Trans. Models for DT Signals & Systems Transfer Function New System Model Ch. 5: DT Fourier System Models Freq. Response for DT Based on DTFT New System Model Course Flow Diagram The arrows here show conceptual flow between ideas. Note the parallel structure between the pink blocks (C-T Freq. Analysis) and the blue blocks (D-T Freq. Analysis). 3/17 5.2 Response to Aperiodic Signals-Impulse Response h ( t ) is a time-domain description of the system-Frequency Response H ( ) is a frequency-domain description of the system Recall that: Because h ( t ) and H ( ) form a FT pair, one completely defines the other. h ( t ) and convolution completely describe the zero-state response of an LTI to an input i.e. h ( t ) completely describes the system....
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EECE 301 Note Set 19 CT Aperiodic Response - 1/17 EECE 301...

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