Representation of Aperiodic Signals: the Continuous-Time...
21
Feng-Li Lian © 2015 NTUEE-SS4-CTFT-18 Outline Representation of Aperiodic Signals: the Continuous-Time Fourier Transform The Fourier Transform for Periodic Signals Properties of Continuous-Time Fourier Transform The Convolution Property The Multiplication Property Systems Characterized by Linear Constant-Coefficient Differential Equations
Transcript of Representation of Aperiodic Signals: the Continuous-Time...
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-18Outline
Representation of Aperiodic Signals: the Continuous-Time Fourier Transform
The Fourier Transform for Periodic Signals
Properties of Continuous-Time Fourier Transform
The Convolution Property
The Multiplication Property
Systems Characterized by Linear Constant-Coefficient Differential Equations
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-19Problem 4.10 (p.336) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-20Problem 4.11 (p.336) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-21Problem 4.12 (p.336) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-22Problem 4.13 (p.336) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS2-LTI-23Midterm 2014-7
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-24Problem 4.14 (p.337) – Facts [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-25Problem 4.15 (p.337) – Facts [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-26Problem 4.16 (p.337) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-27Problem 4.17 (p.337) – Rea, Imaginary, Even, Odd [SS4:35]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-28Problem 4.18 (p.337) – Convolution, Multiplication [SS4:70-71]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS3-FS-29Midterm 2014-10
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS3-FS-30Midterm 2013-6
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS2-LTI-31Midterm 2013-10
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS2-LTI-32Midterm 2012-8
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-33Outline
Representation of Aperiodic Signals: the Continuous-Time Fourier Transform
The Fourier Transform for Periodic Signals
Properties of Continuous-Time Fourier Transform
The Convolution Property
The Multiplication Property
Systems Characterized by Linear Constant-Coefficient Differential Equations
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-34Problem 4.19 (p.337) – Frequency Response [SS4:75]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS4-CTFT-35Problem 4.20 (p.337) – RLC [SS4:75]
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS3-FS-36Midterm 2014-8
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS2-LTI-37Midterm 2013-7
Feng-Li Lian © 2015Feng-Li Lian © 2015NTUEE-SS2-LTI-38Midterm 2012-7
![Fourier Representation for Continuous Time Signals · · 2016-07-07Fourier Representation for Continuous Time Signals ... • Discrete-time signal x[n] ... Sketches for different](https://static.fdocuments.us/doc/165x107/5aeca2ec7f8b9a3b2e8f695a/fourier-representation-for-continuous-time-signals-representation-for-continuous.jpg)
