ECE 310: Digital Signal Processing I

All dates are tentative. This outline is subject to change.
Required reading is from the ECE 310 course notes.
Optional book references are for Oppenheim & Schafer, with Buck, Discrete-Time Signal Processing, 2nd Ed. (OS) and Proakis & Manolakis, Digital Signal Processing, 3rd Ed. (PM). Other editions may vary slightly.
Class time will be primarily used for problem solving and discussing concepts that require a deeper look.
Please review the lecture material/video clips and answer the pre-lecture questions on in the workshets (on Prairielearn)
We will solve worksheet problems in class. The problems are posted on Prairielearn. Please answer the questions on Prairielearn by the due date.There will be no extensions on worksheet due dates. The pdfs are provided for reference.
HW must be turned in by the due date on Gradescope.

Date	Topic	Course Notes	Handout	Further Reading	Worksheet	Video Clips	Lecture Videos/Office Hrs
6/14	Introduction		Signals	OS 1, PM 1.1			Lecture 1
6/15	Delta Functions, Complex Numbers Cont.-Time Fourier Transform (CTFT)	Appendix D Appendix A	Delta Functions	OS 2.1, PM 1.1–1.2 PM 4.1	WS1 (PL) Due: 07/01	1. Delta Functions 1 Delta Functions 2	Lecture 2
6/16	CTFT	2.1–2.4	1. CTFT 2. CTFT Examples	OS 2.1, PM 2.1	WS2 (PL) Due: 07/01		Lecture 3
6/17	CTFT contd. Discrete-Time Fourier Transform (DTFT)	2.1–2.4	1. DTFS & DTFT 2. DTFT Examples	OS 2.7–2.9, PM 4.2–4.3		1. DTFT Definition 2. DTFT Example 3. DTFT Example	Lecture 4
6/18	DTFT Examples and Properties	2.4	WS2, P3		WS3 (PL) WS3 (pdf) Due: 07/01		Lecture 5

6/21	DTFT Properties	2.4.1	DTFT Properties		WS4 (PL) WS4 (pdf) Due: 07/01		Lecture 6 Office Hrs
6/22	DTFT Properties	2.4		OS 8.3–8.6, PM 5.1–5.2			Lecture 7
6/23	DTFT Properties Contd.	2.4	Modulation/Convolution	-		1. Modulation 2. Convolution	Lecture 8
6/24	DFT	2.5	1. DFT 2. DFT Properties 3. Properties Summary		WS5 (PL) WS5 (pdf) Due: 07/01	1. DFT Defn. 2. DFT Example	Lecture 9 Office Hrs
6/25	DFT Continued and Spectrogram	2.6		-			Lecture 10

6/28	DFT Continued and Spectrogram	2.6	1. DTFT of Sinusoid (Finite Length) 2. Example (Hw3-P5)			1. DTFT/DFT sine	Lecture 11 Office Hrs
6/29	Sampling Examples	3.2	Sampling	OS 4.1–4.2,4.8, PM 9.1	WS6 (PL) WS6 (pdf) Due: 07/15	1. Sampling Introduction 2. Sampling Proof 3. Example 1 4.. Example 2	Lecture 12
6/30	Linear Systems	3.3–3.6	1.Systems 2. Examples	OS 2.2, PM 2.2	WS7 (PL) WS7 (pdf) Due: 07/15	1. Linearity/Causality 2. Linearity/Causality 3. Shift Invariance	Lecture 13 Office Hrs
7/01	Exam 1
7/02	Linear Shift Invariant (LSI) Systems & Convolution	3.7–3.8	LSI Systems	OS 2.3–2.4, PM 2.3	WS8 (PL) WS8 (pdf) Due: 07/15		Lecture 14
7/06	LSI Systems continued					1. Convolution 2. Conv. Ex 3. Conv. Ex	Lecture 15 Office Hrs
7/07	z-Transform	4.1–4.2	1. z-transform	OS 3.1–3.2, PM 3.1–3.5	WS9(PL) WS9 (pdf) Due: 07/15	1. z-transform 2. Example 3. Example	Lecture 16
7/08	z-Transform Properties	4.3	1. z-transform properties 2. Properties Summary	OS 3.4, PM 3.2			Lecture 17 Office Hrs
7/09	Inverse z-Transforms, Difference Equations using Z-transforms	4.3–4.4	Inverse Z	OS 3.3, PM 3.4	WS10(PL) WS10 (pdf) Due: 07/15	1. inverse z-transform 2. System Analysis 3.Poles/Zeros Review	Lecture 18

7/12	Filter Structures	4.10–4.12	Digital filters	OS 5.2, PM 2.5,3.6	WS11(PL) WS11 (pdf) Due: 07/15		Lecture 19 Office Hrs
7/13	BIBO Stability, Causality	4.13–4.14	Stability	PM 2.3.6,3.6.4	WS12(PL) WS12 (pdf) Due: 07/29	1. BIBO definition 2. BIBO-h(n) 3. BIBO-H(z)	Lecture 20
7/14	Discrete-Time Frequency Response	5.1, 5.2	Frequency response	OS 2.6, PM 4.4–4.5, OS 5.1			Lecture 21 Office Hrs
7/15	Exam 2
7/16	Analog Response of DT Filters	5.3	Analog response	OS 4.4, PM 9.3.1	WS13(PL) WS13 (pdf) Due: 07/29		Lecture 22

7/19	D/A Conversion, ZOH	5.3	ZOH	PM 9.3.1			Lecture 23 Office Hrs
7/20	ZOH, Generalized Linear Phase	5.3, 6.4					Lecture 24
7/21	Generalized Linear Phase Contd.	6.4	Phase GLP FIR	OS 5.7,6.5, PM 8.2			Lecture 25
7/22	FIR Design: Windowing	Chapter 11	Windowing	OS 7.2, PM 8.2.2			Lecture 26 Office Hrs
7/23	FIR Design: Windowing Contd						Lecture 27

7/26	FIR Design: Parks-McClellan		Parks-McClellan	OS 7.4–7.5, PM 8.2.4			Lecture 28 Office Hrs
7/27	Multirate DSP	Chapter 13	Upsampling	OS 4.6,4.9, PM 10.1–10.3			Lecture 29
7/28	Multirate DSP		Downsampling				Lecture 30 Office Hrs
7/29	Exam 3
7/30	Downsampling Contd., Oversampled D/A						Lecture 31
8/02	Fast Convolution		Fast convolution	OS 8.7, PM 5.3			Lecture 32 Office Hrs
8/03	Fast Fourier Transform (FFT)	Chapter 14	FFT	OS 9.3–9.5, PM 6.1			Lecture 33
8/04	Review						Lecture 34