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# Syllabus - 332:345 — Linear Systems and Signals — Fall...

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Unformatted text preview: 332:345 — Linear Systems and Signals — Fall 2011 Instructor: Zoran Gajic, ELE-222, tel. 445–3415, emai: [email protected] Class Home Page: : http://www.ece.rutgers.edu/˜gajic/345.html Office Hours: M3, Th3 Textbook: Zoran Gajic, Linear Dynamic Systems and Signals , Prentice Hall, 2003 Textbook Homepage: http://www.ece.rutgers.edu/˜gajic/systems.html Teaching Assistant: Gorkem Kar: email [email protected]; Office ???, Tel. ??? Laboratory: See 332:347 Lab Syllabus Sakai: Exam and quiz results, and homework solutions will be posted on sakai.rutgers.edu. MEETING TOPICS TEXT 1 System linearity and time invariance, system response, sampling, system classification .........................................................................................................................................1.1, 1.2, 1.4 Chapter 1 mandatory reading: pages 1–17 and 24–26. Prerequisite Quiz: Monday Sept. 12 ( 5% of the course grade. Theory. Closed-book.) . Electrical circuits superposition principle. Solving linear constant coefficient differential equations, Section 7.1. Results from trigonometry, complex numbers, calculus, Appendix B. Chapter 1 Quiz , Th. Sept. 15 ( 2% of the course grade. Theory. Closed-book.) 2–3 Common signals and impulse delta signal................................................................................2.1–2.3 Chapter 2 mandatory reading: pages 33–58. Chapter 2 Quiz Th. Sept. 22 ( 2% of the course grade. Theory. Closed book.) 4–5 Continuous-time convolution......................................................................................................6.1, 6.2 6 Discrete-time convolution.........................................................................................................6.3, 6.4 Chapter 6 mandatory reading: pages 270–305. 7 EXAM I , Th. Sept. 29 20% of the course grade. Problems from Chapters 1, 2, 6. Open-book Chapter 6 Quiz Th. Oct. 6 ( 2% of the course grade. Theory. Closed-book.) 8 Fourier series ...................................................................................................................................3.1 9 Fourier series in linear system analysis...........................................................................................3.4 10–13 Fourier transform and its properties.............................................................................................3.2Fourier transform and its properties....
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Syllabus - 332:345 — Linear Systems and Signals — Fall...

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