The original course home page can be found here: EE120 Home Page
原课程主页可在此处找到：EE120 主页
This repository serves as a backup of the EE120 course materials, making them accessible to those without UCB credentials. I plan to supplement the repository with my personal notes and solutions in the future.
本仓库作为 EE120 课程资料的备份，让无法访问 UCB 的人也能查看课程内容。我计划在未来补充个人的笔记和习题解答。
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Add personal notes and solutions
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添加个人笔记和习题解答
To clone the repository locally:
在本地克隆仓库：
git clone https://github.com/ukeSJTU/EE120.gitNote: Some lab files exceed GitHub's file size limit. These files can be downloaded from the releases page: https://github.com/ukeSJTU/EE120/releases/tag/v0.1.0
注意：部分实验文件超过了 GitHub 的文件大小限制。这些文件可以从发布页面下载：https://github.com/ukeSJTU/EE120/releases/tag/v0.1.0
University of California at Berkeley
Department of Electrical Engineering and Computer Sciences
Course information: UCB On-Line Course Catalog and Schedule of Classes
Tuesdays and Thursdays, 12:00PM-2:00PM, 50 Birge Hall
- Friday 2:30PM-3:30PM (521 Cory Hall)
- Friday 3:30PM-4:30PM (521 Cory Hall)
- Friday 4:30PM-5:30PM (521 Cory Hall)
- Dr. Murat Arcak, 569 Cory Hall
- arcak at berkeley.edu
- http://www.eecs.berkeley.edu/~arcak
- Dominic Carrano
- Ilya Chugunov
- Alex Devonport
- Jonathan Lee
- Mindy Perkins
bCourses will be used for announcements, lecture notes, grades, and solutions to tests and homework sets. Piazza will be used for discussion and polls.
Lecture notes are provided. The following textbook is recommended but not required:
- "Signals and Systems," Oppenheim & Willsky, Prentice-Hall, 2nd ed., 1997.
Homework: 15 points. Midterms 1 and 2: 25 points each. Final: 35 points.
The lowest one homework or lab score is dropped.
- Lecture 4 (Fourier series in continuous time)
- Lecture 5 (Fourier series in discrete time)
- Lecture 6 (the continuous-time Fourier transform)
- Lecture 7 (the continuous-time Fourier transform, continued)
- Lecture 8 (the discrete-time Fourier transform)
- Lecture 9 (the discrete-time Fourier transform, continued)
- Lecture 10 (the DFT; FIR filters)
- Lecture 11 (Fourier transforms in two dimensions)
- Lecture 12 (sampling)
- Lecture 13 (the Shannon-Nyquist Sampling theorem)
- Lecture 14 (discrete-time processing of continuous-time signals)
- Lecture 15 (the Laplace transform)
- Lecture 16 (transfer functions)
- Lecture 17 (Bode plots)
- Lecture 18 (step response of second-order systems; the unilateral Laplace transform)
- Lecture 19 (feedback systems; root locus analysis)
- Lecture 20 (tracking and disturbance rejection with feedback)
- Lecture 21 (the z-transform)
- Lecture 22 (transfer functions of discrete-time systems)
- Lecture 23 (the unilateral Z-transform; block diagrams of discrete-time systems)
- CTFT/DTFT (solution)
- Difference/Differential equations (solution)
- Root Locus Analysis (solution)
- Sampling (solution)
- Signals and Synthesizers: a brief tour of the Moog Werkstatt-01
Copying all or part of another person's work, allowing another student to copy your work, or using material not specifically allowed (such as online solution manuals for homework problems), are forms of cheating and are not tolerated in this course. All forms of cheating will be referred to the Office of Student Conduct. Note that the policy for students involved in a second incident of cheating is dismissal from the University.