ELEC 241: Fundamentals of Electrical Engineering I
- Class meets MWF at 11AM in Duncan Hall 1070.
- Concept review session Mondays, 7-9 PM, Duncan Hall 1070.
- Instructor Office Hours: Thursdays 1-5 PM, Abercrombie B205; by appointment, (almost) anytime.
- Online version of the course can be found here.
- Required Text: Johnson, Fundamentals of Electrical Engineering I
- Piazza discussion meeting place
The course’s objectives are to provide, through homework and tutorials, the technical foundations for succeeding courses in electrical engineering and, through the accompanying laboratory, ELEC 240, the practical foundations.
Prerequisites: Math 101 (or 105) and Math 102 (or 106). Co-requisite: ELEC 240.
- Elements of signal and system theory
- Digital and analog information
- Block diagrams: sources, systems, sinks
- Signal and system analysis
- Signal theory: time-domain concepts of amplitude, delay, superposition
- Representation of signals by electronic quantities (electric, optical)
- Elementary circuit theory
- Circuit laws; series and parallel configurations
- Power dissipation
- Equivalent circuits
- Basic analog circuit building block: the op-amp
- Fourier series; signal decomposition; notion of bandwidth
- Fourier transforms: bandwidth, filtering, modulation
- The speech signal
- Sampling theorem
- A/D conversion; amplitude quantization; data rate
- DTFT, DFT, FFT, digital filters, spectrograms
- Information Transmission
- Analog (AM) communication
- Modulation and demodulation
- Noise (SNR, WGN)
- Linear filters for noise reduction
- Digital communication
- Entropy and Shannon’s Coding Theorem
- Lossless and lossy compression; redundancy
- Channel coding; error correcting codes; transmission rate
- Capacity; Shannon’s Noisy Channel Coding Theorem
- Analog (AM) communication
- Fundamentals of Communication System Design
- Mathematically describe and manipulate complex exponential signals and linear, time-invariant systems that operate on them;
- Apply Kirchhoff’s Laws, equivalent circuit models, and transfer functions to analyze voltage and current relationships in passive circuits;
- Apply formal node analysis to analyze the operation of basic op-amp circuits;
- Use Fourier series representation of periodic signals to perform frequency domain analysis of linear time-invariant systems;
- Apply properties of the Fourier transform to describe and analyze the operation of Amplitude Modulation (AM) for communicating information;
- Specify how to encode and recover a bandlimited signal with a digital sequence using the sampling theorem and amplitude quantization;
- Analyze the behavior of digital systems on discrete-time signals using the Discrete-Time Fourier Transform (DTFT);
- Calculate the complexity of implementing discrete-time filtering using the Fast Fourier Transform; describe and analyze discrete-time filtering of analog signals;
- Describe the operation of baseband and modulated communication systems, and analyze the signal-to-noise ratio of AM systems;
- Explain the use of binary phase-shift keying (BPSK) for communicating digital information with analog signals, and performance of BPSK in the presence of noise;
- Construct simple source compression codes and error-correcting codes, and explain their application in digital communication of information;
- Use Shannon’s Source Coding and Channel Capacity Theorems to compare the tradeoffs between using digital and analog methods for communicating information.
This is the first course in a two course sequence, the second being ELEC 242 taught in the spring semester.
University Disability Accommodation Policy
Any student with a documented disability needing academic adjustments or accommodations is requested to speak with the course instructor during the first two weeks of class. All discussions will remain confidential. If you have a documented disability that may affect academic performance, you should: 1) make sure this documentation is on file with Disability Resource Center (Allen Center, Room 111 / firstname.lastname@example.org / x5841) to determine the accommodations you need and 2) meet with the instructor to discuss your accommodation needs.