To explore Fourier series and the use of the Symbolic Toolkit to compute the Fourier coefficients and to demonstrate the simulation and analysis of Fourier series in Simulink. The Simulink model used in Lab Exercise 16 was developed by Third Year EEE Student Fahad Alqahtani as part of his Level 3 Project in 2013-2014. Stephen Karris, Signals and Systems : With MATLAB Computing and Simulink Modeling (5th Edition). These examples have been adapted from Chapter 7 of This document is available in HTML format for online viewing and PDF for printing. You may wish to refer to worksheet 9 and worksheet 10 for additional examples to try. This lab supports the materials covered in Chapter 4 Fourier Series of the course notes. Lab 5: Fourier Series # Preamble # Associated Class Notes #
Setting up your Own Jupyter-MATLAB Computing Environment Lab 3 - Laplace Transforms and Transfer Functions for Circuit Analysis Lab 2 - Laplace and Inverse Laplace Transforms Homework 10 Discrete Fourier Transform and the Fast-Fourier Transform Homework 9 Inverse Z-Transform and Models of Discrete-Time Systems Homework 8 Sampling Theory and the Z-Transform
Homework 7 Applications of the Fourier Transform Homework 4 Impulse Response and Convolution Homework 3 Laplace Transforms for Ciruit Analysis Homework 2 Laplace and Inverse Laplace Transforms Worksheet 18 The Discrete-time Fourier Transform Worksheet 14 Fourier Transforms for Circuit and LTI Systems Analysis Worksheet 13 Fourier transforms of commonly occuring signals Worksheet 12 Defining the Fourier Transform Worksheet 11 Line Spectra and their Applications Worksheet 8 Impulse Response and Time Convolution
Worksheet 6 Using Laplace Transforms for Circuit Analysis Using Laplace Transforms for Circuit Analysisįourier transforms of commonly occuring signalsįourier Transforms for Circuit and LTI Systems Analysis Laplace Transforms and their Applications
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