In this video, we're going to dive deep into Fourier series, an essential topic in engineering mathematics. Specifically, we'll be focusing on harmonic analysis and how it relates to Fourier series.

If you're a student of engineering mathematics 3, or just interested in learning about harmonic analysis, this video is perfect for you! We'll cover everything from the basics of harmonic analysis to practical examples of how to use it.

First, we'll start with a brief overview of what harmonic analysis is and how it's used in Fourier series. Harmonic analysis is the study of the different frequencies that make up a complex waveform. It's used in Fourier series to break down a complex waveform into its individual harmonic components.

Next, we'll dive into some practical examples of harmonic analysis using Fourier series. We'll explore how to calculate the amplitude of harmonics in Fourier series and how to perform practical harmonic analysis using Fourier series. We'll also go over some common harmonic analysis problems and examples.

To help make things even more clear, we'll also show you how to use a calculator to perform harmonic analysis using Fourier series. This will give you a hands-on approach to understanding harmonic analysis and Fourier series.

Overall, this video is a must-watch for anyone interested in engineering mathematics, especially those studying harmonic analysis and Fourier series. So, grab a notebook and a calculator, and let's get started!

[ 📐 Watch Next ]
[21MAT31] Practical Harmonic Analysis
Part 1 -    • Practical Harmonic Analysis - Part 1 ...  
part 2 -    • Practical Harmonic Analysis - Part 2 ...  
Part 3 -    • Practical Harmonic Analysis - Part 3 ...  
Part 4 -    • Practical Harmonic Analysis - Part 4 ...  
Part 5 -    • Practical Harmonic Analysis - Part 5 ...  
Part 6 -    • Practical Harmonic Analysis - Part 6 ...  
Part 7 -    • Practical Harmonic Analysis - Part 7 ...  

[ 📐 Playlists ]
[21MAT31] - Engineering Mathematics 3
Module 1 -    • Laplace Transforms [21MAT31] Module 1  
Module 2 -    • Fourier Series  
Module 3 -    • Fourier Transform & Z Transform  
Module 4 -    • Numerical Solution of PDE [21mat31] -...  
Module 5 -    • Numerical Solution of 2nd Order ODEs ...  

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