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Fourier Series and Transform

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4.6

Fourier Series and Transform

Master Fourier Series and Transform, by gaining an amazing understanding behind the logic.

updated on icon Updated on Jul, 2024

language icon Language - English

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English [CC]

category icon Teaching & Academics,Math

Lectures -17

Duration -5 hours

4.6

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Course Description

This Fourier Series course includes over 12 hours (estimation) of video-on-demand supported by fully detailed quizzes, formula sheets, and solutions.

While creating the course, we spent a lot of time on its structure so that anyone with a basic math background could master Fourier Series and Transform with ease.

As Afterclap Academy always does, the topic is divided into smaller, easy-to-understand parts. So that, you can easily understand any topic no matter how complex it is.

In this course, what you are going to learn;

  • Graphical representation of trigonometric functions with variable amplitude, period, phase shift, and vertical displacement

  • Describing non-sinusoidal functions.

  • Graph of non-sinusoidal periodic functions

  • Integration of some functions that are built-in within the Fourier Series and Transform

  • Find the coefficients of the Fourier series

  • Identify even and odd functions analytically and graphically

Also, you can ask your questions anytime you want. We will be replying to your questions within 24 hours.

We expect our students to benefit from this course 100% percent, to make that possible, we are giving away 1 to 1 free lecture.

Without having any other lecture on the topic, you will be an expert. Thanks to the neat explanation and smooth example-solving.

In Afterclap, We Trust

Sincerely,

kavcar

Afterclap ACADEMY

Who this course is for:

  • Engineering Students (because the topic is included in Advanced Engineering Math)
  • Physics Students
  • Math Students
  • Basically, anyone looking for some fun Fourier learning process :)

Goals

  • Learning the fundamentals of functions including "even-odd functions"; "periodic functions"; "trigonometric functions"

  • With the fundamentals of functions, exploring the building blocks of any possible function.

  • Being able to deal with complex numbers, complex number representations, and calculations.

  • Being able to graph sinusoidal functions by knowing "amplitude" "argument" "period" and "phase".

Prerequisites

  • Enthusiasm

Fourier Series and Transform

Curriculum

Check out the detailed breakdown of what’s inside the course

Introduction
1 Lectures
  • play icon Introduction to Course 06:10 06:10
1- Preparation to Fourier Series and Transform (must knows)
5 Lectures
Tutorialspoint
2- Fourier Series
9 Lectures
Tutorialspoint
3- Fourier Transform
2 Lectures
Tutorialspoint

Instructor Details

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