This course covers the learning outcomes and goals of understanding and applying the Fourier Transform in various examples, including two-dimensional applications for image processing. The course teaches skills such as calculating the Fourier Transform of different functions, understanding the duality property of Fourier Transforms, and applying the transform in system examples and image processing. The teaching method includes video examples and explanations. The intended audience for this course is individuals interested in signal processing, image processing, mathematics, or engineering.
Overview
Syllabus
Fourier Transform of Cos.
Fourier Transform of Cos with Phase Shift.
Duality Example of Fourier Transforms.
Fourier Transform Duality Rect and Sinc Functions.
Fourier Transform of a Sum of Delta Functions.
Why is the Fourier TF of a Sum of Deltas also a Sum of Deltas?.
System Example using Fourier Transforms with Cosine Input.
Introduction to Image Processing with 2D Fourier Transform.
What is the Bandwidth of a Digital Clock Waveform?.
Fourier Transform of a Rectified Sinusoid.
Typical Exam Question on Fourier Transform Properties.
What is the Fourier Transform used for?.
Taught by
Iain Explains Signals, Systems, and Digital Comms
