Lecture 34 Blog, ECE438 Fall 2011, Prof. Boutin

Friday November 11, 2011 (Week 12) - See Course Outline.

Today we covered the inverse continuous-space Fourier transform (CSFT) formula along with some properties of the CSFT. We also obtained the formulas for the CSFT and inverse CSFT in polar coordinates.

Relevant Rhea pages

• Table of CSFT pairs and properties

Action Items

• Solve the following problems on "Spectral Analysis of continuous-space (2D) signals" and share your answers for feedback:
  • Obtain the continuous-space Fourier transform of a complex exponential
  • Obtain the continuous-space Fourier transform of a 2D rect
  • Obtain the continuous-space Fourier transform of a 2D sinc
• Suggest practice problems for exam 2!! (you can write them below)

Previous: Lecture 33 Next: Lecture 35

Back to ECE438 Fall 2011