Multirate signal processing techniques find applications in areas such as communication systems, signal compression, and subband signal processing. This course provides an in-depth treatment of both the theoretical and practical aspects of multirate signal processing. The course begins with a review of discrete-time systems and the design of digital filters. Sample rate conversion is covered and efficient implementations using polyphase filters and cascade integrator comb (CIC) filters are considered. The latter part of the course treats filter bank theory and implementation, including quadrature mirror, conjugate quadrature, discrete Fourier transform, and cosine modulated filter banks along with their relationship to transmultiplexers.
525.427 Digital Signal Processing or equivalent and working knowledge of Matlab.
To master the fundamentals of multirate signal processing and demonstrate the ability to solve problems in sample rate conversion, filter banks, and transmultiplexers.
This course is typically offered in the spring semester of even years at the APL campus
| Homeworks (8 assignments) | 30% |
| Exam 1 | 20% |
| Exam 2 | 20% |
| Project | 25% |
| In class participation | 5% |
Working knowledge of Matlab
There will be eight homework sets, each due the week after it is assigned. The two in-class exams will be open book, open notes exams. A project covering a topic of interest in filter banks will be assigned in the latter part of the course. Class attendance is strongly recommended.
Textbook information for this course is available online through the MBS Direct Virtual Bookstore.
There are no notes for this course.
(Last Modified: 12-06-2008 at 12:26:49 PM)