Brian L. Evans, Srikanth Gummadi, and Murat Torlak
Embedded Signal Processing Laboratory
The University of Texas at Austin, Austin, TX
Thursday, Oct. 15th, 11:00 AM
Texas A&M University Telecommunications Seminar
The first technique discusses mobile localization using 2D ESPRIT estimation technique at wireless basestations. Many methods for mobile user localization are based on DOA and/or time difference of arrival (TDOA) estimation. A key application of mobile positioning is personal safety, such as emergency localization (wireless E-911 service) and automatic location identification of cell phone users. Mobile positioning can also be used for advanced user hand-off schemes, improving spectral efficiency, link quality, and battery life. A 2D unitary ESPRIT algorithm can be used to jointly estimate the direction-of-arrival (DOA) and time-of-arrival (TOA) of received signals at the antenna array.
The second technique employs blind estimation for asynchronous Code-Division Multiple-Access (CDMA) systems. CDMA finds use in the IS-95 standard and the emerging third-generation wireless communications standards. In a synchronous CDMA model, all mobile radio signals arriving at the basestation are synchronized to within a fraction of a chip time interval, which is typically 200 ns. The use of orthogonal codewords can greatly enhance performance. For large cells with large multipath delays, synchronization may be extremely difficult, and a better channel model is asynchronous.
For Asynchronous CDMA, the receiver should suppress (1) multipath-induced interchip interference (ICI), which causes the intersymbol interference (ISI), and (2) highly structured multiple user interference (MUI). Conventional approaches use training sequences which are sent periodically. Although subspace-based algorithms can eliminate training sequences, they only apply when the basestation is lightly loaded or when a few users are active. We develop a blind subspace-based algorithm that works for overloaded systems, where the number of users exceeds the spreading factor.