Systems Seminar

A Virtual Representation for Multi-Antenna Wireless Channels

Prof. Akbar Sayeed
UW ECE Department

Abstract

The use of multiple-antenna arrays has emerged as a promising technology for dramatically increasing the information capacity and reliability of wireless communication systems. Accurate yet tractable channel modeling is critical to realizing the potential of antenna arrays. The underlying physical channel exhibits complex characteristics due to signal scattering over multiple paths, each path associated with a propagation delay, a Doppler shift (due to motion), directional angles, and a complex path gain. Current modeling philosophies are exemplified by two extremes: idealized but unrealistic statistical models and detailed physical (ray tracing) models that directly capture the multipath propagation but are difficult to incorporate in system design. The key premise of our work is that it is not the physical channel by itself but a fundamental understanding of its interaction with the signal space that is critical from a communication theoretic viewpoint. I will present a four-dimensional Karhunen-Loeve-like virtual representation for space-time channels that captures the essence of such interaction in time, frequency and space and exposes the intrinsic degrees of freedom in the channel. The virtual representation is essentially a Fourier series dictated by the finite array apertures, signaling duration and bandwidth and corresponds to a uniform, fixed sampling of the angle-delay-Doppler scattering space. It yields a simple geometric interpretation of the effects of scattering on channel statistics and capacity. The talk will discuss various insights into the structure of space-time channels afforded by the virtual representation as well its applications in capacity assessment, space-time code design, and wireless networks.

Time and Place: Mon., Feb. 3, at 4:00 pm in 4610 Engr. Hall.       *** NOTE SPECIAL DAY AND TIME ***

SYSTEMS SEMINAR WEB PAGE: http://www.cae.wisc.edu/~gubner/seminar/

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