Detection techniques for fading multipath channels with unresolved components

Authors
Citation
F. Danilo et H. Leib, Detection techniques for fading multipath channels with unresolved components, IEEE INFO T, 44(7), 1998, pp. 2848-2863
Citations number
31
Categorie Soggetti
Information Tecnology & Communication Systems
Journal title
IEEE TRANSACTIONS ON INFORMATION THEORY
ISSN journal
00189448 → ACNP
Volume
44
Issue
7
Year of publication
1998
Pages
2848 - 2863
Database
ISI
SICI code
0018-9448(199811)44:7<2848:DTFFMC>2.0.ZU;2-X
Abstract
In this paper we consider noncoherent detection structures for multipath Ri cean/Rayleigh fading channels. The multipath components are assumed to be u nresolved, with known delays. These delays could have been estimated, for e xample, by using super-resolution techniques or sounding the channel,vith a wide-band pulse. We show that the Rayleigh channel optimum receiver (R OPT ) consists of an "orthogonalization'' (or decorrelation) stage and then it implements an optimum decision rule for a resolved multipath channel. Since the optimum decision rule over Ricean channels is in general too complex f or implementation, we propose several suboptimum structures such as the qua dratic decorrelation receiver (QDR) and the quadratic receiver (QR). The QD R scheme exploits the decorrelation performed on the input samples. The non linear term due to the Ricean specular term is replaced by a quadratic form that is more suitable for implementation Single-pulse performance of these schemes are studied for commonly used binary modulation formats such as FS K and DPSK. This paper shows that it is possible to have diversity-like gai ns over Ricean/Rayleigh multipath fading channels with unresolved component s even if the channel is not fully tracked. Furthermore, this paper demonst rates the importance of using generalizations of RAKE receivers designed to handle the unresolvability condition. For two-path mixed-mode Ricean/Rayle igh channels, it is shown that improved performance can be obtained by usin g receivers that know the strength of the Ricean specular term.