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Title: Space-time fading correlation functions of a 3-D MIMO channel model
Author (s): Leong, S.-Y.
Zheng, Y. Rosa
Chengshan Xiao
Department/Lab Affiliations: Electrical and Computer Engineering
Wireless Communications Lab
Keywords: 3D MIMO channel model
3D cylinder scattering model
MIMO systems
Rayleigh channels
Rayleigh fading channels
antennas
base station antennas
electromagnetic wave scattering
mobile radio
mobile station antennas
space-time fading correlation functions
Issue Date: 2004
Publisher: Institute of Electrical and Electronics Engineers
Citation: Leong, S.-Y.; Zheng, Y.R.; Chengshan Xiao, "Space-time fading correlation functions of a 3-D MIMO channel model" WCNC. 2004 IEEE Wireless Communications and Networking Conference, 2004. pp. 1127- 1132 Vol.2, 21-25 March 2004
Abstract: Space-time correlation functions between the links of MIMO Rayleigh fading channels are derived using a new three-dimensional (3-D) cylinder scattering model. Closed form, mathematically tractable formulas are obtained for the space-time correlation functions for general MIMO systems where the base station and mobile station antennas may be arranged in 3-D space. It is shown that the correlation functions computed by the 3-D cylinder model are of significant difference than those of the conventional 2-D Clarke''s isotropic scattering model for vertically placed antennas. The general formulas of the correlation functions includes the 2-D Clarke''s model and the 3-D SIMO, MISO models as special cases.
Type: Article - Conference proceedings
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titleSpace-time fading correlation functions of a 3-D MIMO channel model
contributor.authorLeong, S.-Y.
contributor.authorZheng, Y. Rosa
contributor.authorChengshan Xiao
contributor.deptlabElectrical and Computer Engineering
contributor.deptlabWireless Communications Lab
subject3D MIMO channel model
subject3D cylinder scattering model
subjectMIMO systems
subjectRayleigh channels
subjectRayleigh fading channels
subjectantennas
subjectbase station antennas
subjectelectromagnetic wave scattering
subjectmobile radio
subjectmobile station antennas
subjectspace-time fading correlation functions
date.issued2004
date.submitted2007
publisherInstitute of Electrical and Electronics Engineers
identifier.citationLeong, S.-Y.; Zheng, Y.R.; Chengshan Xiao, "Space-time fading correlation functions of a 3-D MIMO channel model" WCNC. 2004 IEEE Wireless Communications and Networking Conference, 2004. pp. 1127- 1132 Vol.2, 21-25 March 2004
identifier.issn1525-3511
identifier.pub.URI
http://ieeexplore.ieee.org/iel5/9178/29115/01311346.pdf?arnumber=131134
description.abstractSpace-time correlation functions between the links of MIMO Rayleigh fading channels are derived using a new three-dimensional (3-D) cylinder scattering model. Closed form, mathematically tractable formulas are obtained for the space-time correlation functions for general MIMO systems where the base station and mobile station antennas may be arranged in 3-D space. It is shown that the correlation functions computed by the 3-D cylinder model are of significant difference than those of the conventional 2-D Clarke''s isotropic scattering model for vertically placed antennas. The general formulas of the correlation functions includes the 2-D Clarke''s model and the 3-D SIMO, MISO models as special cases.
typeArticle - Conference proceedings
type.DCMITypetext
type.statusFinal version
rightsThis material is presented to ensure timely dissemination of scholarly and technical work. Copyright and all rights therein are retained by authors or by other copyright holders. All persons copying this information are expected to adhere to the terms and constraints invoked by each author's copyright. In most cases, these works may not be reposted without the explicit permission of the copyright holder.
rights.URI
http://www.ieee.org/web/publications/rights/policies.html
date.accessioned2007-04-05T14:20:06Z
date.available2007-04-05T14:20:06Z
identifier.persist.URI
http://scholarsmine.mst.edu/post_prints/01311346_09007dcc8030d21c.html
Full Text
01311346_09007dcc8030d221.pdf