2002
DOI: 10.1109/twc.2002.804078
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Spectral efficiency of FDMA/TDMA wireless systems with transmit and receive antenna arrays

Abstract: Abstract-In recent years, the ever growing need for higher capacity in wireless systems has fueled the interest in exploiting the spatial dimension-through the use of antennas arrays-to improve the utilization of the available radio spectrum. As a result, a large number of space-time techniques have been proposed wherein arrays are used to mitigate interference and enhance signal levels. More recently, information theory has shown that, with spatial data multiplexing, very large spectral efficiencies can be at… Show more

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Cited by 67 publications
(25 citation statements)
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“…The potential of using antenna arrays to enhance the system capacity of the downlink of a multicell system was first demonstrated in [10], where the sum capacity of a system in which the users utilize single user detection treating interference from other users as additional noise, is evaluated through simulations. In [11], these numerical studies are extended to other multiuser receiver structures.…”
Section: Index Terms-asymptoticmentioning
confidence: 99%
“…The potential of using antenna arrays to enhance the system capacity of the downlink of a multicell system was first demonstrated in [10], where the sum capacity of a system in which the users utilize single user detection treating interference from other users as additional noise, is evaluated through simulations. In [11], these numerical studies are extended to other multiuser receiver structures.…”
Section: Index Terms-asymptoticmentioning
confidence: 99%
“…where H LOS denotes the matrix containing the free space responses between all elements, H NLOS accounts for the scattered signals, and K is the Ricean K-factor which is equal to the ratio of the free space and scattered signals [33,34]. As given in [25] and [27], the free space component, H LOS , of the complex response between a transmitting element m and a receiving element n (assuming that both elements are isotropic) is given as e −jβd n,m /d n,m where β is the wave number corresponding to the carrier wavelength λ and it is given as β = 2π λ .…”
Section: Los Mimo Channel Modelmentioning
confidence: 99%
“…As shown in [18] and using the above notation, for the case of the multiomnidirectional MEA we can write (15) and the selection diversity capacity (7) is given by (16) From (16), it is easy to see that the maximum possible value that this expression can achieve is 1 , which is the capacity value for a single-input single-output (SISO) channel with omnidirectional antennas at both ends.…”
Section: B Performance Analysis In An Ideal Los Scenario 1) Estimatimentioning
confidence: 99%
“…On the other hand, in the case of the multidirectional MEA, which combines a Butler matrix with transfer function , as defined in Section II-A, with a ULA, the matrix can be written as (17) and the selection diversity capacity (7) is given by (18) In the case that the direction of arrival of the incoming signal coincides with one of the directions of maximum radiation of the multidirectional-beam MEA, that is, if , with being the th row of , then the product , which means that the signals from the receiving antennas will be coherently combined at port th of the Butler matrix. In this case, the expression for the selection diversity capacity reaches its maximum, and its value is equal to the optimal capacity of an SIMO system, given by .…”
Section: B Performance Analysis In An Ideal Los Scenario 1) Estimatimentioning
confidence: 99%