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US5319677A
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Diversity combiner with MLSE for digital cellular radio
Assignee: The AT&T MVPD Group LLC
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Filing: 1992-05-12
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Granted: 1994-06-07
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Expires: 2012-05-12
Abstract
Abstract A diversity combiner for use with the maximum likelihood sequence estimator is disclosed. First and second receive channels produce demodulated replicas Z 1 (k) and Z 2 (k) of the transmitted symbol data I(k). The two signals are processed in a Viterbi equalizer to obtain a single branch metric calculation based on the two signals Z 1 (k) and Z 2 (k) . The Viterbi equalizer provides an estimated value of I(k) based on this single branch metric calculation, which is used for channel estimator for both antennas.
Inventors
- 👤 Youngky Kim
Bibliographic Details
Application Number
—
Jurisdiction
US
Data Source
google_patents
Last Synchronized
2026-10-29 03:30
CPC Classifications
H; H04; H04L; H04L1/00; H04L1/02; H04B; H04B7/00; H04B7/02; H04B7/04; H04B7/08; H04B7/0837; H04B7/0842; H04B7/0845; H04L25/00; H04L25/02; H04L25/03; H04L25/03006; H04L25/03178
Claims Analysis
Total Claims: 11
Claim 1
Independent Claim
175 words
An apparatus for combining signals Z 1 (k) and Z 2 (k) received on different antennas over a multipath fading channel comprising: first and second channel estimators, each receiving said signals Z 1 (k) and Z 2 (k) and providing estimates of each channel associated with said signals Z 1 (k), Z 2 (k) as f 1 (n, k) and f 2 (n, k); and an MLSE equalizer for receiving each of said signals Z 1 (k) and Z 2 (k), and said channel estimates f 1 (n, k), and forming a single estimate of symbol values contained in said signals Z 1 (k) and Z 2 (k) wherein said MLSE equalizer in forming said single estimate executes a Viterbi algorithm which computes a branch metric for each symbol I(k) contained in said signals Z 1 (k) and Z 2 (k), as ##EQU4## where σ 1 (k) and σ 2 (k) are standard deviations of n 1 (k), n 2 (k) representing the noise in each channel at the time of each symbol time (k).
Claim 2
Independent Claim
175 words
An apparatus for combining signals Z 1 (k) and Z 2 (k) received on different antennas over a multipath fading channel comprising: first and second channel estimators, each receiving said signals Z 1 (k) and Z 2 (k) and providing estimates of each channel associated with said signals Z 1 (k), Z 2 (k) as f 1 (n, k) and f 2 (n, k); and an MLSE equalizer for receiving each of said signals Z 1 (k) and Z 2 (k), and said channel estimates f 1 (n, k), and forming a single estimate of symbol values contained in said signals Z 1 (k) and Z 2 (k) wherein said MLSE equalizer in forming said single estimate executes a Viterbi algorithm which computes a branch metric for each symbol I(k) contained in said signals Z 1 (k) and Z 2 (k), as ##EQU4## where σ 1 (k) and σ 2 (k) are standard deviations of n 1 (k), n 2 (k) representing the noise in each channel at the time of each symbol time (k).
Claim 3
Dependent Claim
25 words
The apparatus of claim 1 wherein said first and second channels estimators provide estimates of said standard deviations σ 1 (k) and σ 2 (k).
Claim 4
Dependent Claim
18 words
The apparatus of claim 1 wherein said MLSE equalizer in forming said single estimate executes a Viterbi algorithm.
Claim 5
Dependent Claim
44 words
The apparatus of claim 3 wherein said Viterbi algorithm includes computing a branch metric for each symbol I(k) contained in said signals Z 1 (k) and Z 2 (k) in which standard deviations representing the noise in each channel are used as weighting functions.
Claim 6
Independent Claim
166 words
A method for processing modulated symbol data I(k) transmitted via a carrier signal over a communications channel subject to multipath fading, comprising: receiving said symbol data over first and second antennas within said communications channel; demodulating said symbol data received from each antenna to form first and second streams of symbol data, Z 1 (k) and Z 2 (k); estimating from said first and second streams of symbol data an amplitude and phase error function f 1 (n, k) and f 2 (n, k) for each of said first and second streams of symbol data; estimating said symbol data I(k) with MLSE equalizer using said streams of symbol data Z 1 (k) and Z 2 (k) and said error functions f 1 (n, k) and f 2 (n, k); wherein each of said streams of symbol data Z 1 (k) and Z 2 (k) can be expressed as: ##EQU5## wherein n 1 (k) and n 2 (k) represent the estimated uncorrelated noise in each received signal.
Claim 7
Independent Claim
166 words
A method for processing modulated symbol data I(k) transmitted via a carrier signal over a communications channel subject to multipath fading, comprising: receiving said symbol data over first and second antennas within said communications channel; demodulating said symbol data received from each antenna to form first and second streams of symbol data, Z 1 (k) and Z 2 (k); estimating from said first and second streams of symbol data an amplitude and phase error function f 1 (n, k) and f 2 (n, k) for each of said first and second streams of symbol data; estimating said symbol data I(k) with MLSE equalizer using said streams of symbol data Z 1 (k) and Z 2 (k) and said error functions f 1 (n, k) and f 2 (n, k); wherein each of said streams of symbol data Z 1 (k) and Z 2 (k) can be expressed as: ##EQU5## wherein n 1 (k) and n 2 (k) represent the estimated uncorrelated noise in each received signal.
Claim 8
Dependent Claim
41 words
The method for processing modulated symbol data according to claim 5 wherein said branch metric for said Viterbi algorithm is calculated as ##EQU6## where σ 1 (k) and σ 2 (k) are standard deviations of n 1 (k), n 2 (k).
Claim 9
Dependent Claim
22 words
The method according to claim 6 wherein said standard deviation of n 1 (k) and n 2 (k) are estimated as ##EQU7##
Claim 10
Dependent Claim
25 words
The method for processing modulated symbol data according to claim 5, wherein said step of estimating said symbol data I(k) comprises using a Viterbi algorithm.
Claim 11
Dependent Claim
46 words
The method for processing modulated symbol data according to claim 5, wherein said Viterbi algorithm comprises processing a branch metric from said streams of symbol data Z 1 (k) and Z 2 (k) and said error functions f 1 (n, k) and f 2 (n, k).
References Cited (Backward Citations)
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