MIMO-OFDM system and pre-coding and feedback method therein

• US 20070115799A1
• Filed: 01/05/2006
• Published: 05/24/2007
• Est. Priority Date: 10/18/2005
• Status: Active Grant

• Current Assignee: MediaTek, Inc.
• Original Assignee: Industrial Technology Research Institute
• Inventors: Ting, Pang-An, Chuang, Wei-Ping, Wen, Chao-Kai, Chen, Jiunn-Tsair
• Granted Patent: US 7,486,655 B2
• Time in Patent Office: Days
• US Class Current: 370/208
• CPC Class Codes: H04B 7/0417 Feedback systems
• CPC Class Codes: H04B 7/0626 Channel coefficients, e.g. channel state information [CSI]
• CPC Class Codes: H04L 1/0026 Transmission of channel quality indication
• CPC Class Codes: H04L 1/06 using space diversity
• CPC Class Codes: H04L 2025/03414 Multicarrier
• CPC Class Codes: H04L 2025/03426 transmission using multiple-input and multiple-output channels
• CPC Class Codes: H04L 25/0204 of multiple channels
• CPC Class Codes: H04L 25/0248 Eigen-space methods
• CPC Class Codes: H04L 25/03343 Arrangements at the transmitter end
• CPC Class Codes: H04L 27/2601 Multicarrier modulation systems

Abstract

The present invention provides an antenna-array-based multiple-input multiple-output orthogonal-frequency-division-multiplexing (MIMO-OFDM) system and a pre-coding and feedback method used in the same. The present invention uses QR decompositions of the MIMO channel matrixes to parameterize the channel state information (CSI) of every OFDM frequency band. In addition, the present invention feeds back the information related to θ and φ in the Givens rotation matrixes of the partial frequency bands and then uses an interpolation method to generate θ and φ in the Givens rotation matrixes of all the frequency bands, which further is able to represent the CSI of all the frequency bands. In this way, the present invention has advantages of low complexity and low feedback rate requirement.

Claims

1. An antenna-array-based multiple-input multiple-output orthogonal-frequency-division-multiplexing (MIMO-OFDM) system, comprising:

M_R receiving antennas;

M_R frequency band demodulators, coupled to the receiving antennas for demodulating the signals received by the receiving antennas, wherein each frequency band demodulator obtains tones of N different frequency bands;

a channel estimator &

feedback parameter generator, coupled to the frequency band demodulators and used for estimating the obtained channel state information (CSI) of the N different frequency bands according to the outputs from the frequency band demodulators and producing a feedback parameter according to the CSI;

N detectors, coupled to the frequency band demodulators and the channel estimator &

feedback parameter generator and used for conducting decoding on the outputs from the frequency band demodulators according to the CSI and obtaining N receiving data vectors, wherein a single detector receives the tones with a same frequency band output from all the frequency band demodulators;

a vector-coding matrix generator, used for producing N spatial vector-coding matrixes W(n) according to the feedback parameter, wherein when H(n) is a MIMO channel matrix of the n-th frequency band, the QR decomposition of H(n) is expressed by;

H(n)=R(n)Q*(n),

wherein R(n) is a lower triangular matrix with a dimension of M_R×

M_T, Q(n) is an orthonormal matrix with a dimension of M_T×

M_T and Q*(n) represents the complex conjugate transpose matrix of Q(n), and when Q(n)=[q₁(n) q₂(n) . . . q_MT(n)], q_m(n) represents the m-th column vector in the matrix Q(n), thus;

W(n)=[q₁(n)q₂(n) . . . q_M(n)];

N coders, coupled to the vector-coding matrix generator and used for receiving N transmission data vectors, wherein each transmission data vector has a dimension of M×

1, and according to the vector-coding matrixes, the coders conduct coding on the transmission data vectors and each coder outputs M_T tones with a same frequency band but different from the other coders;

M_T transmitting antennas; and

M_T frequency band modulators, coupled to the coders and the transmitting antennas and used for conducting modulations on the outputs from the coders, then outputting the modulated signals at the transmitting antennas, wherein each frequency band modulator receives the tones of different frequency bands output from all the coders,

wherein M_R, M_T, M, N, m and n are natural numbers and 0<

M≦

M_T, 0<

n≦

N.

2. The antenna-array-based MIMO-OFDM system as recited in claim 1, wherein the channel estimator &

feedback parameter generator, according to the CSI, uses Givens rotations on the MIMO channel matrixes H(n) to generate a plurality of Givens rotation matrixes G_p,q(θ

,φ

) and according to the θ and

φ

of the Givens rotation matrixes produces the feedback parameter.

3. The antenna-array-based MIMO-OFDM system as recited in claim 2, wherein the channel estimator &

feedback parameter generator according to the Givens rotation matrixes G_p,q(θ

,φ

) uses a delta modulation on θ and

φ

to produce the feedback parameters.

4. The antenna-array-based MIMO-OFDM system as recited in claim 3, wherein the channel estimator &

feedback parameter generator uses a delta modulation with a one-bit quantizer or a multi-bit quantizer on θ and

φ

to produce the feedback parameter.

5. The antenna-array-based MIMO-OFDM system as recited in claim 2, wherein the channel estimator &

feedback parameter generator according to the MIMO channel matrixes of a part of frequency bands, only generates the Givens rotation matrixes G_p,q(θ

,φ

) of the part of frequency bands and according to θ and

φ

of the Givens rotation matrixes of the part of frequency bands, further produces the feedback parameter.

6. The antenna-array-based MIMO-OFDM system as recited in claim 5, wherein the vector-coding matrix generator according to the feedback parameter, generates θ

(n) and φ

(n) of the part of the frequency bands and uses an interpolation method to generate θ

(n) and φ

(n) of all the frequency bands, to further produce the spatial vector-coding matrixes.

7. The antenna-array-based MIMO-OFDM system as recited in claim 1, wherein M_R<

M_T.

8. A feedback method used in the antenna-array-based multiple-input multiple-output orthogonal-frequency-division-multiplexing (MIMO-OFDM) system, wherein the system comprises M_R receiving antennas and M_T transmitting antennas;

the feedback method comprising;

demodulating the signals received by the M_R receiving antennas, wherein the signals received by each M_R receiving antenna can be demodulated to obtain tones of N different frequency bands;

according to the tones of all the different frequency bands, estimating the obtained channel state information (CSI) of the N different frequency bands;

dividing all the tones into N sets, wherein each set sequentially comprises M_R tones w with a same frequency band but obtained by different receiving antennas, and according to the CSI the tones of each set are detected and decoded to obtain N receiving data vectors; and

according to the CSI, producing and feeding back feedback parameter, wherein when H(n) is the MIMO channel matrix of the n-th frequency band, the QR decomposition of H(n) is expressed by;

H(n)=R(n)Q*(n),

wherein R(n) represents a lower triangular matrix with a dimension of M_R×

M_T, Q(n) represents an orthonormal matrix with a dimension of M_T×

M_T and Q*(n) represents the complex conjugate transpose matrix of Q(n);

when Q(n)=[q₁(n) q₂(n) . . . q_MT(n)], q_m(n) represents the m-th column vector in the matrix Q(n), and let the spatial vector-coding matrix W(n)=[q₁(n) q₂(n) . . . q_M(n)],

thus, a process that the tone of every same frequency band is detected and decoded to obtain all the receiving data vectors corresponds to the coding by using the spatial vector-coding matrixes W(n),

wherein M_R, M_T, M, N, m and n are natural numbers and 0<

M≦

M_T, 0<

n≦

N.

9. The feedback method used in the antenna-array-based MIMO-OFDM system as recited in claim 8, wherein the Givens rotations are used on the MIMO channel matrixes H(n) to generate a plurality of Givens rotation matrixes G_p,q(θ

,φ

), and according to θ and

φ

of the Givens rotation matrixes the feedback parameter is produced.

10. The feedback method used in the antenna-array-based MIMO-OFDM system as recited in claim 9, wherein a delta modulation is conducted on θ

and φ

in the Givens rotation matrixes G_p,q(θ

,φ

) to produce the feedback parameter.

11. The feedback method used in the antenna-array-based MIMO-OFDM system as recited in claim 10, wherein a delta modulation with a one-bit quantizer or a multi-bit quantizer is conducted on θ

and φ

to produce the feedback parameter.

12. The feedback method used in the antenna-array-based MIMO-OFDM system as recited in claim 9, wherein only according to the MIMO channel matrixes of a part of frequency bands, the Givens rotation matrixes G_p,q(θ

,φ

) of the part of frequency bands are generated, and according to θ and

φ

in the Givens rotation matrixes of the part of frequency bands, the feedback parameter is further produced.

13. A pre-coding method used in the antenna-array-based multiple-input multiple-output orthogonal-frequency-division-multiplexing (MIMO-OFDM) system, wherein the system comprises M_R receiving antennas and M_T transmitting antennas;

the pre-coding method comprising;

receiving a feedback parameter;

according to the feedback parameter, producing N spatial vector-coding matrixes, wherein let H(n) be the MIMO channel matrix of the n-th frequency band and the QR decomposition of H(n) is expressed by;

H(n)=R(n)Q*(n),

wherein R(n) represents a lower triangular matrix with a dimension of M_R×

M_T, Q(n) represents an orthonormal matrix with a dimension of M_T×

M_T and Q*(n) represents the complex conjugate transpose matrix of Q(n);

let Q(n)=[q₁(n) q₂(n) . . . q_MT(n)], wherein q_m(n) represents the m-th column vector in the matrix Q(n), thus;

W(n)=[q₁(n)q₂(n) . . . q_M(n)];

receiving N transmission data vectors, wherein each transmission data vector has a dimension of M×

1, according to the vector-coding matrixes, the transmission data vectors are coded and after coding each transmission data vector, M_T tones with a same frequency band are obtained, wherein the tones obtained from different transmission data vector have different frequency bands from each other; and

dividing all the tones into M_T sets, wherein each set comprises N tones with different frequency bands obtained from the different transmission data vectors, and after conducting modulations on the tones of every set, the modulated signals are output by the transmitting antennas,

wherein, M_R, M_T, M, N, m and n are natural numbers and 0<

M≦

M_T, 0<

n≦

N.

14. The pre-coding method used in the antenna-array-based MIMO-OFDM system as recited in claim 13, wherein according to the feedback parameter, a plurality of Givens rotation matrixes G_p,q(θ

,φ

) are generated and according to the Givens rotation matrixes G_p,q(θ

,φ

), N spatial vector-coding matrixes W(n) are further produced.

15. The pre-coding method used in the antenna-array-based MIMO-OFDM system as recited in claim 14, wherein a delta modulation is conducted on θ

and φ

in the Givens rotation matrixes G_p,q(θ

,φ

) to produce feedback parameter.

16. The pre-coding method used in the antenna-array-based MIMO-OFDM system as recited in claim 15, wherein a delta modulation with a one-bit quantizer or a multi-bit quantizer is conducted on θ

and φ

to produce feedback parameter.

17. The pre-coding method used in the antenna-array-based MIMO-OFDM system as recited in claim 14, wherein according to the feedback parameter, θ

(n) and φ

(n) of only partial frequency bands are generated and then an interpolation method is used to generate θ

(n) and φ

(n) of all the frequency bands and to further produce the spatial vector-coding matrixes.