IP Library Granted Patent US 9,444,532
Granted Patent B1
US 9,444,532 · App. 14/628,382 · Granted Sep 13, 2016

Wideband transceiver for antenna array

Inventors: Akbar M. Sayeed (Madison, WI); John H. Brady (Madison, WI)
Assignee: Wisconsin Alumni Research Foundation
H04B7/043H04B7/0456
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Quick Facts
Patent No.
US 9,444,532
App. No.
14/628,382
Granted
Sep 13, 2016
Kind
B1
Abstract

Beam measurement values are computed by transforming a signal to a beamspace representation using a beamforming matrix that includes a plurality of columns that define a plurality of beams. A second plurality of beams is selected from the plurality of beams based on a power captured by each beam derived from the computed beam measurement values. For each beam of the second plurality of beams as a first beam, a spatial phase shift component and a temporal delay component is computed based on the fixed spatial angle associated with the first beam and a carrier frequency, a filter is defined using the spatial phase shift component and the temporal delay component, a beam measurement value associated with the first beam from the computed beam measurement values is selected, and the defined filter is applied to the selected beam measurement value to define a filtered value.

Claims (248)

1. A method of processing a communication signal, the method comprising:

receiving a signal by a plurality of antennas;

computing, by a processor, a plurality of beam measurement values by transforming the signal received from each antenna of the plurality of antennas to a beamspace representation using a beamforming matrix, wherein the beamforming matrix includes a plurality of columns, wherein each column of the plurality of columns defines a steering vector for a beam that corresponds to a fixed spatial angle relative to a boresight vector extending from the plurality of antennas, wherein the plurality of columns thereby define a plurality of beams;

selecting, by the processor, a second plurality of beams from the defined plurality of beams based on a power captured by each beam of the plurality of beams that is derived from the computed plurality of beam measurement values;

for each beam of the selected second plurality of beams as a first beam,

computing, by the processor, a spatial phase shift component based on the fixed spatial angle defined for the first beam and a carrier frequency;

computing, by the processor, a temporal delay component based on the fixed spatial angle defined for the first beam and the carrier frequency;

defining, by the processor, a filter using the computed spatial phase shift component and the computed temporal delay component;

selecting, by the processor, a beam measurement value associated with the first beam from the computed plurality of beam measurement values; and

applying, by the processor, the defined filter to the selected beam measurement value to define a filtered value; and

combining the defined filtered values to extract information contained in the received signal.

2. The method of claim 1 , wherein the second plurality of beams includes at least three beams.

3. The method of claim 1 , wherein the second plurality of beams are selected using ={iεI(M):σ i 2 ≧γ}, where M is a number of the plurality of antennas, σ i 2 is a channel power captured by an i th beam of the plurality of beams and γ is a pre-defined threshold.

4. The method of claim 1 , wherein the second plurality of beams are selected based on an angle of a transmitter of the signal relative to the boresight vector.

5. The method of claim 1 , wherein the second plurality of beams are selected as Δ ch =Mα|θ o |, where Δ ch is a number of the second plurality of beams, M is a number of the plurality of antennas, α is a fractional bandwidth of the received signal, and

θ

o

=

d

λ

c

sin

(

ϕ

o

)

,

where d is a spatial distance between adjacent antennas of the plurality of antennas, λ c is a wavelength at the carrier frequency, and φ o is an angle of a transmitter of the signal relative to the boresight vector.

6. The method of claim 1 , wherein the spatial phase shift component is computed using e j2πk(θ o −iΔθ) , where k is an antenna index value,

θ

o

=

d

λ

c

sin

(

ϕ

o

)

,

where d is a spatial distance between adjacent antennas of the plurality of antennas, λ c is a wavelength at the carrier frequency, φ o is an angle of a transmitter of the signal relative to the boresight vector, i is a beam index value to the first beam, and Δθ=1/M, where M is a number of the plurality of antennas.

7. The method of claim 6 , wherein the temporal delay component is computed as

τ

k

=

k

θ

o

f

c

,

where f c is the carrier frequency.

8. The method of claim 7 , wherein the filter is defined using

1

M

k

I

(

M

)

j2π

k

(

θ

o

-

i

Δθ

)

W

sin

c

(

W

(

t

+

τ

k

)

)

,

where W is a bandwidth of the signal and t is a time.

9. A receiver comprising:

a plurality of antennas configured to receive a signal; and

a processor configured to

compute a plurality of beam measurement values by transforming the signal received from each antenna of the plurality of antennas to a beamspace representation using a beamforming matrix, wherein the beamforming matrix includes a plurality of columns, wherein each column of the plurality of columns defines a steering vector for a beam that corresponds to a fixed spatial angle relative to a boresight vector extending from the plurality of antennas, wherein the plurality of columns thereby define a plurality of beams;

select a second plurality of beams from the defined plurality of beams based on a power captured by each beam of the plurality of beams that is derived from the computed plurality of beam measurement values;

for each beam of the selected second plurality of beams as a first beam,

compute a spatial phase shift component based on the fixed spatial angle defined for the first beam and a carrier frequency;

compute a temporal delay component based on the fixed spatial angle defined for the first beam and the carrier frequency;

define a filter using the computed spatial phase shift component and the computed temporal delay component;

select a beam measurement value associated with the first beam from the computed plurality of beam measurement values; and

apply the defined filter to the selected beam measurement value to define a filtered value; and

combine the defined filtered values to extract information contained in the received signal.

10. The receiver of claim 9 , wherein the second plurality of beams includes at least three beams.

11. The receiver of claim 9 , wherein the second plurality of beams are selected using ={iεI(M):σ i 2 ≧γ}, where M is a number of the plurality of antennas, σ i 2 is a channel power captured by an i th beam of the plurality of beams and γ is a pre-defined threshold.

12. The receiver of claim 9 , wherein the second plurality of beams are selected based on an angle of a transmitter of the signal relative to the boresight vector.

13. The receiver of claim 9 , wherein the second plurality of beams are selected as Δ ch =Mα|θ o |, where Δ ch is a number of the second plurality of beams, M is a number of the plurality of antennas, α is a fractional bandwidth of the received signal, and

θ

o

=

d

λ

c

sin

(

ϕ

o

)

,

where d is a spatial distance between adjacent antennas of the plurality of antennas, λ c is a wavelength at the carrier frequency, and φ o is an angle of a transmitter of the signal relative to the boresight vector.

14. The receiver of claim 9 , wherein the spatial phase shift component is computed using e j2πk(θ o −iΔθ) , where k is an antenna index value,

θ

o

=

d

λ

c

sin

(

ϕ

o

)

,

where d is a spatial distance between adjacent antennas of the plurality of antennas, λ c is a wavelength at the carrier frequency, φ o is an angle of a transmitter of the signal relative to the boresight vector, i is a beam index value to the first beam, and Δθ=1/M, where M is a number of the plurality of antennas.

15. The receiver of claim 14 , wherein the temporal delay component is computed as

τ

k

=

k

θ

o

f

c

,

where f c is the carrier frequency.

16. The receiver of claim 15 , wherein the filter is defined using

1

M

k

I

(

M

)

j2π

k

(

θ

o

-

i

Δθ

)

W

sin

c

(

W

(

t

+

τ

k

)

)

,

where W is a bandwidth of the signal and t is a time.

17. A transmitter comprising:

a plurality of antennas configured to receive a first signal and to transmit a second signal; and

a processor configured to

compute a plurality of beam measurement values by transforming the first signal to a beamspace representation using a beamforming matrix, wherein the beamforming matrix includes a plurality of columns, wherein each column of the plurality of columns defines a steering vector for a beam that corresponds to a fixed spatial angle relative to a boresight vector extending from the plurality of antennas, wherein the plurality of columns thereby define a plurality of beams;

select a second plurality of beams from the defined plurality of beams based on a power captured by each beam of the plurality of beams that is derived from the computed plurality of beam measurement values;

for each beam of the selected second plurality of beams as a first beam,

compute a spatial phase shift component based on the fixed spatial angle defined for the first beam and a carrier frequency;

compute a temporal delay component based on the fixed spatial angle defined for the first beam and the carrier frequency; and

define a filter using the computed spatial phase shift component and the computed temporal delay component;

filter a transmit signal through each of the defined filters; and

provide the filtered transmit signal to the beamforming matrix as part of forming the second signal.

18. The transmitter of claim 17 , wherein the second plurality of beams are selected as Δ ch =Mα|θ o |, where Δ ch is a number of the second plurality of beams, M is a number of the plurality of antennas, α is a fractional bandwidth of the received signal, and

θ

o

=

d

λ

c

sin

(

ϕ

o

)

,

where d is a spatial distance between adjacent antennas of the plurality of antennas, λ c is a wavelength at the carrier frequency, and φ o is an angle of a transmitter of the signal relative to the boresight vector.

19. The transmitter of claim 17 , wherein the second plurality of beams are selected using ={iεI(M):σ i 2 ≧γ}, where M is a number of the plurality of antennas, σ i 2 is a channel power captured by an i th beam of the plurality of beams and γ is a pre-defined threshold.

20. The transmitter of claim 17 , wherein the beamforming matrix is implemented as a lens, wherein the filtered signal is provided to the lens by radiating the filtered signal from the plurality of antennas.

Assignments (2)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jul 8, 2016
From: BRADY, JOHN; SAYEED, AKBAR
To: WISCONSIN ALUMNI RESEARCH FOUNDATION
Reel/Frame 039292/0632 →
CONFIRMATORY LICENSE Recorded Mar 11, 2015
From: UNIVERSITY OF WISCONSIN, MADISON
To: NATIONAL SCIENCE FOUNDATION
Reel/Frame 035181/0991 →