IP Library Granted Patent US 7,164,327
Granted Patent B2
US 7,164,327 · App. 10/893,623 · Granted Jan 16, 2007

Compensation of the IQ phase asymmetry in quadrature modulation and demodulation methods

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Quick Facts
Patent No.
US 7,164,327
App. No.
10/893,623
Granted
Jan 16, 2007
Kind
B2
Abstract

A simplified compensation matrix is set up for the compensation of phase errors between the I and the Q component in data transmission systems with quadrature modulation or demodulation. This simplified compensation matrix permits a previously determined phase error Δφ to be used as the basis for replacing two of the multipliers required in the conventional circuit configurations by relatively simple shift registers ( 4, 5 ) for a multiplication by 1 or by a constant.

Claims (120)

1. A method for the compensation of the phase asymmetry between the inphase (I) and the quadrature (Q) components in the case of quadrature modulation or demodulation, comprising the steps of:

determining the phase error Δφ between the uncompensated I and Q components,

obtaining a compensated I component by subtracting from the I component, which is uncompensated, unaltered or multiplied by a constant, the product of the Q component and an error term which is proportional to tan(Δφ/2), and

obtaining a compensated Q component by subtracting from the Q component, which is uncompensated, unaltered or multiplied by a constant, the product of the I component and the error term.

2. The method according to claim 1 , wherein

the error term is equal to tan(Δφ/2)×2 N , wherein N being a natural number, and

the uncompensated I component is multiplied by 2 N when calculating the compensated I component, and

the uncompensated Q component is multiplied by 2 N when calculating the compensated Q component.

3. The method according to claim 1 , wherein

to calculate a vector of the compensated components, a vector of the uncompensated components is multiplied by the compensation matrix

[

1

-

tan

(

Δ

φ

2

)

-

tan

(

Δ

φ

2

)

1

]

.

4. The method according to claim 1 , wherein

a plurality of iterations of the method are passed through,

the number of the iterations being prescribed, or

iterations are passed through until the phase error undershoots a prescribed limit.

5. The method according to claim 1 , wherein

the method is used in a radio signal receiver with an analogue quadrature stage, in particular a directly mixing radio signal receiver.

6. The method according to claim 1 , wherein

the method is used in a radio signal receiver in which a quadrature modulation method is employed.

7. A device for the compensation of the phase asymmetry between the inphase (I) and the quadrature (Q) components in the case of quadrature modulation or demodulation, comprising:

two inputs for uncompensated I and Q components and two outputs for compensated I and Q components,

a calculation unit for calculating an phase error Δφ from the compensated or the uncompensated I and Q components and outputting an error term,

a first multiplier, connected to the calculation unit, for the multiplication of the uncompensated Q component by the error term, generating a first multiplication value,

a second multiplier, connected to the calculation unit, for the multiplication of the uncompensated I component by the error term, generating a second multiplication value,

a first adder, which can be fed the uncompensated I component, which is unaltered or multiplied by a constant, and which adder is fed with the first multiplication value, and

a second adder, which can be fed the uncompensated Q component, which is unaltered or multiplied by a constant, and which adder is fed with the second multiplication value wherein

the error term is equal to tan(Δφ/2)×2 N , and the device further comprises:

a third multiplier for a multiplication of the I component by the factor 2 N before feeding to the first adder, and

a fourth multiplier for a multiplication of the Q component by the factor 2 N before feeding to the second adder.

8. The device according to claim 7 , wherein

the third and/or the fourth multiplier are formed by shift registers which are driven in such a way that bit words fed are shifted by N bit positions in the direction of the most significant bit position.

9. The device according to claim 7 , further comprising:

a third adder following the first adder for adding a constant and a first divider following the third adder for dividing an output of the third adder by a factor 2 N , and

a fourth adder following the second adder for adding a constant and a second divider following the fourth adder for dividing an output of the fourth adder by a factor 2 N .

10. The device according to claim 9 , wherein

the first and/or the second divider are formed by shift registers which are driven in such a way that bit words fed are shifted by N bit positions in the direction of the least significant bit position.

11. A method for the compensation of the phase asymmetry between the inphase (I) and the quadrature (Q) components in the case of quadrature modulation or demodulation, comprising the steps of:

determining the phase error Δφ between the uncompensated I and Q components,

obtaining a compensated I component by subtracting from the I component, which is uncompensated, unaltered or multiplied by a constant, the product of the Q component and an error term dependent on the phase error Δφ, and

obtaining a compensated Q component by subtracting from the Q component, which is uncompensated, unaltered or multiplied by a constant, the product of the I component and the error term, wherein

to calculate a vector of the compensated components, a vector of the uncompensated components is multiplied by the compensation matrix

[

1

-

tan

(

Δ

φ

2

)

-

tan

(

Δ

φ

2

)

1

]

.

12. The method according to claim 11 , wherein

a plurality of iterations of the method are passed through,

the number of the iterations being prescribed, or

iterations are passed through until the phase error undershoots a prescribed limit.

13. The method according to claim 11 , wherein

the method is used in a radio signal receiver with an analogue quadrature stage, in particular a directly mixing radio signal receiver.

14. The method according to claim 11 , wherein

the method is used in a radio signal receiver in which a quadrature modulation method is employed.

15. A method for the compensation of the phase asymmetry between the inphase (I) and the quadrature (Q) components in the case of quadrature modulation or demodulation, comprising the steps of:

determining the phase error Δφ between the uncompensated I and Q components,

obtaining a compensated I component by subtracting from the I component, which is uncompensated, unaltered or multiplied by a constant, the product of the Q component and an error term dependent on the phase error Δφ, and

obtaining a compensated Q component by subtracting from the Q component, which is uncompensated, unaltered or multiplied by a constant, the product of the I component and the error term, wherein

a plurality of iterations of the method are passed through, wherein the number of the iterations is prescribed, or iterations are passed through until the phase error undershoots a prescribed limit.

16. The method according to claim 15 , wherein

the error term is proportional to tan(Δφ/2).

17. The method according to claim 16 , wherein

the error term is equal to tan(Δφ/2)×2 N , wherein N being a natural number, and

the uncompensated I component is multiplied by 2 N when calculating the compensated I component, and

the uncompensated Q component is multiplied by 2 N when calculating the compensated Q component.

18. A method for the compensation of the phase asymmetry between the inphase (I) and the quadrature (Q) components in the case of quadrature modulation or demodulation, comprising the steps of:

determining the phase error Δφ between the uncompensated I and Q components,

obtaining a compensated I component by subtracting from the I component, which is uncompensated, unaltered or multiplied by a constant, the product of the Q component and an error term dependent on the phase error Δφ, and

obtaining a compensated Q component by subtracting from the Q component, which is uncompensated, unaltered or multiplied by a constant, the product of the I component and the error term, wherein

the method is used in a radio signal receiver with an analogue quadrature stage, in particular a directly mixing radio signal receiver or in a radio signal receiver in which a quadrature modulation method is employed.

19. The method according to claim 18 , wherein

the error term is proportional to tan(Δφ/2).

20. The method according to claim 19 , wherein

the error term is equal to tan(Δφ/2)×2 N , wherein N being a natural number, and

the uncompensated I component is multiplied by 2 N when calculating the compensated I component, and

the uncompensated Q component is multiplied by 2 N when calculating the compensated Q component.

Assignments (5)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Aug 29, 2022
From: INTEL DEUTSCHLAND GMBH
To: INTEL CORPORATION
Reel/Frame 061356/0001 →
CHANGE OF NAME Recorded Nov 6, 2015
From: INTEL MOBILE COMMUNICATIONS GMBH
To: INTEL DEUTSCHLAND GMBH
Reel/Frame 037057/0061 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jan 19, 2012
From: INTEL MOBILE COMMUNICATIONS TECHNOLOGY GMBH
To: INTEL MOBILE COMMUNICATIONS GMBH
Reel/Frame 027556/0709 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jan 18, 2012
From: INFINEON TECHNOLOGIES AG
To: INTEL MOBILE COMMUNICATIONS TECHNOLOGY GMBH
Reel/Frame 027548/0623 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jul 16, 2004
From: MARSILI, STEFANO
To: INFINEON TECHNOLOGIES AG
Reel/Frame 015590/0825 →