Apparatus and method for correcting signal imbalances using complex multiplication

• US 7,069,284 B2
• Filed: 09/17/2001
• Issued: 06/27/2006
• Est. Priority Date: 09/17/2001
• Status: Expired due to Term

• Current Assignee: ARRIS Enterprises LLC (CommScope Holding Company, Inc.)
• Original Assignee: Digeo Incorporated (CommScope Holding Company, Inc.)
• Inventors: Peting, Mark
• Primary Examiner(s): Ngo, Chuong D.
• Application Number:
  US09/955,569
• Publication Number:
  US 20030135532A1
• Time in Patent Office: 1,744 Days
• Field of Search: 708/300, 708/321, 375/235, 324/76.78
• US Class Current: 708/300
• CPC Class Codes: H04L 1/0054 Maximum-likelihood or sequential decoding, e.g. Viterbi, Fano, ZJ algorithms
• CPC Class Codes: H04L 1/0057 Block codes H04L1/0061, H04L1/0064 take precedence
• CPC Class Codes: H04L 1/0059 Convolutional codes
• CPC Class Codes: H04L 1/0065 Serial concatenated codes
• CPC Class Codes: H04L 1/0069 Puncturing patterns
• CPC Class Codes: H04L 27/3863 Compensation for quadrature error in the received signal
• CPC Class Codes: H04L 27/3872 Compensation for phase rotation in the demodulated signal

Abstract

A complex multiplier is described for filtering a signal in the frequency domain. In one embodiment, additional, independent frequency coefficients are supplied by the complex multiplier so that gain and/or phase of the signal may be independently modified (i.e., gain may be modified without affecting phase and vice-versa).

Claims

1. A complex multiplier for adjusting phase and/or gain imbalances in a digital signal comprising:

a first set of multiplication units to multiply an in-phase (“

I”

) component of said signal by a first set of coefficients; and

a second set of multiplication units to multiply a quadrature (“

Q”

) component of said signal by a second set of coefficients,

wherein said I and Q components are transmitted from an output of a fast-Fourier transform (“

FET”

) module, and

wherein each of said coefficients in said first set and said second set are independently modifiable,

and further comprising at least two adders, each adder arranged to sum an output of the first set of multiplication units together with an output of the second set of multiplication units produce an output result that is a linear function of both the I and Q components.

2. The complex multiplier as in claim 1 further comprising:

phase compensation logic to detect a phase imbalance in said signal and to modify one or more of said coefficients to correct said phase imbalance.

3. The complex multiplier as in claim 1 further comprising:

gain compensation logic to detect a gain imbalance in said signal and to modify one or more of said coefficients to correct said gain imbalance.

4. A complex multiplier for adjusting phase and/or gain imbalances in a signal comprising:

a first set of multiplication units to multiply an in-phase (“

In”

) component of said signal by a first set of coefficients; and

a second set of multiplication units to multiply a quadrature (“

Q”

) component of said signal by a second set of coefficients,

wherein each of said coefficients in said first set and said second set are independently modifiable and wherein said I and Q components are transmitted from an output of a fast-Fourier transform (“

FFT”

) module.

5. The complex multiplier as in claim 4 further comprising:

one or more adders for summing the products of said coefficients and said I and Q components.

6. The complex multiplier as in claim 5 wherein said products are transmitted to en inverse FFT module.

7. A method for adjusting amplitude and/or phase imbalances in a digital complex signal comprising:

providing one or more independently-adjustable coefficients; and

modifying the components I and Q of the complex signal by multiplying each of them with said independently-adjustable coefficients associated with said signal,

wherein said coefficients are frequency coefficients and said multiplication is performed after a fast-Fourier transform (“

FET”

) is performed on said signal.

8. The method as in claim 7 further comprising:

adding products of each of said multiplications to produce a sum of said products.

9. The method as in claim 8 further comprising:

performing an inverse FFT on said sum of said products.

10. A complex multiplier comprising:

means for multiplying an in-phase (“

I”

) component of said signal by a first set of coefficients;

means for multiplying a quadrature (“

Q”

) component of said signal by a second set of coefficients; and

wherein each of said coefficients in said first set and said second set are independently modifiable and further comprising at least two adder means, each adder means for summing an output of the first multiplier means together with an output of the second multiplier means to produce a signal output that is a linear function of both the I and Q components, and

wherein said I and Q components are transmitted from an output of a fast-Fourier transform (“

FFT”

) module.

11. The complex multiplier as in claim 10 including:

phase compensation logic to detect a phase imbalance in said signal and to modify one or more of said coefficients to correct said phase imbalance.

12. The complex multiplier as in claim 10 including:

gain compensation logic to detect a gain imbalance in said signal and to modify one or more of said coefficients to correct said gain imbalance.

13. The complex multiplier as in claim 10 wherein said signal output is transmitted to an inverse FFT module.

14. A method for adjusting amplitude and/or phase imbalances in a digital complex signal comprising:

providing one or more independently-adjustable coefficients; and

modifying the components I and Q of the complex signal by multiplying each of them with said independently-adjustable coefficients associated with said signal;

adding products of each of said multiplications to produce a sum of said products; and

performing an inverse FFT on said sum of said sum products.