Complex signal processing circuit, receiver circuit, and signal reproduction device

This is a continuation of PCT International Application PCT/JP2009/000415 filed on Feb. 3, 2009, which claims priority to Japanese Patent Application No. 2008-249016 filed on Sep. 26, 2008. The disclosures of these applications including the specifications, the drawings, and the claims are hereby incorporated by reference in their entirety.

The technology disclosed herein refers to complex signal processing circuits which process a complex signal including an in-phase signal and a quadrature signal, and more particularly, to techniques of improving the accuracy of correction of a quadrature error and an amplitude error between an in-phase signal and a quadrature signal in complex signal processing circuits including an analog complex filter.

Conventionally, in the field of wireless communication, there is a technique called low-IF reception in which a radio frequency signal (RF signal) is downconverted into an intermediate frequency signal (IF signal) having a frequency in the vicinity of a baseband. In the low-IF reception, the IF signal has the reduced frequency and therefore the number of parts can be reduced, whereby the integration density of a receiver system can be increased, compared to a standard superheterodyne technique.

FIG. 8 shows a configuration of a conventional low-IF receiver circuit. A quadrature detector 93 multiplies a radio frequency signal RF which has been passed through a low-noise amplifier (LNA) 91 by a local signal LOi output from a local oscillator (LO) 92 to output an in-phase signal I 90 , and multiplies the radio frequency signal RF by a local signal LOq to output a quadrature signal Q 90 . Thus, the radio frequency signal RF is converted into an intermediate frequency signal (an analog complex signal (I 90 +jQ 90 ) including the in-phase signal I 90 and the quadrature signal Q 90 ). Note that “j” is the imaginary unit. Note that, in the description that follows, a complex signal including an in-phase signal Ix and a quadrature signal Qx is represented as (Ix+jQx).

The radio frequency signal RF may contain an image component. The frequency of the image component and the frequency of a target component are located on the frequency axis at positions symmetrical with respect to the frequency of the local signal LOi. Therefore, the image component and the target component are mixed together due to frequency conversion performed by the quadrature detector 93 , so that the image component can no longer be separated from the target component. Therefore, the image component needs to have been sufficiently attenuated in the analog complex signal (I 90 +jQ 90 ). Such a technique of rejecting the image component is described in Japanese Patent Publication No. 2003-283354 etc.

Analog-to-digital converters (ADCs) 94 i and 94 q each convert the in-phase signal I 90 and the quadrature signal Q 90 into digital signals, i.e., an in-phase signal I 92 and a quadrature signal Q 92 , respectively. An IQ imbalance correction circuit (IQ) 95 corrects a quadrature error and an amplitude error (IQ imbalance) between the in-phase signal I 92 and the quadrature signal Q 92 , and outputs the results as an in-phase signal I 93 and a quadrature signal Q 93 . A digital complex filter (DCF) 96 applies a complex operation to the in-phase signal I 93 and the quadrature signal Q 93 output from the IQ imbalance correction circuit 95 in order to reject the image component of the digital complex signal (I 93 +jQ 93 ), and outputs the results as an in-phase signal I 94 and a quadrature signal Q 94 , respectively. A digital signal processing circuit (DSP) 97 demodulates data based on the output of the digital complex filter 96 .

By thus correcting the IQ imbalance using the IQ imbalance correction circuit 95 , the image rejection ratio of the digital complex filter 96 can be improved. Such an IQ imbalance correction technique is described in Japanese Patent Publication Nos. H10-56484 and 2003-309612, etc.

When, however, an image rejection ratio desired for the analog complex signal (I 90 +jQ 90 ) (i.e., the difference in image component signal level between the analog complex signal (I 90 +jQ 90 ) and the digital complex signal (I 94 +jQ 94 )) is larger than the input range (i.e., the difference between the maximum input level and the noise level) of the analog-to-digital converters 94 i and 94 q , the analog-to-digital converters 94 i and 94 q cannot accurately convert the analog complex signal (I 90 +jQ 90 ).

As shown in FIG. 9 , therefore, an analog complex filter 90 for attenuating the image component of the analog complex signal (I 90 +jQ 90 ) is provided at a stage preceding the analog-to-digital converters 94 i and 94 q . The analog complex filter 90 combines the in-phase signal I 90 and the quadrature signal Q 90 to output an in-phase signal I 91 and a quadrature signal Q 91 .

In the conventional receiver circuit of FIG. 9 , however, the in-phase signal I 91 and the quadrature signal Q 91 output from the analog complex filter 90 each contain an unnecessary component. Specifically, the analog complex signal (I 91 +jQ 91 ) is defined as

( I ⁢ ⁢ 91 + j ⁢ ⁢ Q ⁢ ⁢ 91 ) = ⁢ ( I ⁢ ⁢ 90 + j ⁢ ⁢ Q ⁢ ⁢ 90 ) × ( H ⁢ ⁢ 91 ⁢ ( s ) + j ⁢ ⁢ H ⁢ ⁢ 92 ⁢ ( s ) ) = ⁢ ( H ⁢ ⁢ 91 ⁢ ( s ) ⁢ I ⁢ ⁢ 90 - H ⁢ ⁢ 92 ⁢ ( s ) ⁢ Q ⁢ ⁢ 90 ) + j ⁡ ( H ⁢ ⁢ 92 ⁢ ( s ) ⁢ I ⁢ ⁢ 90 + H ⁢ ⁢ 91 ⁢ ( s ) ⁢ Q ⁢ ⁢ 90 )

where (H 91 ( s )+jH 92 ( s )) is the transfer function of the analog complex filter 90 .

Thus, the in-phase signal I 91 and the quadrature signal Q 91 are

I 91= H 91( s ) I 90− H 92( s ) Q 90

Q 91 =H 92( s ) I 90+ H 91( s ) Q 90.

Thus, the in-phase signal I 91 contains an in-phase component (a component corresponding to the in-phase signal I 90 ) and, in addition, a quadrature component (a component corresponding to the quadrature signal Q 90 ). Similarly, the quadrature signal Q 91 contains a quadrature component, and in addition, an in-phase component. Therefore, the IQ imbalance correction circuit 95 cannot accurately correct the quadrature error and the amplitude error (IQ imbalance) between the in-phase signal I 92 and the quadrature signal Q 92 . Because the IQ imbalance cannot be accurately corrected, it is difficult to improve the image rejection ratio of the digital complex filter 96 .

The present disclosure describes implementations of a technique of improving the accuracy of correction of the IQ imbalance in a complex signal processing circuit including an analog complex filter.

An example complex signal processing circuit for processing an analog complex signal including an in-phase signal and a quadrature signal, includes an analog complex filter configured to combine the in-phase signal with the quadrature signal and output the resultant signal as a first analog signal, and combine the quadrature signal with the in-phase signal and output the resultant signal as a second analog signal, to attenuate an image component contained in the analog complex signal, an analog-to-digital converter configured to convert the first and second analog signals into first and second digital signals, a first digital complex filter configured to apply a complex operation to the first and second digital signals to attenuate a component corresponding to the quadrature signal of the first digital signal and output the resultant signal as a third digital signal, and attenuate a component corresponding to the in-phase signal of the second digital signal and output the resultant signal as a fourth digital signal, and an IQ imbalance correction circuit configured to correct a quadrature error and an amplitude error between the third and fourth digital signals. In the complex signal processing circuit, the first digital complex filter attenuates an unnecessary component in each of the first and second digital signals, whereby the IQ imbalance correction circuit can accurately correct a quadrature error and an amplitude error between the third and fourth digital signals.

The complex signal processing circuit preferably further includes a second digital complex filter configured to reject an image component contained in a digital complex signal including the third and fourth digital signals corrected by the IQ imbalance correction circuit. In the complex signal processing circuit, the IQ imbalance between the third and fourth digital signals can be accurately corrected, whereby the image rejection ratio of the second digital complex filter can be improved.

In the complex signal processing circuit, it is preferable that

| H 1( s ) H 4( z )+ H 2( s ) H 3( z )|<| H 2( s )|, and

| H 1( s ) H 4( z )+ H 2( s ) H 3( z )|<| H 1( s ) H 3( z )− H 2( s ) H 4( z )|

where (H 1 ( s )+jH 2 ( s )) is an analog transfer function of the analog complex filter, (H 3 ( z )+jH 4 ( z )) is an digital transfer function of the first digital complex filter, and j is the imaginary unit.

In this case, a quadrature component contained in the third digital signal can be caused to be smaller than a quadrature component contained in the first digital signal, and an in-phase component contained in the fourth digital signal can be caused to be smaller than an in-phase component contained in the second digital signal.

Moreover, it is preferable that H 1 ( s )H 4 ( z )+H 2 ( s )H 3 ( z )=0. In this case, the quadrature component contained in the third digital signal and the in-phase component contained in the fourth digital signal can be minimized.

FIG. 1 is a diagram showing an example configuration of a receiver circuit according to a first embodiment.

FIG. 2A is a diagram showing an example internal configuration of an analog complex filter shown in FIG. 1 .

FIG. 2B is a diagram showing an example internal configuration of a digital complex filter shown in FIG. 1 .

FIGS. 3A-3C are diagrams for describing operation of a complex signal processing circuit shown in FIG. 1 .

FIG. 4 is a diagram showing an example configuration of a receiver circuit according to a second embodiment.

FIG. 5 is a diagram showing an example configuration of a receiver circuit according to a third embodiment.

FIG. 6 is a diagram for describing a process performed by a deviation correction filter shown in FIG. 5 .

FIG. 7 is a diagram showing an example configuration of a signal reproduction device including the receiver circuit of FIG. 1 .

FIG. 8 is a diagram showing a configuration of a conventional receiver circuit.

FIG. 9 is a diagram showing a configuration of a conventional receiver circuit including an analog complex filter.

Embodiments of the present disclosure will be described in detail hereinafter with reference to the accompanying drawings. In the drawings, similar reference characters refer to the same or similar elements, and the explanation thereof will be omitted.

(First Embodiment)

FIG. 1 shows an example configuration of a receiver circuit according to a first embodiment. The receiver circuit 1 demodulates data (e.g., video data, audio data, etc.) from a radio frequency signal RF. Examples of the receiver circuit 1 include a radio tuner, a digital television tuner, etc. The receiver circuit 1 includes a low-noise amplifier (LNA) 11 , a local oscillator (LO) 12 , a quadrature detector 13 , a complex signal processing circuit 10 , and a digital signal processing circuit (DSP) 14 . Note that, here, it is assumed that the receiver circuit 1 is a low-IF receiver.

The low-noise amplifier 11 amplifies a radio frequency signal RF received by an antenna. The local oscillator 12 outputs a local signal LOi. The frequency of the local signal LOi is lower than that of the radio frequency signal RF. The quadrature detector 13 multiplies the radio frequency signal RF amplified by the low-noise amplifier 11 by the local signal LOi to output an in-phase signal I 0 , and multiplies the radio frequency signal RF by a local signal LOq (a signal which is out of phase with the local signal LOi by π/2) to output a quadrature signal Q 0 . For example, the quadrature detector 13 includes a phase shifter 110 which delays the local signal LOi by (π/2) to output the result as the local signal LOq, a mixer (MIX) 111 i which multiplies the radio frequency signal RF by the local signal LOi, and a mixer 111 q which multiplies the radio frequency signal RF by the local signal LOq. Thus, the radio frequency signal RF is converted into an intermediate frequency signal (an analog complex signal (I 0 +jQ 0 )) including the in-phase signal I 0 and the quadrature signal Q 0 ).

The complex signal processing circuit 10 processes the analog complex signal (I 0 +jQ 0 ) output from the quadrature detector 13 to output a digital complex signal (I 5 +jQ 5 ). The digital signal processing circuit 14 demodulates data based on the digital complex signal (I 5 +jQ 5 ) output from the complex signal processing circuit 10 .

[Complex Signal Processing Circuit]

The complex signal processing circuit 10 includes an analog complex filter (ACF) 101 , analog-to-digital converters (ADCs) 102 i and 102 q , a digital complex filter (DCF) 103 , an IQ imbalance correction circuit (IQ) 104 , and a digital complex filter 105 .

In order to attenuate the image component of the analog complex signal (I 0 +jQ 0 ), the analog complex filter 101 combines the in-phase signal I 0 with the quadrature signal Q 0 and outputs the result as an in-phase signal I 1 , and combines the quadrature signal Q 0 with the in-phase signal I 0 and outputs the result as a quadrature signal Q 1 . For example, as shown in FIG. 2A , the analog complex filter 101 includes transconductance amplifiers T 1 , T 2 , and T 3 having a positive transconductance, a transconductance amplifier T 4 having a negative transconductance, and capacitors C 1 and C 2 .

The analog-to-digital converter 102 i converts the in-phase signal I 1 into a digital signal (in-phase signal I 2 ). The analog-to-digital converter 102 q converts the quadrature signal Q 1 into a digital signal (quadrature signal Q 2 ).

The digital complex filter 103 applies a complex operation to the in-phase signal I 2 and the quadrature signal Q 2 , and outputs the results of the operation as an in-phase signal I 3 and a quadrature signal Q 3 . For example, as shown in FIG. 2B , the digital complex filter 103 includes digital filters DF 1 , DF 2 , DF 3 , and DF 4 including an IIR filter, an FIR filter, etc., and adders 113 i and 113 q.

The IQ imbalance correction circuit 104 corrects a quadrature error and an amplitude error (IQ imbalance) between the in-phase signal I 3 and the quadrature signal Q 3 , and outputs the corrected in-phase signal I 3 and quadrature signal Q 3 as an in-phase signal I 4 and a quadrature signal Q 4 .

In order to reject the image component of the digital complex signal (I 4 +jQ 4 ), the digital complex filter 105 applies a complex operation to the in-phase signal I 4 and the quadrature signal Q 4 , and outputs the results of the operation as an in-phase signal I 5 and a quadrature signal Q 5 .

[Operation]

Next, operation of the complex signal processing circuit 10 of FIG. 1 will be described with reference to FIGS. 3A , 3 B, and 3 C.

Initially, the quadrature detector 13 converts the radio frequency signal RF into the analog complex signal (I 0 +jQ 0 ). As shown in FIG. 3A , the analog complex signal (I 0 +jQ 0 ) contains a target component corresponding to a target frequency (+fIF) and an image component corresponding to an image frequency (−fIF).

Next, the analog complex filter 101 attenuates the image component contained in the analog complex signal (I 0 +jQ 0 ) and outputs the result as an analog complex signal (I 1 +jQ 1 ). As shown in FIG. 3B , the signal level of the image component included in the analog complex signal (I 1 +jQ 1 ) falls within the input range of the analog-to-digital converters 102 i and 102 q.

Next, the analog complex signal (I 1 +jQ 1 ) is processed and converted into the digital complex signal (I 5 +jQ 5 ) by the analog-to-digital converters 102 i and 102 q , the digital complex filter 103 , the IQ imbalance correction circuit 104 , and the digital complex filter 105 . As shown in FIG. 3C , an image component contained in the digital complex signal (I 5 +jQ 5 ) is rejected by the complex operation of the digital complex filter 105 .

[Process by Digital Complex Filter]

Next, a process performed by the digital complex filter 103 will be described. Note that the transfer functions of the analog complex filter 101 and the digital complex filter 103 are represented by

the analog transfer function of the analog complex filter 101 : H 1 ( s )+jH 2 ( s )

a transfer function obtained by applying the bilinear transform to the analog transfer function: H 1 ( z )+jH 2 ( z )

the digital transfer function of the digital complex filter 103 : H 3 ( z )+jH 4 ( z ).

Here, it is assumed that the real part H 3 ( z ) of the digital transfer function corresponds to the real part H 1 ( z ) of the transfer function (H 1 ( z )+jH 2 ( z )), and the imaginary part H 4 ( z ) of the digital transfer function corresponds to the sign-reversed version (−H 2 ( z )) of the imaginary part H 2 ( z ) of the transfer function (H 1 ( z )+jH 2 ( z )).

The analog complex filter 101 applies the following complex operation to the analog complex signal (I 0 +jQ 0 ) to output the analog complex signal (I 1 +jQ 1 ):

Specifically, the in-phase signal I 1 and the quadrature signal Q 1 are as follows.

I 1 =H 1( s ) I 0− H 2( s ) Q 0  (1)

Q 1= H 2( s ) I 0+ H 1( s ) Q 0  (2)

Next, the analog-to-digital converters 102 i and 102 q convert the analog complex signal (I 1 +jQ 1 ) into a digital complex signal (I 2 +jQ 2 ). Next, the digital complex filter 103 applies the following complex operation to the digital complex signal (I 2 +jQ 2 ) to output a digital complex signal (I 3 +jQ 3 ).

( I 3+ jQ 3)=( H 3( z )+ jH 4( z ))×( I 2 +jQ 2)  (3)

Because I 2 =I 1 and Q 2 =Q 1 , the in-phase signal I 3 and the quadrature signal Q 3 are obtained by expressions (1), (2), and (3) as follows.

I 3=( H 1( s ) H 3( z )− H 2( s ) H 4( z )) I 0−( H 1( s ) H 4( z )+ H 2( s ) H 3( z )) Q 0  (4)

Q 3=( H 1( s ) H 4( z )+ H 2( s ) H 3( z )) I 0+( H 1( s ) H 3( z )− H 2( s ) H 4( z )) Q 0  (5)

Here, because H 3 ( z )=H 1 ( z )≈H 1 ( s ) and H 4 ( z )=−H 2 ( z )≈−H 2 ( s ), one has the following.

H1(s)H4(z)+H2(s)H3(z)≈0  (6)

Therefore, the in-phase signal I 3 and the quadrature signal Q 3 are obtained by expressions (4), (5), and (6) that as follows.

I3≈(H1(s)H3(z)−H2(s)H4(z))I0  (7)

Q4≈(H1(s)H3(z)−H2(s)H4(z))Q0  (8)

Thus, the term relating to the quadrature signal Q 0 is removed from the in-phase signal I 3 , and the term relating to the in-phase signal J 0 is removed from the quadrature signal Q 3 .

As described above, the digital complex filter 103 attenuates the quadrature component (a component corresponding to the quadrature signal Q 0 ) of the in-phase signal I 2 and outputs the resultant in-phase signal I 2 as the in-phase signal I 3 , and attenuates the in-phase component (a component corresponding to the in-phase signal J 0 ) of the quadrature signal Q 2 and outputs the resultant quadrature signal Q 2 as the quadrature signal Q 3 . Thus, the unnecessary component is reduced in each of the in-phase signal I 3 and the quadrature signal Q 3 , and therefore, the IQ imbalance correction circuit 104 can accurately correct a quadrature error and an amplitude error between the in-phase signal I 3 and the quadrature signal Q 3 . Also, the IQ imbalance can be accurately corrected, whereby the image rejection ratio of the digital complex filter 105 can be improved.

Moreover, the improvement of the image rejection ratio of the digital complex filter 105 allows the digital signal processing circuit 14 to accurately demodulate data based on the complex signal (I 5 +jQ 5 ) output from the digital complex filter 105 .

(Transfer Function)

Note that the transfer functions of the analog complex filter 101 and the digital complex filter 103 may be set so that the following expressions are satisfied.

| H 1( s ) H 4( z )+ H 2( s ) H 3( z )|<| H 2( s )|  (9)

| H 1( s ) H 4( z )+ H 2( s ) H 3( z )|<| H 1( s ) H 3( z )− H 2( s ) H 4( z )|  (10)

By thus setting the transfer functions, a quadrature component contained in the in-phase signal I 3 can be caused to be smaller than a quadrature component contained in the in-phase signal I 2 , and an in-phase component contained in the quadrature signal Q 3 can be caused to be smaller than an in-phase component contained in the quadrature signal Q 2 . As a result, the accuracy of correction of the IQ imbalance can be improved.

As can be seen from expressions (4) and (5), as “H 1 ( s )H 4 ( z )+H 2 ( s )H 3 ( z )” is closer to “0,” an unnecessary component contained in each of the in-phase signal I 3 and the quadrature signal Q 3 decreases. In particular, by setting the transfer functions of the analog complex filter 101 and the digital complex filter 103 so that “H 1 ( s )H 4 ( z )+H 2 ( s )H 3 ( z )=0” is satisfied, the quadrature component contained in the in-phase signal I 3 and the in-phase component contained in the quadrature signal Q 3 can be minimized.

(Second Embodiment)

FIG. 4 shows an example configuration of a receiver circuit according to a second embodiment. The receiver circuit 2 includes a complex signal processing circuit 20 instead of the complex signal processing circuit 10 of FIG. 1 . The other components are similar to those of FIG. 1 . The complex signal processing circuit 20 includes a control circuit 201 in addition to the components of FIG. 1 . The control circuit 201 controls operation of the analog complex filters 101 and the digital complex filters 103 and 105 based on the digital complex signals (I 2 +jQ 2 ) and (I 5 +jQ 5 ).

[Operation Control 1]

Next, a control of operation of the analog complex filter 101 and the digital complex filter 103 by the control circuit 201 of FIG. 4 will be described.

Initially, the control circuit 201 calculates the signal level of an image component contained in the analog complex signal (I 0 +jQ 0 ) based on the digital complex signal (I 2 +jQ 2 ) and the image rejection ratio of the analog complex filter 101 . The control circuit 201 also calculates the signal level of an image component contained in the digital complex signal (I 5 +jQ 5 ) based on the digital complex signal (I 5 +jQ 5 ). Next, the control circuit 201 calculates the difference in image component signal level between the analog complex signal (I 0 +jQ 0 ) and the digital complex signal (I 5 +jQ 5 ) (i.e., an image rejection ratio with respect to the analog complex signal (I 0 +jQ 0 )). Thereafter, the control circuit 201 determines whether or not the image rejection ratio with respect to the analog complex signal (I 0 +jQ 0 ) is larger than the input range of the analog-to-digital converters 102 i and 102 q.

When the image rejection ratio with respect to the analog complex signal (I 0 +jQ 0 ) is larger than the input range of the analog-to-digital converters 102 i and 102 q , the control circuit 201 keeps active the analog complex filter 101 and the digital complex filter 103 .

On the other hand, when the image rejection ratio with respect to the analog complex signal (I 0 +jQ 0 ) is smaller than the input range of the analog-to-digital converters 102 i and 102 q , the control circuit 201 inactivates the analog complex filter 101 and the digital complex filter 103 . The analog complex filter 101 , when inactive, directly outputs the in-phase signal I 0 and the quadrature signal Q 0 as the in-phase signal I 1 and the quadrature signal Q 1 . The digital complex filter 103 , when inactive, directly outputs the in-phase signal I 2 and the quadrature signal Q 2 as the in-phase signal I 3 and the quadrature signal Q 3 .

As described above, by causing the analog complex filter 101 and the digital complex filter 103 to be inactive when it is not necessary to attenuate an image component contained in the analog complex signal (I 0 +jQ 0 ), the unnecessary power consumption of the filters can be reduced, and moreover, noise occurring due to unnecessary operation of the filters can be reduced or prevented.

[Operation Control 2]

Next, a control of operation of the digital complex filter 105 by the control circuit 201 of FIG. 4 will be described.

Initially, the control circuit 201 calculates the signal level of an image component contained in the digital complex signal (I 4 +jQ 4 ) based on the digital complex signal (I 2 +jQ 2 ) and the image rejection ratio of the digital complex filter 103 . The control circuit 201 also calculates the signal level of an image component contained in the digital complex signal (I 5 +jQ 5 ) based on the digital complex signal (I 5 +jQ 5 ). Next, the control circuit 201 calculates the difference in image component signal level between the digital complex signal (I 4 +jQ 4 ) and the digital complex signal (I 5 +jQ 5 ).

When the signal level difference is larger than a predetermined value (e.g., “0”), the control circuit 201 keeps active the digital complex filter 105 . On the other hand, when the signal level difference is smaller than the predetermined value, the control circuit 201 inactivates the digital complex filter 105 . The digital complex filter 105 , when inactive, directly outputs the in-phase signal I 4 and the quadrature signal Q 4 as the in-phase signal I 5 and the quadrature signal Q 5 .

As described above, by causing the digital complex filter 105 to be inactive when it is not necessary to reject an image component contained in the digital complex signal (I 4 +jQ 4 ), the unnecessary power consumption of the digital complex filter 105 can be reduced, and moreover, noise occurring due to unnecessary operation of the digital complex filter 105 can be reduced or prevented.

Note that the control circuit 201 may calculate the signal level of an image component contained in the analog complex signal (I 0 +jQ 0 ) or the signal level of an image component contained in the digital complex signal (I 4 +jQ 4 ) based on the digital complex signal (I 3 +jQ 3 ) or the digital complex signal (I 4 +jQ 4 ).

(Third Embodiment)

FIG. 5 shows an example configuration of a receiver circuit according to a third embodiment. The receiver circuit 3 includes a complex signal processing circuit 30 instead of the complex signal processing circuit 10 of FIG. 1 . The complex signal processing circuit 30 includes a digital complex filter 305 instead of the digital complex filter 105 of FIG. 1 . The other components are similar to those of FIG. 1 . The digital complex filter 305 includes an image rejection filter 311 and a deviation correction filter 312 .

The image rejection filter 311 applies a complex operation to the in-phase signal I 4 and the quadrature signal Q 4 in order to reject an image component contained in the digital complex signal (I 4 +jQ 4 ), and outputs the results of the operation as the in-phase signal I 5 and the quadrature signal Q 5 . For example, the image rejection filter 311 includes a digital complex filter.

The deviation correction filter 312 has amplitude characteristics which cancel an amplitude deviation of the digital complex signal (I 5 +jQ 5 ), thereby correcting the amplitude deviation of the digital complex signal (I 5 +jQ 5 ) in a desired frequency band. For example, the deviation correction filter 312 includes a digital complex filter. Note that the transfer function of the deviation correction filter 312 may be set as follows. Specifically, amplitude characteristics in the desired frequency band may be calculated for each block of the receiver circuit 3 (specifically, blocks from the antenna to the image rejection filter 311 ). The transfer function of the deviation correction filter 312 may be set so that the amplitude characteristics of the deviation correction filter 312 are an inverted version of amplitude characteristics which are obtained by combining the amplitude characteristics of the blocks.

Next, the amplitude characteristics of the deviation correction filter 312 of FIG. 5 will be described with reference to FIG. 6 . Note that, in FIG. 6 , for the sake of simplicity, only the amplitude characteristics of the analog complex filter 101 , the digital complex filter 103 , and the deviation correction filter 312 are shown.

The analog complex filter 101 has amplitude characteristics FC 101 that the gain is “0” in a desired frequency band FB. The image rejection filter 311 has similar amplitude characteristics. The digital complex filter 103 , however, has amplitude characteristics FC 103 that the gain decreases with an increase in frequency in the desired frequency band FB. Therefore, the digital complex signal (I 5 +jQ 5 ) has an amplitude deviation in the desired frequency band FB.

On the other hand, the deviation correction filter 312 has amplitude characteristics FC 312 that the gain increases with an increase in frequency in the desired frequency band FB. In other words, the amplitude characteristics FC 312 of the deviation correction filter 312 are an inverted version of amplitude characteristics which are obtained by combining the amplitude characteristics of the analog complex filter 101 , the digital complex filter 103 , and the image rejection filter 311 . As a result, the amplitude deviation of the digital complex signal (I 5 +jQ 5 ) can be corrected.

As described above, by correcting the amplitude deviation of the digital complex signal (I 5 +jQ 5 ), variations in the signal level of a complex signal in a frequency band can be reduced or prevented. As a result, a degradation in quality of the complex signal can be reduced or prevented.

Note that a single digital complex filter may be used as both the image rejection filter 311 and the deviation correction filter 312 . For example, such a digital complex filter has a transfer function which is obtained by combining the transfer functions of the image rejection filter 311 and the deviation correction filter 312 . The complex signal processing circuit 30 may further include the control circuit 201 of FIG. 4 .

(Signal Reproduction Device)

As shown in FIG. 7 , the receiver circuits 1 , 2 , and 3 are applicable to a signal reproduction device. The signal reproduction device of FIG. 7 receives a radio frequency signal RF and reproduces at least one of video and audio. Examples of the signal reproduction device include audio/video reproduction devices, such as a mobile telephone, a digital television, etc., audio reproduction devices, such as a radio etc., etc. The signal reproduction device includes a reproduction circuit 4 in addition to the receiver circuit 1 . The reproduction circuit 4 reproduces at least one of video and audio based on data DATA demodulated by the receiver circuit 1 . In the signal reproduction device, data is accurately demodulated by the receiver circuit 1 , and therefore, the reproduction circuit 4 can accurately reproduce video and/or audio.

Although it has been assumed in the above embodiments that the receiver circuit processes a radio frequency signal in accordance with the low-IF reception technique, the receiver circuit may process the radio frequency signal in accordance with other IF reception techniques (e.g., zero IF reception etc.).

As described above, the aforementioned complex signal processing circuit can improve the accuracy of correction of the IQ imbalance, and therefore, is useful for audio/video reproduction devices, such as a mobile telephone, a digital television, etc., audio reproduction devices, such as a radio etc., etc.

Note that the above embodiments are merely exemplary in nature and are in no way intended to limit the scope of the present disclosure, its application, or uses.