JP4635769B2 - Image processing apparatus, image processing method, and imaging apparatus - Google Patents

Description

  The present invention relates to an image processing device, an image processing method, and an imaging device, and relates to an image processing device and an image processing method for processing an output signal of a solid-state imaging device having a color filter of a predetermined color coding (color arrangement pattern), and these images The present invention relates to an imaging device using a processing device or an image processing method.

  In recent years, in an apparatus for recording a color digital image using a single solid-state image sensor, for example, an image pickup apparatus such as a single-plate digital still camera or a single-plate digital video camera, the number of pixels of the solid-state image sensor included in the system has increased. Yes. In such a system, various color arrangement patterns of OCCF (On Chip Color Filter) arranged on each pixel of the solid-state imaging device can be considered, but the spatial sampling frequency in each color differs depending on the color arrangement pattern. .

  It is known that when the spatial sampling frequency is different for each color, the luminance resolution, color resolution, false color, etc. of the output image are affected. For example, in a color arrangement pattern called a Bayer arrangement, as shown in FIG. 25, red (R) pixels and green (G) pixels are alternately arranged in odd rows, and green (G) pixels are arranged in even rows. The color coding is such that blue (B) pixels are alternately arranged.

  In this Bayer arrangement, the G pixel, which is the main component of the luminance (Y) signal, which is generally sensitive to the human eye, is the main component of the chroma (C) signal, which is generally insensitive to the human eye. This can be said to be an example in which the visibility characteristics of the output image are improved to some extent by arranging many R pixels and B pixels.

  However, Bayer color coating is not optimal for human visibility characteristics. This is because, as a characteristic of the human eye, although it is possible to recognize up to a high frequency regarding luminance, it is difficult to recognize a high frequency regarding color.

  In addition, in the signal processing of the imaging device, generating a luminance signal or a color difference signal from RGB signals having spatially different phases causes a false color signal, so an RGB signal having the same spatial phase is created. Luminance signal processing and color difference signal processing must be performed. Therefore, it becomes important how an RGB signal having the same spatial phase can be optimally generated from RGB signals having spatially different phases by interpolation processing.

  In order to perform this interpolation processing, conventionally, a correlation value for the four directions is calculated for the interpolation pixel based on the four pixel information of the left, right, and upper and lower directions, and interpolation is performed based on the calculated correlation value for the four directions. Coefficients are determined, and interpolation processing is performed based on the four pieces of pixel information using the determined interpolation coefficients (see, for example, Patent Document 1).

Japanese Patent Laid-Open No. 11-177994

  However, in the above prior art, while high luminance resolution is obtained, the spatial sampling frequency of the color that is the main component of the C signal is lowered, so that not only sufficient color resolution cannot be obtained, but also the cause of occurrence of false colors. There was a problem.

  The present invention has been made to solve these problems, and the first object thereof is to obtain a high luminance resolution by the OCCF color arrangement pattern and appropriate interpolation processing. In addition, an object of the present invention is to provide an image processing apparatus, an image processing method, and an imaging apparatus that can further reduce false colors.

  The present invention further provides an image processing apparatus, an image processing method, and an imaging apparatus that do not impair the color resolution in addition to being able to obtain a high luminance resolution by the OCCF color arrangement pattern and appropriate interpolation processing. The second purpose.

  In order to achieve the first object, in the present invention, a color difference signal between a first color signal and a second color signal in an image signal output from a solid-state imaging device having a filter of a predetermined color arrangement pattern. When generating the first color difference signal using the first color signal obtained by interpolation for generating the luminance signal, the absolute value of the second color difference signal to be generated is reduced. The first color signal is newly interpolated and generated, the second color difference signal is generated using the generated first color signal, and the first color signal is generated based on the frequency band of the first color signal. The first color difference signal and the second color difference signal are mixed to form a final color difference signal.

  This means that when the second color difference signal is generated using the first color signal newly generated by interpolation, the smaller the absolute value of the second color difference signal is, the less the color is attached. Therefore, setting the first color signal that minimizes the absolute difference as the first color signal at the position where the color difference signal is to be obtained means that the second color difference signal is a color difference signal that is close to white in color. Will be obtained. Then, based on the frequency band of the first color signal, the first color difference signal and the second color difference signal are mixed to obtain a final color difference signal. For example, in the frequency band where no false color occurs, the first color difference signal By mainly outputting the color difference signal and mainly outputting the second color difference signal in the frequency band where the false color is generated, the false color false color generated due to the low sampling frequency is not generated when obtaining the color difference signal. Can be.

  According to the present invention, even when a color arrangement pattern of a color filter that lowers the spatial sampling frequency of the color that is the main component of the chroma signal is employed, the first absolute value of the color difference signal is reduced. The color signal is newly interpolated and generated, and the color difference signal is generated using the generated first color signal, so that the false color generated due to the low sampling frequency when obtaining the color difference signal can be obtained. The color resolution can be increased by using the first color signal level for interpolation of the color difference signal.

  Hereinafter, embodiments of the present invention will be described in detail with reference to the drawings.

  FIG. 1 is a block diagram showing an example of a recording system configuration of an image pickup apparatus, for example, a digital video camera, using an image processing apparatus or an image processing method according to the present invention.

  Here, the imaging apparatus includes a solid-state imaging device as an imaging device, an optical system that forms image light of a subject on an imaging surface (light-receiving surface) of the solid-state imaging device, and a signal processing circuit of the solid-state imaging device. A camera module, a camera device such as a digital still camera or a digital video camera equipped with the camera module, or a camera device mounted on an electronic device such as a mobile phone is used.

  In FIG. 1, image light L1 from a subject (not shown) is condensed on an imaging surface of a solid-state imaging device 12 as an imaging device by an optical system, for example, an imaging lens 11. The solid-state imaging device 12 is a color component (corresponding to the first color signal in the claims), in which a large number of pixels including photoelectric conversion elements are two-dimensionally arranged in a matrix to form a luminance (Y) signal. And an OCCF (color filter) including a color component (corresponding to the second color signal in the claims) as a main component in producing a chroma (C) signal is disposed on the surface of the pixel. It has become.

  Examples of the solid-state image pickup device 12 include a charge transfer type solid-state image pickup device represented by a CCD (Charge Coupled Device) type solid-state image pickup device and an XY address type solid-state image pickup device represented by a MOS (Metal Oxide Semiconductor) type solid-state image pickup device. Either may be sufficient. Of the light component L2 collected by the imaging lens 11, only the transmitted color component of each OCCF passes through the filter and enters each pixel of the solid-state imaging device 12. Light incident on each pixel is photoelectrically converted by a photoelectric conversion element such as a photodiode.

  In the following description, in the OCCF, for example, green (G) is used as a color component that is a main component in creating a luminance signal, and red (R), blue (B) is used as a color component that is the main component in creating a chroma signal. ) Will be described as examples. However, the present invention is not limited to the combination of these color components. For example, white, cyan, yellow, or the like is used as the main color component in creating the Y component, and the main component in creating the C component. For example, magenta, cyan, yellow, or the like can be used as the color component.

(OCCF color arrangement pattern)
FIG. 2 is a diagram illustrating an example of an OCCF color arrangement pattern (color coating). As shown in FIG. 2, this color arrangement pattern has pixels arranged at equal intervals (pixel pitch) d in the horizontal direction (direction along the pixel row; row direction) and in the vertical direction (direction along the pixel column; column direction). The first row is arranged by repeating RGBG in units of four pixels in the horizontal direction, only the G is arranged in the second row, and the third row is arranged in the second row. It is arranged by repeating BGRG in units of four pixels in the horizontal direction, and only G is arranged in the fourth row, and thereafter, it is arranged by repeating these four rows as a unit.

  That is, in the color arrangement pattern of the present OCCF, as is clear from FIG. 2, the color component (G in this example) that is the main component in creating the Y signal and the main component in generating the C signal. The color components (R and B in this example) are arranged so as to surround each of R and B by G, and R and B are arranged at intervals of 4d with respect to horizontal and vertical. ing.

  In the color arrangement pattern (color coding) having such a configuration, when the sampling rate is considered in the horizontal and vertical directions, if the sampling rate between pixels is d corresponding to the pixel pitch, the G sampling rate is d, and R , B has a sampling rate of 2d. That is, R and B are arranged every other column (odd column in this example) and every other row (odd row in this example) so that the sampling rate in the horizontal and vertical directions is ½ that of G. Is arranged. Accordingly, there is a double resolution difference between G and R, B in the horizontal and vertical directions. When the sampling rate is considered at an oblique angle of 45 °, the G sampling rate is d / 2√2, and the R and B sampling rates are 2d / √2.

  Here, spatial frequency characteristics are considered. In the horizontal and vertical directions, since the sampling rate of G is d, it is possible to capture a signal having a frequency of (1/2) fs from the sampling theorem. In the oblique 45 ° direction, since the sampling rate of G is d / 2√2, it is possible to capture a signal of (1 / √2) fs from the sampling theorem.

  Similarly, R and B are considered. Since R and B have the same pixel array interval, they can be considered similarly. Therefore, only R will be described here.

  Regarding the spatial frequency characteristics of R, in the horizontal and vertical directions, since the sampling rate of R is 2d, it is possible to capture signals with a frequency of 1/4 fs from the sampling theorem. Since the sampling rate of R is d / 2√2, from the sampling theorem, a signal of (1 / 4√2) fs can be captured.

  Based on the above, the spatial frequency characteristics of the color arrangement pattern of the present OCCF are shown in FIG. G can capture signals up to (1/2) fs in the horizontal and vertical directions and signals up to (1 / √2) fs in the diagonal 45 ° direction. Further, R and B can capture signals up to (1/4) fs in the horizontal and vertical directions and signals up to (1 / 4√2) fs in the oblique 45 ° direction.

  In FIG. 3, dotted lines indicate the G limit resolution and the RB limit resolution of the Bayer array. As is clear from the comparison with the G limit resolution of the Bayer array, in the case of the color array pattern of the present OCCF, it is possible to obtain a luminance resolution about twice that of the Bayer array.

  Note that the OCCF color arrangement pattern of the solid-state imaging device 12 is not limited to the color arrangement pattern shown in FIG. 2, and may be a known color arrangement pattern such as a Bayer arrangement. However, in order to obtain a high luminance resolution, the color component (G in this example), which is the main component in creating the Y signal, and the main component in creating the C signal, such as the color arrangement pattern shown in FIG. A color arrangement pattern in which the color components (R and B in this example) are arranged so as to surround each of R and B with G is preferable.

  FIG. 2 shows a color arrangement pattern in which G, which is the main component in creating the Y signal, and R, B, which are the main components in generating the C signal, are arranged so as to surround each of R and B with G. In addition to the color arrangement pattern shown in FIG. 4, for example, for a square lattice pixel arrangement, the first row is arranged by repeating RGGG in units of 4 pixels in the horizontal direction, and the second row arranges only G, A color arrangement pattern in which the third row is arranged by repeating GGBG in units of four pixels in the horizontal direction, and only G is arranged in the fourth row, and thereafter, the color arrangement pattern is arranged by repeating these four rows as units.

  Further, with respect to the pixel pitch d of the square-lattice pixel arrangement shown in FIG. 2, each pixel pitch in the horizontal and vertical directions is set to √2d, and each pixel is 1 with a pixel pitch √2d for each row and each column. / 2 shifted (pixels shifted by 1/2 of the pixel pitch in the horizontal direction in odd and even rows, and by 1/2 of the pixel pitch in the vertical direction in odd and even columns). In contrast, the first line is a GR line in which G and R are alternately arranged, the second line is a G line in which only G is arranged, the third line is a GB line in which B and G are alternately arranged, and 4 lines Examples of the eye include a G line in which only G is arranged, and a color arrangement pattern in which these four rows are repeatedly arranged as a unit.

  Returning to FIG. An analog signal E1 obtained by photoelectric conversion at each pixel of the solid-state imaging device 12 is converted into a digital signal S1 by an A / D converter 13, and then is sent to a camera signal processing unit 14 which is an image processing apparatus according to the present invention. Entered.

  The camera signal processing unit 14 includes an optical system correction circuit 21, a white balance processing circuit 22, an interpolation processing circuit 23, a gamma correction processing circuit 24, a Y (luminance) signal processing circuit 25, a C (chroma) signal processing circuit 26, and the like. It has a configuration.

  The optical system correction circuit 21 corrects a digital clamp that matches the black level to the digital signal S1 input to the camera signal processing circuit 14, a defect correction that corrects a defect of the imaging device 12, and a peripheral light amount drop of the imaging lens 11. Correction relating to the solid-state imaging device 12 and the optical system, such as shading correction, is performed.

  The white balance processing circuit 22 performs a process for adjusting the white balance so that RGB is the same for a white subject on the signal S <b> 2 that has passed through the optical system correction circuit 21. The interpolation processing circuit 23 performs synchronization for each pixel by performing interpolation processing depending on the OCCF arrangement pattern of the solid-state imaging device 12 because the signal S3 that has passed through the white balance processing circuit 22 has a different spatial sampling frequency for each color. Thus, RGB signals R1, G1, and B1 having the same spatial phase are generated. Specific interpolation processing in the interpolation processing circuit 23 is a feature of the present invention, and details thereof will be described later.

  The gamma correction processing circuit 24 performs gamma correction (1 / γ) processing on the RGB signals R1, G1, and B1 having the same spatial phase to convert them into RGB signals R2, G2, and B2, and then the Y signal processing circuit 25. And supplied to the C signal processing circuit 26. The Y signal processing circuit 25 and the C signal processing circuit 26 generate desired video signals, that is, a luminance signal Y1 and color difference signals Cr1 and Cb1 from the RGB signals R2, G2, and B2.

  Next, a specific configuration of the interpolation processing circuit 23 which is a characteristic part of the present invention will be described. FIG. 4 is a block diagram illustrating an example of a specific configuration of the interpolation processing circuit 23.

  As shown in FIG. 4, the interpolation processing circuit 23 according to this example includes a Y signal G interpolation circuit 31, a color difference signal generation circuit 32, a C signal interpolation G interpolation circuit 33, a color difference generation circuit 34, a frequency band detection circuit ( 1) 35, color difference signal mixing circuit (1) 36, center pixel interpolation circuit 37, G level interpolation circuit 38, center pixel interpolation circuit 39, distance interpolation circuit 40, frequency band detection circuit (2) 41, color difference mixing circuit (2 ) 42 and a color difference signal return circuit 43.

  As shown in FIG. 5, the Y interpolating circuit 31 for Y signal generates a signal G1 for obtaining a high Y resolution from the G signal of the input signal (output signal of the white balance processing circuit 22) S3 by interpolation processing. Here, an example of specific interpolation processing in the Y signal G interpolation circuit 31 will be described.

  FIG. 6 shows a pixel array (color array) in which only G is extracted from the OCCF color array pattern of FIG. First, in the pixel array of FIG. 6, G is present in the peripheral 8 pixels in the horizontal, vertical, and oblique directions with respect to the interpolation pixel X, that is, the pixels G4, G5, G6, G8, G9, G11, G12, and G13. . In the Bayer color coding, when the interpolated pixel X in which the G pixel exists only in four horizontal and vertical directions is observed, it can be seen that the G pixel is arranged like a grid. This is very important for realizing high resolution.

  In the interpolation processing according to this example, not only horizontal and vertical correlations but also diagonal correlations are calculated, and which pixel is actually interpolated from the relationship between horizontal and vertical correlations and diagonal correlations. It is characterized in that the interpolation process is performed while determining what should be done.

  The procedure of the interpolation process according to this example will be described with reference to the flowchart of FIG. Here, the horizontal direction is described as the H direction, the vertical direction is described as the V direction, the axial direction rotated right by 45 ° relative to the H direction is described as the NH direction, and the axial direction rotated left by 45 ° relative to the H direction is described as the NV direction. And

<Steps S11 and S12>
The pixel X in FIG. 6 is set as an interpolation pixel (interesting target pixel) (step S11), and first, a correlation value in the HV direction is calculated (step S12). Specifically, the correlation value in the HV direction is calculated by applying filtering by a bandpass filter around the pixel G4 on the upper left of the interpolation pixel X in the HV direction. FIG. 8 shows the frequency characteristics (filter characteristics) of the bandpass filter in the HV direction.

Here, when the horizontal output of the bandpass filter is Bpf_H_G4 and the vertical output is Bpf_V_G4,
Bpf_H_G4 = -G3 + 2G4-G5
Bpf_V_G4 = -G1 + 2G4-G8
A filtering result is obtained.

Next, the correlation value S_H_G4 in the H direction with respect to the pixel G4 is calculated from the ratios of the filter outputs Bpf_H and Bpf_V in the horizontal and vertical directions of the bandpass filter having the same filter characteristics, specifically from the following equation.
S_H_G4 = Bpf_V / (Bpf_H + Bpf_V)
Here, the correlation value S_V_G4 in the V direction is S_V_G4 = 1−S_H_G4, and can be easily calculated if only the correlation value S_H_G4 in the H direction is calculated.

  With this series of processing, the correlation values S_H_G4 and S_V_G4 in the HV direction centered on the pixel G4 are calculated. Here, for example, when the correlation value S_H_G4 in the H direction is 1.0 and the correlation value S_V_G4 in the V direction is 0.0, a good result can be obtained by interpolating the pixel X with the correlation value S_V_G4 in the V direction.

  Similarly to the calculation of the correlation value S_H_G4 in the H direction with the pixel G4 at the upper left of the interpolation pixel X as the center, the pixel G6 at the upper right, the pixel G11 at the lower left, and the pixel G13 at the lower right are calculated. The correlation values S_H_G6, S_H_G11, and S_H_G13 in the center H direction are also calculated.

  The correlation values S_H_G4, S_H_G6, S_H_G11, and S_H_G13 in the HV direction centered on the four pixels G4, G6, G11, and G13 around the interpolation pixel X are calculated by the processing so far, that is, the processing in step S12. .

<Step S13>
Next, a correlation value to be applied to the correction of the interpolation pixel X is selected from the four correlation values S_H_G4, S_H_G6, S_H_G11, and S_H_G13. Specifically, among the four correlation values, the highest correlation, that is, the reliability Are used as the correlation value of the interpolated pixel X (step S13). This is based on the idea that the correlation values are approximately equal in adjacent pixels.

The correlation value of the interpolation pixel X is selected using the output value of the bandpass filter calculated in the process of calculating the four correlation values. Specifically, for example, the correlation reliability value Bpf_Max of the pixel G4 is calculated from the following equation.
Bpf_Max = | Bpf_H_G4 | + | Bpf_V_G4 |
The correlation confidence value Bpf_Max is calculated for the four points G4, G6, G11, and G13. Then, the correlation value having a large correlation reliability value Bpf_Max is adopted as the correlation value of the interpolation pixel X.

  The large output of the bandpass filter means that there is a signal with a large amplitude around the pixel, and the signal is not noise but an image. Conversely, when the output of the bandpass filter is small, the signal is buried in noise and the correlation reliability is low, and it is difficult to trust the correlation value. That is, it can be said that a correlation value having a large correlation reliability value Bpf_Max has high reliability.

  In the reliability calculation, not the correlation reliability value Bpf_Max, that is, the total value of the filter outputs, but the result of | Bpf_H−Bpf_V |, that is, the filter output having a large difference value may be selected. This is because the difference between the output Bpf_H in the H direction of the bandpass filter and the output Bpf_V in the V direction is large, that is, it can be said that there is a strong correlation in the horizontal and vertical directions. There is a purpose.

<Step S14>
Next, the correlation values of the adopted upper two places are averaged to obtain one correlation value. At this time, by selecting the maximum correlation confidence value Bpf_Max, it is possible to select one horizontal / vertical correlation value from the four correlation values. By adopting the value, good results have been obtained. Further, a method of taking the average value of the correlation values at the top three places from the four correlation values is also conceivable.

  In parallel with the processes of steps S12 to S14 described above, processes of steps S15 to S17 described below are executed.

<Step S15>
First, correlation values in the NH and NV directions are calculated (step S15). Specifically, filtering by a band pass filter is applied in an oblique direction with the pixel G5 above the interpolation pixel X as the center. The frequency characteristics of the band pulse filter in the NH and NV directions are shown in FIG.

Here, assuming that the output in the NH direction of the bandpass filter is Bpf_NH_G5 and the output in the NV direction is Bpf_NV_G5,
Bpf_NH_G5 = −G1 + 2G5-G9
Bpf_NV_G5 = −G2 + 2G5-G8
A filtering result is obtained.

Next, the correlation value S_NH_G5 in the NH direction for the pixel G5 is calculated from the following equation.
S_NH_G5 = Bpf_NV_G5 / (Bpf_NH_G5
+ Bpf_NV_G5)
Here, the correlation value S_NV_G5 in the NV direction is S_NV_G5 = 1−S_NH_G5, and even if the correlation value S_NH_G5 in the NH direction is easily calculated, it is not particularly calculated here.

  Similar to the calculation of the correlation value S_NH_G5 in the NH direction centering on the pixel G5 above the interpolation pixel X, the NH direction centering on each of the left pixel G8, the right pixel G9, and the lower pixel G12. Correlation values S_NH_G8, S_NH_G9, and S_NH_G12 are similarly calculated.

  Through the processing so far, the correlation values S_NH_G4, S_NH_G6, S_NH_G11, and S_NH_G13 in the NH direction around the interpolation pixel X, that is, each of the upper, left, right, and lower four pixels G5, G8, G9, and G12 are calculated. It will be done.

<Step S16>
Next, a correlation value to be applied to the interpolation pixel X is selected from the four correlation values S_NH_G4, S_NH_G6, S_NH_G11, and S_NH_G13. The value is adopted (step S16). As described above, the process of narrowing down to two correlation values with high reliability is the same as the process in step S13 described above.

<Step S17>
Next, the correlation values of the adopted upper two places are averaged to obtain one correlation value. The process for obtaining one correlation value is the same as the process in step S14 described above. Also in this case, one horizontal / vertical correlation value is selected from the four correlation values, or the top three correlation values are adopted from the four correlation values and the average value thereof is taken. It is also possible.

  The correlation value S_H in the H direction is obtained by the processes so far, that is, the processes in steps S12 to S14, and the correlation value S_NH in the NH direction is obtained by the processes in steps S15 to S17.

<Step S18>
Next, in which direction the correlation is strong is calculated using the two correlation values S_H and S_NH (step S18). Here, when two correlation values S_H and S_NH are observed, it is understood that there is a certain feature. Considering the resolution chart shown in FIG. 10, the direction (inclination) of the straight line can be found for various straight lines from the two correlation values S_H and S_NH.

  Here, the “resolution chart” is a chart in which the central portion is a low-frequency signal and becomes a high-frequency signal as the distance from the center increases. Also, signals with the same frequency have various directions. Therefore, by inputting the signal of the resolution chart to the signal processing circuit, it is possible to analyze what processing is suitable for various signals.

For example, when the signals at points (a) to (e) in FIG. 10 are input, when the processing of steps S12 to S17 described above is performed, two correlation values S_H and S_NH are obtained at point (a):
S_H = 1.0 (S_V = 0.0), S_NH = 0.5 (S_NV = 0.5)
It becomes. From this, it can be seen that there is a strong correlation in the H direction in the HV direction, and there is no correlation in the NH direction and the NV direction in the NH and NV directions, that is, no correlation.

In point (b)
S_H = 0.5 (S_V = 0.5), S_NH = 1.0 (S_NV = 0.0)
It becomes. That is, there is no correlation in the HV direction. In the NH and NV directions, there is a strong correlation in the NH direction.

(C)
S_H = 0.0 (S_V = 1.0), S_NH = 0.5 (S_NV = 0.5)
It becomes. That is, there is a strong correlation in the V direction in the HV direction. There is no correlation in the NH and NV directions.

In point (d),
S_H = 0.5 (S_V = 0.5), S_NH = 0.0 (S_NV = 1.0)
It becomes. That is, there is no correlation in the HV direction. In the NH and NV directions, there is a strong correlation in the NV direction.

(E)
S_H = 1.0 (S_V = 0.0), S_NH = 0.5 (S_NV = 0.5)
It becomes. That is, like the point (a), there is a strong correlation in the H direction in the HV direction. There is no correlation in the NH and NV directions.

  The relationship between each point in the frequency chart and its correlation value is as shown in FIG. 11 (hereinafter referred to as a correlation line). That is, the correlation line is obtained by calculating at least two patterns of correlation values in different directions and plotting the correlation values of the minimum two patterns against straight lines of various angles. In the correlation diagram of FIG. 11, the alternate long and short dash line (A) represents the correlation value S_H in the HV direction, and the alternate long and two short dashes line (B) represents the correlation value S_NH in the NH and NV directions.

  Then, when each point (angle) of the frequency chart is taken on the horizontal axis, when there is a correlation in a certain direction, the values indicated by the alternate long and short dash line (A) and the alternate long and two short dashes line (B) indicate a direction with strong correlation. Will show. Of course, the signals at points (a) to (e) are distributed on the correlation diagram of FIG. In this way, by comparing the two correlation values S_H and S_NH with the correlation diagram of FIG. 11, the direction of strong correlation, that is, the correlation value indicated by the one-dot chain line (A) and the two-dot chain line (B). Is obtained (step S18).

<Steps S19 and S20>
Then, it is determined whether or not there is a correlation reliability for a direction having a strong correlation (step S19). When the two correlation values S_H and S_NH are on two correlation lines (A) and (B), Assuming that the correlation is reliable, interpolation is performed with pixels in the direction with the correlation (step S20). For example, since the correlation in the H direction is strong at the point (a), the interpolation is performed with X = (G8 + G9) / 2, and the correlation in the NH direction is strong at the point (b), so the interpolation is performed with X = (G4 + G13) / 2. To do. Further, in the case of the point (f) where the correlation value between the points (c) and (b) is calculated, S_H≈0.25 and S_NH≈0.75 are shown. Interpolate with X = (G1 + G16) / 2.

  Further, for an intermediate point such as an intermediate point between the points (b) and (f), the interpolation value at the point (b) and the interpolation value at the point (f) are interpolated with weights. The relationship between the correlation value and the interpolation value is shown in FIG. That is, at the intermediate point of the interpolation value, linear interpolation is performed based on the relationship between the correlation value and the interpolation value. As an example, in the case of point P in FIG. 12, if the weighting coefficient is a, interpolation is performed using X = {(G6 + G11) / 2} * a + {(G7 + G10) / 2} * (1-a).

  In this way, the correlation value is not calculated from the conventional HV2 direction, but the correlation value in the HV direction is just 0.5, and the direction in which the correlation is unknown, specifically NH having an axis in the 45 ° direction, By taking the correlation value in the NV direction and comparing the correlation in the HV direction with the NH and NV directions, it is possible to determine the correlation (degree of correlation) of the image in all directions (360 °). Interpolation with higher accuracy can be performed as compared with the technique of calculating only in the HV direction. As a result, an image signal having a higher resolution than that of the Bayer array can be obtained.

<Steps S19 and S21>
On the other hand, if it is determined in step S19 that there is no correlation reliability, specifically, if the two correlation values S_H and S_NH do not fall on the two correlation lines (A) and (B), it is considered that there is no correlation. Then, interpolation with an emphasis on S / N is performed using the average value of the surrounding pixels (step S20). For example, when S_H = 1.0 and S_NH≈0.5, it can be said that there is a correlation, but when S_H = 1.0 and S_NH≈1.0, the correlation lines (A) and (B) do not appear. In addition, it can be said that the reliability of the correlation is low. In this case, the probability of correct interpolation is low even if interpolation is performed using pixels in any direction, and conversely, there is a high possibility that wrong interpolation is performed.

  In this way, when correlation values S_H and S_NH that do not fall on the two correlation lines (A) and (B) are calculated, interpolation for obtaining resolution (interpolation with emphasis on resolution) is not performed, but S / N is performed. By performing important interpolation, for example, interpolation using X = (G5 + G8 + G9 + G12) / 4 using four neighboring pixels, the performance of the imaging apparatus can be improved.

  In the interpolation processing according to the present example, the correlation direction is calculated with respect to all directions (360 °) and corresponds to the interpolation in the oblique direction. Therefore, as described above, the G resolution is higher than that of the Bayer array. With respect to, a double limit resolution can be obtained in an oblique 45 ° direction. Also, by evaluating the reliability of the correlation, when the correlation is reliable, the resolution-oriented interpolation is performed from the direction of the correlation, and when the correlation is unreliable, the S / N-oriented interpolation is performed. Therefore, highly accurate interpolation processing can be realized.

  Note that the interpolation processing of the Y signal G interpolation circuit 31 described above is merely an example, and the present invention is not limited to this, and a known interpolation processing can also be used. However, as the OCCF of the solid-state imaging device 12, the color component (G in this example), which is the main component in creating the Y signal, such as the color arrangement pattern shown in FIG. When the OCCF of the color arrangement pattern in which the color components (R and B in this example) are arranged so as to surround each of R and B with G is used, it can be said that the interpolation processing described above is optimal. .

(First treatment system)
Returning to FIG. As shown in FIG. 13, the color difference signal generation circuit 32 uses the R signal (or B signal) of the input signal S3 and the signal G1 obtained by interpolation by the G signal interpolation circuit 31 for Y signal as follows: The color difference signal Rg0 (or Bg0) is generated by the above calculation. That is, in the color difference signal generation circuit 32, the color difference signal Rg0 (or Bg0) is generated using the G signal G1 by the normal interpolation in the Y signal G interpolation circuit 31.

  On the other hand, the G interpolation circuit 33 for C signal interpolation is processing means for minimizing the absolute value of the generated color difference signal. As shown in FIG. 14, the R signal level (or the position where the color difference signal is desired to be obtained) , B signal level) and the G signal level of the surrounding eight points, that is, the G signal that minimizes | R-Gk | (or | B-Gk |) is the G signal of the pixel. . For example, if | R−G3 | is minimum, the signal level of G3 is set as the signal level at the position where the color difference signal is desired to be obtained. The output signal of the C signal interpolation G interpolation circuit 33 is given to the color difference signal generation circuit 34 as the C signal interpolation G signal G1 ′.

  The chrominance signal generation circuit 34 performs the same processing as the chrominance signal generation circuit 32, and the R signal (or B signal) of the input signal S 3 and the C signal interpolation G signal G 1 provided from the C signal interpolation G interpolation circuit 33. 'Is used to generate the color difference signal Rg1 (or Bg1). The processing in the G signal interpolation circuit 33 for C signal interpolation and the color difference signal generation circuit 34 is expressed by the following equation as a general equation.

  The frequency band detection circuit (1) 35 is a means for detecting a frequency band in which a false color is generated by the OCCF color arrangement pattern of the solid-state image pickup device 12, and for example, for sampling R signal and B signal as shown in FIG. On the other hand, as shown in FIG. 15, the absolute value of the filtering processing result by the band pass filter is calculated for the 12 directions around the R signal (or B signal) of the target pixel from the G signal acquired by the solid-state imaging device 12. The maximum value is obtained from the obtained values, and the maximum value is output as the frequency band detection signal det1.

  As shown in FIG. 16, the color difference signal mixing circuit (1) 36 includes a color difference signal Rg0 (or Bg0) calculated using the G signal by normal interpolation in the color difference signal generation circuit 32 and a color difference in the color difference signal generation circuit 34. Optimal by mixing the color difference signal Rg1 (or Bg0) calculated using the G signal that minimizes the absolute value of the signal using the frequency band detection signal det1 provided from the frequency band detection circuit (1) 35. The color difference signal Rg2 (or Bg2) is calculated.

  Specifically, as shown in FIG. 17, two threshold values cth1a and cth1b are set for the frequency band detection signal det1, and when the frequency band detection signal det1 is smaller than the threshold value cth1a, the color difference signal Rg0 (or Bg0) is set. ) Is the optimum color difference signal Rg2 (or Bg2), and if it is larger than the threshold value cth1b, the color difference signal Rg1 (or Bg1) is designated as the optimum color difference signal Rg2 (or Bg2), and the frequency band detection signal det1 has two threshold values cth1a. , Cth1b, for example, a proportional optimum color difference signal Rg2 (or Bg2) corresponding to the value of the frequency band detection signal det1 is obtained. These relationships are shown in the following equation.

  The color difference signal generation circuit 32, the C signal interpolation G interpolation circuit 33, the color difference signal generation circuit 34, the frequency band detection circuit (1) 35, and the color difference signal mixing circuit (1) 36 described above do not emit false colors. The 1st processing system which performs processing for performing is constituted.

  This first processing system is a system for generating a color difference signal Rg0 (or Bg0) in the color difference signal generation circuit 32 using the G signal G1 obtained by normal interpolation in the Y signal G interpolation circuit 31. The C signal interpolation G-interpolation circuit 33 for C signal interpolation that minimizes the absolute difference between the R signal level (or B signal level) at the position where the color difference signal is to be obtained and the G signal levels at the eight surrounding points. A system for obtaining the G signal G1 ′ and generating the color difference signal Rg1 (or Bg1) by the color difference signal generation circuit 34 using the G signal G1 ′.

  Here, the larger the absolute value of the difference between the R signal level (or B signal level) at the position where the color difference signal is to be obtained and the G signal levels at the eight surrounding points, the more the color is attached. The smaller the absolute value of the difference, the less the color. Therefore, when the G signal that minimizes the absolute difference value is used as the G signal at the position where the color difference signal is desired to be obtained, a color difference signal that is close to white in color is obtained as the color difference signal Rg1 (or Bg1). It turns out that.

  The frequency band detection circuit (1) 35 detects a frequency band in which a false color is generated based on the frequency band of the G1 signal. Based on the frequency band detection signal det1, the color difference signal mixing circuit (1) 36 When the detection signal det1 is larger than the threshold value cth1b, the color difference signal Rg1 (or Bg1) is set as the optimum color difference signal Rg2 (or Bg2), and when it is between the two threshold values cth1a and cth1b, the frequency band detection signal det1. By obtaining, for example, a proportional optimum color difference signal Rg2 (or Bg2) corresponding to the value of, a false color can be prevented.

(Second treatment system)
As shown in FIG. 18, the center pixel interpolation circuit 37 is means for interpolating only the center pixel of the interpolation unit, and is inserted for the purpose of reducing the subsequent interpolation unit. Therefore, it is not always necessary for a color arrangement pattern in which the interpolation unit of the optimum color difference signal Rg2 (or Bg2) is small, such as a Bayer arrangement. As a specific interpolation technique in the center pixel interpolation circuit 37, interpolation performed by referring to the distance, for example, median interpolation described below, G level interpolation in the G level interpolation circuit 38 described later, or the like is used.

  Here, the median interpolation will be briefly described. As shown in FIG. 19, in the median interpolation, first, an average value (M) is calculated from four points (C1, C2, C3, C4) around the interpolation point, and set as an interpolation candidate. Next, the surrounding four points (C1, C2, C3, C4) are sorted in descending order of level to obtain the median (Med1, Med2). Then, the average value (M) and the median value (Med1, Med2) are compared, and an interpolation value is determined by the following equation.

  As shown in FIG. 20, the G level interpolation circuit 38 compares the G level G0 at the target pixel position with the G levels G1, G2, G3, and G4 at the surrounding four pixel positions, and the closer the two values are, the larger the values are. The coefficients e1, e2, e3, and e4 are applied to the color difference signals of the surrounding four pixels to calculate the target pixel 0glvl. For example, as shown in the following equation, an interpolation value is calculated using a function of an absolute value of a level difference, for example, an inverse number as an interpolation coefficient (interpolation filter coefficient).

  The interpolation principle of the G level interpolation circuit 38 is that, in the OCCF color arrangement pattern, each G color filter transmits not only the light of the G component but also the light of other color components of R and B. It is assumed that. Under this premise, by using the G level for interpolation of the color difference signal, it becomes possible to cause the signal transition in the frequency band, which is not good for the color difference signal, to follow the G level capable of capturing a high frequency. The resolution can be increased and the natural image, especially the edge portion, can be reproduced smoothly.

  The center pixel interpolation circuit 39 is a means for interpolating only the center pixel of the input sampling unit, and basically has the same configuration as the center pixel interpolation circuit 37. Similarly to the center pixel interpolation circuit 37, the center pixel interpolation circuit 39 is not necessarily required for a color arrangement pattern in which the interpolation unit of the optimum color difference signal Rg2 (or Bg2) is small.

  Next, the distance interpolation circuit 40 will be briefly described. As described above, the input signal to the distance interpolation circuit 40 may be the optimum color difference signal Rg2 (or Bg2) obtained by the color difference signal mixing circuit (1) 36 or the center pixel interpolation circuit 39. The obtained color difference signal Rg4 (or Bg4) may be used. That is, when the center pixel interpolation circuit 39 is not inserted, the optimum color difference signal Rg2 (or Bg2) is input, and when the center pixel interpolation circuit 39 is inserted, the color difference signal Rg4 (or Bg4) is input. Entered.

  As shown in FIG. 21, the distance interpolation circuit 40 calculates distances d1, d2, d3, d4 between the target pixel Odist to be interpolated and the surrounding four pixels C1, C2, C3, C4, and these distances d1. , D2, d3, and d4, the contribution of each pixel is calculated from the following equation to obtain the level Odist of the interpolation pixel.

  Thus, in the interpolation processing by the distance interpolation circuit 40, correction is performed using the reciprocal of the distances d1, d2, d3, d4 between the target pixel Odist and the surrounding four pixels C1, C2, C3, C4 as coefficients. In addition, the G level interpolation circuit 38 that can smoothly reproduce particularly the edge portion of a natural image is advantageous for interpolation processing of a smooth image without an edge.

  As shown in FIG. 22, the frequency band detection circuit (2) 41 performs a filtering process using a bandpass filter on the signal G1 obtained by interpolation by the Y signal G interpolation circuit 31 in four directions around the pixel of interest. Then, the maximum value is obtained from those obtained by calculating the absolute value of the output, and is output as the frequency band detection signal det2.

  The color difference signal mixing circuit (2) 42 is calculated by the color difference signals Rg5 and Bg5 calculated by the G level interpolation by the G level interpolation circuit 38 and the distance interpolation by the distance interpolation circuit 40, as shown in FIG. The color difference signals Rg6 and Bg6 are mixed using the frequency band detection signal det2 given from the frequency band detection circuit (2) 41, thereby calculating the optimum color difference signals Rg7 and Bg7.

  Specifically, as shown in FIG. 24, two threshold values cth2a and cth2b are set for the frequency band detection signal det2, and when the frequency band detection signal det2 is smaller than the threshold value cth2a, the color difference signal Rg6 (or Bg6) is set. ) Is the optimum color difference signal Rg7 (or Bg7), and when it is larger than the threshold cth2b, the color difference signal Rg5 (or Bg5) is the optimum color difference signal Rg7 (or Bg7), and the frequency band detection signal det2 has two thresholds cth2a, If it is between cth2b, for example, a proportional optimum color difference signal Rg7 (or Bg7) corresponding to the value of the frequency band detection signal det2 is obtained. These relationships are shown in the following equation.

  The center pixel correction circuit 37, the G level interpolation circuit 38, the center pixel correction circuit 39, the distance interpolation circuit 40, the frequency band detection circuit (2) 41, and the color difference signal mixing circuit (2) 42 described above are the first processing system. 2 constitutes a second processing system for executing interpolation processing on the optimum color difference signal Rg2 (or Bg2) output from. In the second processing system, the color resolution can be increased by using the G level in the interpolation processing in the G level interpolation circuit 38.

  The color difference signal return circuit 43 obtains the RB signals R1 and B1 by adding the signal G1 obtained by interpolation in the Y signal G interpolation circuit 31 to the corresponding pixels of the optimum color difference signals Rg7 and Bg7. Then, the signal G1 obtained by the interpolation by the G signal interpolating circuit 31 for Y signal and the RB signals R1 and B1 obtained by the color difference signal returning circuit 43 become the final output of the interpolation processing circuit 23 and the next gamma. Supplied to the correction processing circuit 24

  In the above embodiment, the case where each process of the first and second processing systems is executed by hardware processing has been described as an example. However, the present invention is not limited to hardware processing, for example, It is also possible to execute by software processing by a microcomputer.

  As described above, in a device that records a color digital image using a single solid-state imaging device 12, for example, an image processing device of an imaging device such as a single-plate digital still camera or a single-plate digital video camera, Even if an OCCF color array pattern is adopted that lowers the spatial sampling frequency of the color, the G signal G1 ′ that minimizes the absolute value of the color difference signal is newly interpolated. By generating the color difference signal using the G signal G1 ′, the false color generated due to the low sampling frequency when obtaining the color difference signal can be reduced.

  Also, by executing the processing in the second processing system, that is, the interpolation processing of the color difference signal using the G signal level, the signal transition of the frequency band that is not good for the color difference signal is changed to the G level that can capture a high frequency. Since it is possible to follow, the color resolution can be increased. In addition, prior to this color difference signal interpolation process, only the center pixel of the interpolation unit is interpolated, so that the coarseness of the interpolation unit of the C signal appearing in the final output image due to the low sampling frequency. It is possible to reduce the thickness.

  In addition, by executing the processing in the first signal processing system prior to the interpolation processing in the second processing system, for the color difference signal in which the false color generated due to the low sampling frequency is reduced. Therefore, the false color reduction effect by the processing in the first signal processing system can be further extracted.

1 is a block diagram illustrating an example of a recording system configuration of a digital video camera according to the present invention. It is a figure which shows an example of the color arrangement | sequence pattern (color coating) of OCCF. It is a figure which shows G limit resolution and RB limit resolution of this color arrangement pattern. It is a block diagram which shows an example of a specific structure of an interpolation processing circuit. It is explanatory drawing of the interpolation process in the G interpolation circuit for Y signals. It is a figure which shows the pixel arrangement | sequence which extracted only G with this color arrangement | sequence pattern. It is a flowchart which shows the procedure of an example of the concrete interpolation process in the G interpolation circuit for Y signals. It is a figure which shows the frequency characteristic of the band pass filter of HV direction. It is a figure which shows the frequency characteristic of the band pulse filter of NH and NV direction. It is a figure which shows a resolution chart. It is a correlation diagram which shows the relationship between each point in a frequency chart, and its correlation value. It is a figure which shows the relationship between a correlation value and an interpolation value. It is a conceptual diagram explaining the process in a color difference signal generation circuit. It is explanatory drawing of the process in the G interpolation circuit for C signal interpolation. It is explanatory drawing of the process in a frequency band detection circuit (1). It is explanatory drawing of the process in a color difference signal mixing circuit (1). It is a figure which shows the specific example of a process in a color difference signal mixing circuit (1). It is explanatory drawing of the process in a center pixel interpolation circuit. It is explanatory drawing of the process of median interpolation. It is explanatory drawing of G level interpolation in a G level interpolation circuit. It is explanatory drawing of the process in a distance interpolation circuit. It is explanatory drawing of the process in a frequency band detection circuit (2). It is explanatory drawing of the process in a color difference signal mixing circuit (2). It is a figure which shows the specific example of a process in a color difference signal mixing circuit (2). It is a figure which shows the color arrangement pattern of a Bayer arrangement.

Explanation of symbols

  DESCRIPTION OF SYMBOLS 11 ... Imaging lens, 12 ... Solid-state image sensor, 13 ... A / D converter, 14 ... Camera signal processing part, 21 ... Optical system correction circuit, 22 ... White balance processing circuit, 23 ... Interpolation processing circuit, 24 ... Gamma correction Processing circuit, 25 ... Y (luminance) signal processing circuit, 26 ... C (chroma) signal processing circuit, 31 ... G signal interpolation circuit for Y signal, 32, 34 ... Color difference signal generation circuit, 33 ... G interpolation circuit for C signal interpolation 35 ... Frequency band detection circuit (1), 36 ... Color difference signal mixing circuit (1), 37, 39 ... Center pixel interpolation circuit, 38 ... G level interpolation circuit, 40 ... Distance interpolation circuit, 41 ... Frequency band detection circuit ( 2), 42 ... color difference mixing circuit (2), 43 ... color difference signal return circuit

Claims (4)

An image processing device that generates a color difference signal between a first color signal and a second color signal in an image signal output from a solid-state imaging device having a filter of a predetermined color arrangement pattern,
First color difference signal generation means for generating a first color difference signal using the first color signal obtained by interpolation for generation of a luminance signal;
The first color signal that reduces the absolute value of the second color difference signal to be generated is newly generated by interpolation, and the second color difference signal is generated by using the generated first color signal. A second color difference signal generating means;
An image processing apparatus comprising: mixing means for mixing and outputting the first color difference signal and the second color difference signal based on the frequency band of the first color signal. With respect to the final color difference signal output from the mixing unit, the level of the first color signal of the target pixel of the solid-state image sensor and the first color signal existing around the target pixel. The image processing apparatus according to claim 1, further comprising an interpolation unit that performs an interpolation process by calculating an interpolation value using a function of an absolute value of a difference from a level as an interpolation coefficient. An image processing method for generating a color difference signal between a first color signal and a second color signal in an image signal output from a solid-state imaging device having a filter of a predetermined color arrangement pattern,
A first step of generating a first color difference signal using the first color signal obtained by interpolation for generation of a luminance signal;
The first color signal that reduces the absolute value of the second color difference signal to be generated is newly generated by interpolation, and the second color difference signal is generated by using the generated first color signal. The second step,
An image processing method comprising: a third step of mixing and outputting the first color difference signal and the second color difference signal based on the frequency band of the first color signal. A solid-state imaging device having a filter of a predetermined color arrangement pattern;
An imaging apparatus comprising: an image processing unit that processes an image signal output from the solid-state imaging device and generates a color difference signal between a first color signal and a second color signal in the image signal;
The image processing means includes
First color difference signal generation means for generating a first color difference signal using the first color signal obtained by interpolation for generation of a luminance signal;
The first color signal that reduces the absolute value of the second color difference signal to be generated is newly generated by interpolation, and the second color difference signal is generated by using the generated first color signal. A second color difference signal generating means;
An imaging apparatus comprising: a mixing unit that mixes and outputs the first color difference signal and the second color difference signal based on the frequency band of the first color signal.

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