JP2005056573A - Method for recording information signal - Google Patents

Abstract

<P>PROBLEM TO BE SOLVED: To provide an information signal recording method capable of eliminating correlation between adjacent tracks by using a scramble signal generated from a cyclic code in which a value obtained on the basis of an address value of each sector is used as an initial value. <P>SOLUTION: In this information signal recording method for scrambling an information signal S3 with an scramble signal S2 in recording the information signal S3 on an information recording medium 5 having circular information tracks, a signal generated from the cyclic code in which the value obtained on the basis of an address value of each sector is used as the initial value is used as the scramble signal. Thus, correlation between adjacent tracks is eliminated and stable tracking control can be made. <P>COPYRIGHT: (C)2005,JPO&NCIPI

Description

  The present invention relates to an information signal recording method for recording an information signal on an information signal recording medium having a circular information track using a scramble signal.

  In general, in an optical disc such as a compact disc (CD), a digital signal is recorded on a track of the disc by forming uneven shapes called pits and lands, and the reflected light from the pits and lands is divided into four in an optical head. The light is received by the photodetector and converted into an electric signal, and the signal is read out.

Focusing is for causing the objective lens of the optical system of the pickup to follow the surface vibration of the disc. As a method, there is an astigmatism method or the like.
The tracking is for causing the pickup to follow the track with respect to the eccentricity of the disk, and there are a three-beam method, a push-pull method, a heterodyne method, and the like.

  Focusing and tracking are performed by calculating the output signals of the respective divided sensors of the two-divided or four-divided photodetectors to obtain the focusing control signal and the tracking control signal, and thereby performing servo control.

  The laser beam emitted from the pickup has a phase difference between the reflected light from the pit portion and the reflected light from the land portion. Due to the interference effect, a difference occurs in the amount of reflected light incident on the photodetector at the pit portion and the land portion. As a result, a reproduction signal is obtained. The recorded data is recorded on a CD in which a signal subjected to digital modulation called EFM forms a pit / land pattern. The recorded data is binarized from a reproduction signal due to a change in light quantity at the pits and lands, and is digitally demodulated to reproduce the data.

  By the way, as a signal recording method, a constant angular velocity method CAV (Constant Angular Velocity) with a constant angular velocity of a disk and a constant linear velocity method CLV (Constant Linear Velocity) with a constant linear velocity are known. The number of sectors included in each track is equal, and the head of the sector is completely coincident with the radiation from the center of the disk for all tracks.

  In addition, since the linear velocity is constant in the CLV system, the heads of the sectors of all tracks do not coincide, but the heads of the sectors may coincide on the radiation from the center of the disk for some adjacent tracks.

  In such a situation, when information of the same content, for example, image information or music information is recorded, when recording a large amount of silent parts, non-image sections, etc. between songs, between adjacent tracks, In order to prevent recording signals having the same shape and arrangement from appearing, a scramble operation is generally taken.

This scrambling is performed for the purpose of preventing a synchronization signal for synchronizing the head of the information sector from being generated as a pseudo synchronization signal in the data and for improving the DSV controllability of EFM modulation. A scramble signal is generated by exclusive OR with the M sequence. The M sequence used for scrambling is a 2 ^x -1 cyclic code represented by 0 or 1.

For example, the known scramble means employed in the CD-ROM uses an M-sequence of 2 ¹⁵ -1 = 32767 periods, and is performed using the same initial value for each sector.

  Here, a conventional information signal recording method will be described with reference to FIGS. 6A and 6B. The sector address signal S1 is input to the M-sequence generation unit 11 of the scramble means 10 to be scrambled signal S10. The information signal S3 is scrambled by the adder 12 by the scramble signal S10, and the recording signal S4 that is actually recorded on the recording medium is output.

The M sequence at this time is a 2 ^x −1 cyclic code represented by 0 or 1 (see FIG. 6B).
The current trend of optical discs is to increase the recording capacity. However, using the conventional scramble means, the same information as described above is placed at the top of the sector on the radiation from the center of the disc. When recorded in the correct location, the shape of the pits and lands between adjacent tracks match, so the correlation increases, the tracking error signal amplitude decreases, and the signal-to-noise ratio (S / N) decreases. There is a problem that tracking control is not performed stably.

  The present invention has been made in view of the above-described problems and has been devised to effectively solve this problem. The object of the present invention is to use a value obtained on the basis of the address value of each sector as an initial value. It is an object of the present invention to provide an information signal recording method capable of removing the correlation between adjacent tracks by using a scramble signal generated from the above.

  In the present invention, the above-described problem occurs due to the fact that the scramble processing is performed using the M-sequence scramble signal having a short period although a plurality of sectors are included in one track. It was made by obtaining the knowledge.

In order to solve the above problems, the present invention
Scrambling the information signal using a part of a cyclic code when an information signal composed of a binary digital signal sequence divided into a plurality of sectors having an address value is recorded on an information signal recording medium having a circular information track In an information signal recording method for scrambling each sector by a signal,
The initial value associated with the address value is set by shifting by a preset value on the cyclic code,
For each sector for each predetermined period in which the address value continues, the same initial value is set in the cyclic code and the same scramble signal is repeatedly generated.
It is what I did.

  According to the present invention, in a scramble operation for a recording signal for each sector, a signal generated from a cyclic code having an initial value as a value obtained based on the address value of each sector is used as a scramble signal. Before the information signal is recorded on the signal recording medium, information having the same content is prevented from appearing on adjacent tracks. As a result, the stability of the tracking control can be ensured, so that the distance between adjacent tracks can be reduced and a high recording density disk can be realized.

As described above, according to the information signal recording method of the present invention, the following excellent operational effects can be exhibited.
By using a scramble signal generated from a cyclic code whose initial value is a value obtained based on the address value of each sector, the correlation between adjacent tracks can be completely removed. Therefore, stable tracking control can be performed even if the track pitch is narrowed to increase the density of the information signal recording medium. Furthermore, since the same scramble signal is repeatedly used in a predetermined period, the scramble operation can be simplified correspondingly.

Hereinafter, an embodiment of an information signal recording method according to the present invention will be described in detail with reference to the accompanying drawings.
FIG. 1 is a block diagram showing scramble means of a recording signal generator for carrying out the present invention.

  As shown in FIG. 1A, the scramble means 1 is based on an initial value storage unit 2 made of, for example, a ROM for generating an initial value stored in advance based on an address signal S1, and an output from the storage unit 2. An M-sequence generator 3 for generating an M-sequence scramble signal S2, and an adder 4 for performing a scramble operation by adding the scramble signal S2 to the information signal S3 comprising a digital signal sequence to form a recording signal S4. And is formed by. At this time, as shown in FIG. 1B, a predetermined length Dw is shifted from the initial value of one M sequence to the initial value of the next M sequence. In the initial value storage unit 2, the initial value is naturally read based on the address value of the address signal S1.

  FIG. 2 is a diagram showing the relationship between the scramble procedure and the M-sequence according to the present invention. As shown in FIG. 2 (A), for example, the Tn-th track and the T (n + 1) -th in the recording area of the information recording medium 5 such as a disc. Are recorded concentrically or spirally. In the illustrated example, a CLV recording method is shown, and the sector of each track starts with the radiation L from the center point O of the disk. FIG. 2B shows a diagram in which the information recorded on the adjacent track at this time is rewritten in a straight line, and FIG. 2C shows the arrangement of the recording signal at this time.

  Here, when describing the method of determining the order and initial value of the M sequence used in the scramble means of the present invention, the recording method will be described taking the CLV method as an example, and constants relating to the recorded disc will be given as follows.

Smin: Number of sectors included in the innermost circumference Smax: Number of sectors included in the outermost circumference Dw: Shift width from the initial value of one M series to the initial value of the next M series (unit: sector) (0 <Dw) However, this Dw is variable.

Cycle: Maximum number of sectors that can be represented by cyclic period (2 ^x -1) of M sequence Bsect: Number of bytes of information contained in one sector <Example 1>
FIG. 3 shows the positional relationship of information recorded through the scramble procedure on the outermost track and the track adjacent to the outermost track in the first embodiment.

  In the M-sequence diagram in FIG. 3 (A), the cyclic period of the scrambled signal corresponds to the information recorded on the outermost circumference 1: 1 with the length of the information recorded on the outermost circumference. Shows something.

  The arrangement of the recording signals shown in FIG. 3B is actually the recording signal arranged concentrically or spirally from the center point O of the disk as shown in FIG. It is the figure which rewritten the information recorded on an adjacent track from the radiation L from O as the starting point in the linear form.

  Due to the nature of the M-sequence, even when the same information is recorded in large quantities, different recording signals are generated in the range of the amount of information recorded on the outermost circumference, so that from the innermost circumference to the outermost circumference. Therefore, different signals are recorded on the radiation L from the center point O of the disk of the adjacent track.

From the above, the condition of the order of the M sequence to be used is as shown in Equation 1.
Smax ≤Cycle (1)
Here, when the cycle is expressed in units of sectors, the equation 2 is obtained.

Cycle = (2 ^x -1) / (8 ・ Bsect) ... (2)
Accordingly, the order x of the M sequence to be obtained can be obtained by Equation 3, Equation 4, and Equation 5.

Smax ≦ (2 ^x −1) / (8 · Bsect) (3)
2 ^x ≧ 8 ・ Bsect ・ Smax + 1 (4)
x ≧ log ₂ (8 · Bsect · Smax + 1) (5)
Accordingly, stable tracking can be performed by performing a scramble operation on the information signal S3 with the scramble signal S2 having an M-sequence cyclic period (2 ^× −1) defined by the order obtained by the above equation (5). A recording signal S4 can be obtained.

  For example, in a CD-ROM, the amount of information included in one sector is 2352 bytes, and the number of sectors included in the outermost periphery is about 22 sectors. If the M series is used, different signals are recorded on the radiation from the center point of the disk of the adjacent track in all the tracks from the innermost circumference to the outermost circumference.

  As described above, since the cycle in which the scramble signal S2 makes a round is set to be longer than the information amount of the track having the largest recording capacity, that is, the outermost track, the correlation between adjacent tracks can be completely eliminated. it can.

Therefore, stable tracking control can be performed even if the track pitch is narrowed in order to increase the density of the recording medium.
<Example 2>
FIG. 4 shows the positional relationship of information recorded through the scramble procedure on the innermost track and the track adjacent to the innermost track in the second embodiment.

In the M-sequence diagram in FIG. 4A, in this case, it is assumed that the cyclic cycle of the scramble signal is of a cyclic cycle larger than the number of information bits included in at least two sectors.
As shown in the M-sequence diagram in FIG. 4A, each sector is scrambled using an initial value shifted from the initial value used in the previous sector by a shift width Dw.

  The arrangement of recording signals shown in FIG. 4B is actually concentric or spiral from the center point O of the disk as shown in FIG. It is the figure which rewritten the information recorded on an adjacent track from the radiation L of this to the linear form.

  The problem here is that sector 1 is the signal of the first sector recorded in the innermost circumference, and the signal of the sector at the same position as sector 1 in the adjacent (innermost circumference + 1) -th track ( Correlation with sector (n + 1), sector (n + 2)).

  In FIG. 4 (B), when a scramble signal including the scramble signal used in the sector is used in a problematic part, if the recorded information is the same, the same signal as the sector 1 is recorded. Will do.

  Therefore, in the case of a disc that can record information corresponding to Smin on the innermost circumference, it is used for one sector from the M-sequence portion used in sector 1 when performing the scramble procedure of sector (Smin + 1). The scramble operation may be performed using the initial value of the M sequence shifted by more than the code of the M sequence.

About the above-mentioned content, when it represents with a type | formula, it will show as shown in Formula 6.
Smin ・ Dw ≧ 1 ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ （6）
Next, consider the outermost track of the disk.

Originally, the outermost circumference and the (outermost circumference-1) track are considered, but here, it is assumed that the (outermost circumference + 1) track exists.
Since the concept of not generating the same scramble pattern in adjacent tracks is exactly the same, here, a method of giving a constant is shown.

  When the order of the M sequence is determined by the information bits included in the outermost periphery, since the scramble pattern used in the outermost periphery is recorded in (outermost periphery + 1), the sector included in the outermost periphery is recorded. It is only necessary to select an M sequence having a period of one cycle or more by adding the number of sectors (1 / Dw) until a part of the M sequence used at the beginning of the outermost circumference is not used. Therefore, it is sufficient to satisfy the condition shown in Equation 7.

(Smax + 1 / Dw) · Dw ≤ Cycle (7)
From the above formulas 6 and 7, the following formula 8 can be obtained.
1 / Smin ≦ Dw ≦ (Cycle-1) / Smax (8)
Here, Smin and Smax can be determined by the disc to be recorded. Therefore, when the cycle shown in the equation is re-expressed in units of sectors, Equation 9 is obtained.

Cycle = (2 ^x -1) / (8 ・ Bsect) ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ (9)
Therefore, from the left side and the right side of Equation 8 above, the order x of the M series can be obtained by Equations 10, 11, and 12 shown below.

1 / Smin ≦ [(2 ^× −1) / (8 · Bsect) −1] / Smax (10)
2 ^x ≧ 8 · Bsect · (1 + Smax / Smin) +1 (11)
x ≧ log ₂ [8 · Bsect · (1 + Smax / Smin) +1] ·· (12)
Thereby, the order x of the M sequence can be determined.

Both the left side and the right side of Equation 7 are constants, and the deviation width Dw can also be determined.
For example, in a CD-ROM, the amount of information included in one sector is 2352 bytes, and the number of sectors included in the outermost periphery and the innermost periphery is approximately 22 sectors and 9 sectors, respectively. Is calculated, it is understood that it is sufficient to use an M-sequence of 16th order or higher. As a result, different signals are recorded on the radiation L from the center point O of the disk of the adjacent track in all the tracks from the innermost circumference to the outermost circumference.

  Compared with the results of the first embodiment, the action of removing the correlation between adjacent tracks requires a 19th order M-sequence if the method shown in the first embodiment is used. By using this method, the same action can be obtained using a 16th order M-sequence.

  As described above, by partially using a part of the scramble signal, the correlation between adjacent tracks can be completely eliminated as in the first embodiment, and stable tracking control is performed even if the track pitch is narrowed. be able to.

<Example 3>
Next, a third embodiment that is a modification of the second embodiment will be described. FIG. 5 is a diagram showing the positional relationship of information recorded on the innermost track and the outermost track when a scramble procedure different from that in the above embodiment is performed.

  In the M-sequence diagram shown in FIG. 5A, in this case, it is assumed that the cyclic period of the scrambled signal is a cyclic period larger than the number of information bits included in at least two sectors, and one scramble pattern The initial value is given so that the next scramble pattern includes the same pattern only in the range of 1-Dw.

  The recording signal arrangement shown in FIGS. 5B and 5C is actually a concentric or spiral arrangement from the center point O of the disk as shown in FIG. FIG. 5 is a diagram in which information recorded on an adjacent track is rewritten in a straight line starting from the radiation L from the center point O of the disc.

First, consider the innermost track of the disc.
As in the case of the second embodiment, the problem is that the problem is the radiation L from the center point O of the disk of the adjacent track and the recording area of the sector 1 which is the signal of the first sector recorded in the innermost circumference. This is a place related to the area drawn at the beginning and end of sector 1.

  In FIG. 5B, the scramble procedure can be performed using the initial value of the scramble signal having a distance shifted from the initial value of the scramble signal used in the sector 1 after the sector (n + 1) by more than the amount of information included in one sector. It is good.

Here, when the number of times one scramble signal is used repeatedly and continuously is Mloop, it is expressed as shown in Equation 13.
(Smin / Mloop) · Dw ≧ 1 (13)
Next, consider the outermost track of the disk.

Originally, the outermost circumference and the (outermost circumference-1) track are considered, but here, it is assumed that the (outermost circumference + 1) track exists.
Since the concept of not generating the same scramble pattern in adjacent tracks is exactly the same, here, a method of giving a constant is shown.

  When the order of the M-sequence is determined by the information bits included in the outermost circumference, since the scramble signal used in the outermost circumference is recorded in (outermost circumference + 1), the (outermost circumference + 1) track is recorded. In this case, the scramble signal used for the sector located on the same radiation as the first of the outermost circumference may be a scramble signal before Bsect of the scramble signal used for the first of the outermost circumference. It is done.

[(Smax / Mloop) + 1 / Dw] · Dw ≦ Cycle (14)
From the above formulas 13 and 14, the following formula 15 can be obtained.
Mloop / Smin ≦ Dw ≦ (Cycle-1) · Mloop / Smax (15)
Here, Smin and Smax can be determined by the disc to be recorded. Therefore, the cycle shown in the equation can be expressed as the following equation 16 in sector units.

Cycle = (2 ^x -1) / (8 · Bsect) (16)
From the left side and the right side of Equation 15, the order x of the M series can be obtained by Equations 17, 18, and 19 shown below.
Mloop / Smin ≦ [(2 ^x −1) / (8 ・ Bsect) −1] ・ Mloop / Smax ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・ ・... (17)
2 ^x ≧ 8 · Bsect · (1 + Smax / Smin) + 1 ···· (18)
x ≧ log ₂ [8 · Bsect · (1 + Smax / Smin) +1] ·· (19)
Equation 19 is exactly the same as Equation 12 in Example 2, and it can be seen that the same result is obtained.

  Therefore, compared with the result of the method of the first embodiment, the action of removing the correlation between adjacent tracks requires a 19th order M-sequence if the method of the first embodiment is used. If used, similar to the result of the second embodiment, the same action can be obtained using the 16th order M-sequence.

  Furthermore, by repeatedly using one scramble signal, there is an effect that the number of initial values recorded in the initial value storage unit 2 in FIG.

  In the above-described embodiment, the case of recording by the CLV method has been described. However, the present invention is not limited to this and can be applied to the case of recording by the CAV method.

It is a block diagram which shows the scramble means for implementing this invention. It is the figure which showed the relationship of the M series in the scramble procedure of this invention. It is the figure which showed linearly the outermost periphery in Example 1, and the scramble pattern in the next. It is the figure which showed linearly the innermost periphery in Example 2, and the scramble pattern in the next. It is the figure which showed the scramble pattern in the track | truck adjacent to each of the innermost periphery and the outermost periphery in Example 3 linearly. It is a block diagram which shows the conventional scramble means.

Explanation of symbols

DESCRIPTION OF SYMBOLS 1 ... Scramble means, 2 ... Initial value storage part, 3 ... M series generation part, 4 ... Addition part, 5 ... Information recording medium, L ... Radiation, O ... Center point, S1 ... Sector address signal, S2 ... Scramble signal, S3: Information signal, S4: Recording signal.

Claims (1)

Scrambling the information signal using a part of a cyclic code when an information signal composed of a binary digital signal sequence divided into a plurality of sectors having an address value is recorded on an information signal recording medium having a circular information track In an information signal recording method for scrambling each sector by a signal,
The initial value associated with the address value is set by shifting by a preset value on the cyclic code,
For each sector for each predetermined period in which the address value continues, the same initial value is set in the cyclic code and the same scramble signal is repeatedly generated.
An information signal recording method.

Images