USPatent applicationPatented

Spread spectrum communication device and communication system

Granted 24 Feb 2004 · 3 office actions

Assignee: Hitachi, Ltd.

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Inventors: Akitsuna Yuhara, Yoshihiro Yamada, Takashi Shiba, Yasuhiro Ohta · Examiner: Chieh M. Fan · AU 2634 · TC 2600

Application· this page
9558373
filed 26 Apr 2000
Publication
Not published
not published
Patent
US 6,697,418
granted 24 Feb 2004

Life of the application

10 dated events
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Abstract

It is the object of the invention to provide a structure of a novel spectrum spreading communication device which solves the problem with the conventional spectrum spreading communication using Barker codes, etc. and limits the rise of the side-lobe of a correctional signal independently of the order of information codes by use of a code sequence having a code length of at least 14. The spectrum spreading communication device uses a pseudo-noise code having a code length of at least 14 and a self-correlation side-lobe of not greater than 3 as a pseudo-noise code of a direct spreading communication device which uses the pseudo-noise codes whose polarities are inverted so as to deal with also digital information. Thus, even when the pseudo-noise code length is 14 or more, the side-lobe of the correction coefficient can be restricted. Accordingly, the error rate of the spectrum spreading communication device is reduced and the processing gain is improved.

Description

9 parts
›This is a continuation of application Ser. No…

This is a continuation of application Ser. No. 08/875,182, filed Jul. 21, 1997 now U.S. Pat. No. 6,134,264, which is a 371 of PCT/JP95/00129, filed Feb. 1, 1995.

›TECHNICAL FIELD

The present invention relates to surface acoustic wave devices and communication devices.

›BACKGROUND ART

In conventional spread spectrum communication devices using the direct spreading method, a Barker code was used as a pseudo noise code as described in 1985 ULTRASONICS SYMPOSIUM proceedings, pp. 145-148, for example. It is known that this code does not depend on the arrangement of an information code sequence and this code has an auto-correlation side lobe of 1.

The Barker code has been found with the code length of 13 or less. The Barker code has not been found with a code length exceeding it. In the case where a processing gain of a code length of at least 14 was required, therefore, a code other than the Barker code, such as the longest code sequence was used. In these code sequences, however, a large side lobe rise is caused when the sign of the information code is inverted. In general, therefore, the error rate is increased.

An object of the present invention is to solve the above described problem and provide a novel structure of a spread spectrum communication device which uses a code sequence having a code length of at least 14 , which does not depend on the arrangement of the information code, and which suppresses the side lobe rise of correlation signals.

›SUMMARY OF INVENTION

The above described object can be achieved by employing a code sequence used by the present invention, i.e., a code shown in TABLES 1 through 9 as the pseudo noise code for spreading the power density spectrum of an input signal.

It has been confirmed by calculation conducted by the present inventors that the code shown in TABLES 1 through 9 has an auto-correlation coefficient side lobe of 3 or less. If this code is used, therefore, there is obtained a novel spread spectrum communication device and communication system which has a processing gain having an auto-correlation coefficient side lobe of at least 14, which does not depend on the arrangement of the information code, which suppresses the side lobe rise of the correlation signal, and which makes the error rate small. In addition, a surface acoustic wave device utilizing this characteristic is obtained.

The present invention relates to a novel code having a processing gain with a code length of at least 14 and an auto-correlation side lobe of 3 or less. The code length is determined in some cases by using harmonics of the crystal (oscillation frequency in the case where a frequency multiplier is used). In other cases, the code length is generated independently of the clock frequency of the baseband digital circuit.

It is now assumed that the code length is determined by using harmonics of the crystal. If harmonics are generated by distorting the oscillation waveform of the clock frequency in order to make harmonic components large, for example, only odd-number components included in harmonic components are typically generated. If its odd-number components are used as the clock of pseudo noise code generator, therefore, a value obtained by dividing the clock of the pseudo noise code generator by the clock frequency of the baseband digital circuit, i.e., the code length is obtained. To be concrete, an odd-numbered code length such as 15, 17, 19, . . . is obtained.

In the case where the obtained odd-numbered code length is applied to a spread spectrum communication device, two code lengths are combined and used in some cases. To be concrete, it is a result of multiplication of odd-numbered code lengths. A value of at least 14 such as 15, 21, 25, 27, . . . is used as the code length.

In the case where the code length is generated independently of the clock frequency of the baseband digital circuit, it doesn't matter at all whether the code length is even-numbered or odd-numbered and consequently values of at least 14, i.e., values 14, 15, 16, 17, . . . are obtained.

In either case, a pseudo noise code formed by a large number of combinations in respective code lengths is present. Out of them, the present inventors found a novel code which is 3 or less in auto-correlation side lobe and which is effective as the pseudo noise code used for spreading the power density spectrum of an input signal. The present inventors also found a novel pseudo noise generator capable of executing spreading (or de-spreading) of the power density spectrum of an input signal by using those codes.

The following TABLES 1 through 9 show the pseudo noise code concerning the present invention.

›BRIEF DESCRIPTION OF DRAWINGS

FIG. 1 is a system block diagram of a spread spectrum communication device showing a first application example of the present invention;

FIG. 2 is a diagram illustrating a signal code sequence;

FIG. 3 is a system block diagram of a part of a communication device showing a second application example of the present invention;

FIG. 4 shows a surface acoustic wave device using a second application example of the present invention;

FIG. 5 is a system block diagram of a spread spectrum communication device showing a third application example of the present invention;

FIG. 6 shows a code sequence used in the third application example of the present invention;

FIG. 7 shows a matched signal used in the third application example of the present invention;

FIG. 8 shows the frequency response of a matched filter used in the third application example of the present invention;

FIG. 9 shows a conventional Barker code (13 chips);

FIG. 10 shows a matched signal in the case where the conventional Barker code (13 chips) is used;

FIG. 11 shows the frequency response of a matched filter in the case where the conventional Barker code (13 chips) is used;

FIG. 12 shows tap coefficients of a matched filter using a fourth application example of the present invention;

FIG. 13 shows a matched signal used in the fourth application example of the present invention;

FIG. 14 shows tap coefficients of a matched filter using a fifth application example of the present invention;

FIG. 15 shows a matched signal used in the fifth application example of the present invention;

FIG. 16 is a system block diagram of a spread spectrum communication device showing a sixth application example of the present invention;

FIG. 17 is a system block diagram of a part of a communication device showing a seventh application example of the present invention;

FIG. 18 is a system block diagram of a part of a communication device showing an eighth application example of the present invention;

FIG. 19 is a system block diagram of a part of a communication device showing a ninth application example of the present invention;

FIG. 20 is a system block diagram of a part of a communication device showing a tenth application example of the present invention;

FIG. 21 is a system block diagram of a part of a communication device showing an eleventh application example of the present invention; and

FIG. 22 shows a communication system using a device shown in a twelfth application example of the present invention.

›BEST MODE FOR CARRYING OUT THE INVENTION · 1 of 3

Hereafter, modes for carrying out the present invention will be described by referring to FIGS. 1 through 23.

However, some modes hereafter described are shown in order to explain application examples for carrying out the present invention. Modes for carrying out the present invention are never limited to application examples described here.

FIG. 1 is a diagram schematically showing a spread spectrum communication device to which the present invention has been applied. An information signal is inputted from an input terminal 1 , multiplied in a mixer 2 by a signal supplied from a pseudo noise code generator 3 , furthermore multiplied in a mixer 4 by a carrier supplied from an oscillator 5 , amplified in an amplifier 6 , and outputted from an antenna 7 . Here, a code shown in TABLES 1 through 9 was used as the pseudo noise code.

In a receiving system, a signal inputted from the antenna 7 is amplified in an amplifier 8 , demodulated, converted to a digital signal in a square wave output circuit 9 , and taken out from an output terminal 10 as an information signal. Here, a code similar to the above described code was used as a reference code for demodulating the information. (It coincides with the pseudo noise code of the transmitter.) FIG. 2 is a diagram showing a signal code sequence. In the case of the synchronous detection system, a signal code sequence Sk corresponds to 1 and 0 of the information code, and it is represented as S k = [ m mod  ( k / n )  ( data = 1  or0 ) - m mod  ( k / n )  ( data = 0  or1 ) ( Expression     1 )

where mj (j=1, 2, . . . , n; n=code length) corresponds to a pseudo noise code bj shown in TABLES 1 through 9, and it is represented by the following equation. m j = [ 1  ( b j = 1 ) - 1  ( b j = 0 ) ( Expression     2 )

In the same way, in the case of the delay detection system, the signal code sequence Sk is represented by the following equation. S k = [ m mod  ( k / n )  S k - 1  ( data = 1  or0 ) - m mod  ( k / n )  S k - 1  ( data = 0  or1 ) ( Expression     3 )

Denoting a reference code of the receiving side by Mj, a correlation coefficient Ok is represented by the following equation. O k = ∑ j = 1 n  S k + j - 1  M j ( Expression     4 )

In the case where Mj=mj, the correlation coefficient Ok represents an auto-correlation coefficient and it is represented by the following equation. O k = ∑ j = 1 n  S k + j - 1  m j ( Expression     5 )

Sub-peaks other than correlation peaks (mod(k/n)=1) are referred to as side lobes. As this value becomes smaller, the error rate of the receiver is typically reduced. For the case where the code length is at least 14 , such a code that the side lobe value calculated by using the Expression 5 is 3 or less is shown in TABLES 1 through 9. Calculation conducted here corresponds to all arrangements (0, 0), (0, 1), (1, 0) and (1, 1) of 0 and 1 of the information code. (The above described 0 and 1 of the information code indicate that they are mutually in the relation of inverted code.) Calculation was conducted as to such an arrangement of Sk that signs whereby mj is multiplied are (+, +, −). That is, calculating to Expression 5 above is performed on a single code sequence S k which includes M js have signs (+, +, −), respectively (i.e., S k =+M j , +M j , −M j ). (In the remaining case where the signs are (−, −, +), a result equal in absolute value and opposite in sign to the above described result is obtained. In other words, only the polarity is different. Therefore, the above described calculation alone suffices.)

In TABLES 1 through 9, “bj” is a derived code sequence, and “number” is a value obtained by regarding the “bj” as a binary number and converting it to a decimal number. Furthermore, “max corr. (forward)” is a side lobe value, and “max corr. (backward)” is a maximum value of correlation value obtained in the case where codes are reversed bilaterally. Furthermore, “dc level” is the sum total of n “mj”s. As a matter of course, similar results are obtained even if code inversion (1⇄0) is conducted on these codes. Since it takes an enormous time to conduct calculations, inverted codes are omitted for lengthy code lengths. If these codes are used as the pseudo noise code, there is obtained a spread spectrum communication device having a processing gain of at least 14 in auto-correlation side lobe, having smaller time-axis side lobes of received matched signal, having a smaller error rate, and having favorable characteristics.

A second application example of the present invention will now be described by referring to FIG. 3 . The same components as those in FIG. 1 showing the first application example are denoted by like numerals. FIG. 3 is a diagram showing a receiving part of the second application example of the present invention. A received signal taken in from an antenna 7 is amplified in an amplifier 8 , converted to a matched signal in a matched filter 11 , detected in a detector circuit 12 , demodulated, converted to a digital signal by a square wave output circuit 13 , and outputted from an output terminal 10 . In the present application example, a matched filter is used as a demodulating element. This results in a feature that the circuit can be simply formed.

A third application example of the present invention will now be described by referring to FIGS. 4 and 5.

FIG. 4 is a diagram schematically showing a SAW (surface acoustic wave) matched filter 18 . On a SAW substrate 14 , an input interdigital electrode set 15 and an output interdigital electrode set 16 are disposed. Furthermore, in order to suppress a reflected wave coming from a substrate face, a sound absorbing material 17 is coated. The input interdigital electrode set 15 has such a structure that the electrode polarity is inverted every electrode. (The electric polarity differs depending upon whether the electrode is connected to an upper common electrode or a lower common electrode.) The output interdigital electrode set 16 has a matched filter structure in which the electrode polarity is inverted in association with the pseudo noise code. As the substrate 14 , an ST-cut crystal substrate is used in order to prevent the center frequency from being shifted due to the temperature.

›BEST MODE FOR CARRYING OUT THE INVENTION · 2 of 3

FIG. 5 is a system block diagram of the present application example. The same components as those in FIG. 1 showing the first application example are denoted by like numerals. A received signal taken in from an antenna 7 is amplified in an amplifier 8 , converted to a matched signal in a SAW matched filter 18 of the present application example, multiplied in a mixer 20 by a signal preceding it by one information bit and delayed in a SAW delay line 19 and thus detected, converted in a square wave output circuit 13 to a digital signal, and outputted from an output terminal 10 . In the present application example, delay detection is conducted by using an SAW element. This results in a feature that the detector circuit can be formed more simply.

FIG. 6 is a diagram showing mj corresponding to a 25-chip code bj of number (num) 947565 shown in TABLE 7.

FIG. 7 is a diagram showing a matched signal waveform in the case where this mj code is used on the transmitting side and the reference code of the matched filter on the receiving side is made the same. The carrier frequency is 300 MHz, and the information rate is 1 Mbps. At this time, a favorable side lobe suppression factor (peak to side lobe ratio D/U=18.2 dB) is obtained.

FIG. 8 is a diagram showing the frequency response of the matched filter of the present application example. In FIG. 8, ripples on the frequency response correspond to side lobe deterioration. For the purpose of comparison, the case where the conventional 13-chip Barker code is used will now be also described.

FIG. 9 is a diagram showing mj corresponding to this Barker code.

FIG. 10 is a diagram showing the matched signal waveform in the case where this mj code is used on the transmitting side and the reference code of the matched filter on the receiving side is made the same.

In the same way as the present application example, the carrier frequency was set equal to 300 MHz and the information rate was set equal to 1 Mbps. A side lobe suppression factor (peak to side lobe ratio D/U=22.1 dB) was obtained.

FIG. 11 is a diagram showing the frequency response of the matched filter in the case where the Barker code is used. It is shown that ripples are comparatively small and the side lobe suppression factor is large.

As described above, use of the present application example makes it possible to obtain a communication device having a chip length of 25 and improve significantly the processing gain at the sacrifice of only a slight side lobe deterioration as compared with the case where the conventional Barker code is used.

A fourth application example of the present invention will now be described by referring to FIGS. 12 and 13. In the above described third application example, the side lobe suppression factor was D/U=18.2 dB. In the present application example, however, further side lobe suppression is conducted.

FIG. 12 is a diagram showing a reference 25-chip tap coefficient Mj of the receiving side in the present application example. In order to conduct side lobe suppression of the matched signal, respective taps are provided with weights.

FIG. 13 shows a matched signal waveform in the case where the mj code of the third application example are used on the transmitting side and respective taps of the matched filter of the receiving side are provided with weights corresponding to the above described reference code Mj. Coefficients of FIG. 12 were derived by using an optimization algorithm. The carrier frequency is 300 MHz, and the information rate is 1 Mbps. By doing so, a favorable side lobe suppression factor (peak to side lobe ratio D/U=19.8 dB) as compared with the third application example is obtained without increasing the number of taps of the receiving side.

A fifth application example of the present invention will now be described by referring to FIGS. 14 and 15. In the fourth application example, the number of taps was set equal to 25 equally for both the transmitting side and the receiving side. In the present application example, however, the number of taps on the receiving side was set equal to 49 in order to conduct further side lobe suppression.

FIG. 14 is a diagram showing the reference 49-chip tap coefficient Mj on the receiving side of the present application example. For matched signal side lobe suppression, respective taps are provided with weights.

FIG. 15 is a diagram showing a matched signal waveform in the case where the mj code of the third application example is used on the transmitting side and respective taps of the matched filter on the receiving side are provided with weights corresponding to the above described reference code Mj. Coefficients of FIG. 14 were derived by using the optimization algorithm. The carrier frequency is 300 MHz, and the information rate is 1 Mbps. As compared with the conventional case where the Barker code is used, a favorable side lobe suppression factor (peak to side lobe ratio D/U=24.4 dB) is obtained.

A sixth application example of the present invention will now be described by referring to FIG. 16 . The same components as those in FIG. 5 showing the third application example are denoted by like numerals. In the third application example, demodulation is conducted directly in the transmission signal band. Since the frequency is high, however, signal processing is difficult in some cases. In the present application example, the frequency is lowered by multiplication with a signal with a signal generated by an oscillator 22 conducted in a mixer 21 and thereafter demodulation processing is conducted. If the present application example is used, demodulation processing with a comparatively low frequency band is possible, resulting in a feature of easy circuit design.

A seventh application example of the present invention will now be described by referring to FIG. 17 .

FIG. 17 is a diagram showing a receiving part of a communication device in the seventh application example. The same components as those in FIG. 3 showing the second application example are denoted by like numerals. In the second application example, demodulation is conducted by using a matched filter. In the case where the information rate is slow, however, the device size of the matched filter becomes large. In the present application example, an signal outputted from a pseudo noise code generator 23 is multiplied in a mixer 24 by a carrier signal of an oscillator 25 having the same frequency as that of the carrier, and a resultant signal is synchronized with the received signal and it is multiplied in a mixer 26 by the received signal. As a result, a demodulated signal can be obtained. The present application example has a feature that signal demodulation can be conducted without increasing the device size even in the case where the information rate is comparatively slow.

›BEST MODE FOR CARRYING OUT THE INVENTION · 3 of 3

An eighth application example of the present invention will now be described by referring to FIG. 18 .

FIG. 18 is a diagram showing a receiving part of a communication device in the eighth application example. The same components as those in FIG. 3 showing the second application example are denoted by like numerals. In the seventh application example, a pseudo noise signal is generated to conduct demodulation. On the receiver side as well, however, a signal generator is needed, resulting in a large circuit scale. In the present application example, a carrier frequency oscillator 28 is multiplied in a mixer 27 by the received signal. Furthermore, a resultant signal is converted to a digital signal by a detector circuit 29 and a square wave output circuit 30 . In a digital correlation signal processing circuit 31 , the digital signal is subjected to processing according to the equation of the Expression 4 and the equation of the Expression 5. In the present application example, correlation demodulation processing can be conducted by using digital processing. This results in a feature that the device can be fabricated at comparatively low cost in the case where the information rate is comparatively slow, or the pseudo noise code length is short.

A ninth application example of the present invention will now be described by referring to FIG. 19 .

FIG. 19 is a diagram showing a receiving part of a communication device in the ninth application example. The same components as those in FIG. 17 showing the seventh application example are denoted by like numerals. In the eighth application example, demodulation is conducted in the digital circuit. In the case where the information rate is fast and the pseudo noise code length is long, processing cannot be conducted in some cases because the clock frequency of the digital circuit is low. In the present application example, a signal outputted from a pseudo noise code generator 23 is multiplied in a mixer 24 by a carrier signal of an oscillator 25 having the same frequency as the carrier. A resultant signal and the received signal are subjected to convolution integral processing in a convolver 32 which is a correlation element. Furthermore, a resultant signal is subjected to demodulation in a detector circuit 33 . The present application example has a feature that the demodulated signal can be obtained comparatively easily so long as the carrier frequency can be synchronized with the pseudo noise code cycle even in the case where the information rate is fast and the pseudo noise code length is long.

As compared with the sixth through ninth application examples, the case where the matched filter is used as in the second and third application examples has a feature that signal synchronizing is unnecessary because the code on the receiving side is fixed. On the contrary, the sixth through ninth application examples have a feature that the reference code on the receiving side can be changed freely so as to correspond to the code on the transmitting side because the code is variable.

A tenth application example of the present invention will now be described by referring to FIG. 20 .

FIG. 20 is a diagram showing a detection part of a communication device in the tenth application example. In the present application example, a delay detection system is used as the detection system, and demodulation is conducted by multiplying a current signal, in a mixer 35 , by a signal preceding a current signal by one information bit supplied from a delay line 34 . In the present application example, the detector circuit can be simplified.

An eleventh application example of the present invention will now be described by referring to FIG. 21 .

FIG. 21 is a diagram showing a detection part of a communication device of the eleventh application example. In the present application example, a synchronous detection system is used as the detection system, and demodulation is conducted by multiplying a clock reproduced by a clock detection circuit 36 , in a mixer 35 , by a signal. In the present application example, a better error rate than that of the delay detection system is obtained.

A twelfth application example of the present invention will be now described by referring to FIG. 22 .

FIG. 22 is a diagram showing a communication system of the twelfth application example. In the present application example, communication devices of the present system are used in a LAN. Present communication devices 41 and 42 are connected to a LAN cable 38 . Present communication devices 40 and 43 are connected to terminals 39 and 44 . Present communication devices 46 and 47 are connected to terminals 45 and 48 . Between terminals (without a wire system between), communication can be conducted freely. If the present application example is used, it is not necessary to connect each terminal to a LAN cable, and consequently terminals can be freely moved.

›INDUSTRIAL APPLICABILITY

According to the present invention, the side lobes of the correlation coefficient can be suppressed with the pseudo noise code length of at least 14 as heretofore described. Therefore, the error rate can be reduced and the processing gain can be improved in a spread spectrum communication device and a communication system using the spread spectrum communication device.

›Tables in the description — 9
TABLE 1 — (n = 14)
max. corr.max. corr.
numberbj(forward)(back)dc level
2020000001100101026−6
3320000010100110026−6
4040000011001010028−6
4050000011001010126−4
41000000110011010210−4
47000000111010110210−2
66500001010011001210−4
69100001010110011210−2
81100001100101011210−2
82100001100110101210−2
1883000111010110112102
237500100101000111210−2
26560010100110000028−6
2767001010110011112102
32320011001010000026−6
3247001100101011112102
3322001100111110102102
4021001111101101012104
462201001000001110210−4
51450101000001100126−4
525101010010000011210−4
53120101001100000026−6
53130101001100000128−4
5327010100110011112102
553501010110011111264
572801011001100000210−4
5758010110011111102104
6092010111110011002102
6118010111111001102104
6575011001101011112104
664501100111110101264
6650011001111110102104
688001101011100000210−2
718601110000010010210−4
798901111100110101284
8090011111100110102104
829310000001100101210−4
83941000001100101028−4
9197100011111011012104
9503100101000111112102
973310011000000101210−4
97381001100000101026−4
980810011001010000210−4
1026510100000011001210−4
1029110100000110011210−2
1062510100110000001210−4
10655101001100111112104
108481010100110000026−4
1105610101100110000210−2
1107010101100111110284
1107110101100111111266
11132101011011111002104
1123810101111100110264
11761101101111100012104
1236211000001001010210−4
1306111001100000101210−2
1313611001101010000210−2
1315111001101011111266
1361611010100110000210−2
1372711010110011111286
14008110110101110002102
1450011100010100100210−2
15562111100110010102102
15572111100110101002102
15692111101010011002102
15718111101011001102104
15913111110001010012102
15973111110011001012104
1597811111001101010264
1597911111001101011286
1605111111010110011266
1618111111100110101266
TABLE 2 — (n = 15)
max. corr.max. corr.
numberbj(forward)(back)dc level
20200000001100101037−7
33200000010100110037−7
34500000010101100137−5
39400000011000101037−7
40400000011001010039−7
40500000011001010137−5
410000000110011010311−5
61800000100110101037−5
652000001010001100311−7
664000001010011000311−7
665000001010011001311−5
67800000101010011037−5
69100000101011001137−3
710000001011000110311−5
71800000101100111037−3
808000001100101000311−7
809000001100101001311−5
81000000110010101037−5
81100000110010101139−3
82100000110011010137−3
922000001110011010311−3
1140000010001110100311−5
1221000010011000101311−5
1299000010100010011311−5
1305000010100011001311−5
1356000010101001100311−5
1380000010101100100311−5
1610000011001001010311−5
1620000011001010100311−5
1642000011001101010311−3
1672000011010001000311−7
2152000100001101000311−7
2224000100010110000311−7
2228000100010110100311−5
2281000100011101001311−3
2579000101000010011311−5
2587000101000011011311−3
2656000101001100000311−7
2824000101100001000311−7
3232000110010100000311−7
374800011101010010039−3
3821000111011101101393
4188001000001011100311−5
4305001000011010001311−5
4419001000101000011311−5
4449001000101100001311−5
479200100101011100039−3
487400100110000101037−5
4944001001101010000311−5
50790010011110101113113
5139001010000010011311−5
5145001010000011001311−5
531200101001100000039−7
5313001010011000001311−5
5424001010100110000311−5
5535001010110011111393
56190010101111100113113
5649001011000010001311−5
5768001011010001000311−5
5904001011100010000311−5
615400110000000101037−7
616500110000001010137−5
6187001100000101011311−3
6304001100010100000311−7
6405001100100000101311−5
646400110010100000037−7
6465001100101000001311−5
6480001100101010000311−5
6495001100101011111373
66450011001111101013113
6922001101100001010311−3
70870011011101011113115
71270011011110101113115
71470011011111010113115
7428001110100000100311−5
78670011110101110113115
79010011110110111013115
79890011111001101013113
8369010000010110001311−5
8377010000010111001311−3
8394010000011001010311−5
8610010000110100010311−5
8730010001000011010311−5
8734010001000011110311−3
8771010001001000011311−5
8898010001011000010311−5
923001001000000111039−5
928701001000100011139−3
9738010011000001010311−5
1025201010000000110037−7
1026501010000001100137−5
10278010100000100110311−5
10290010100000110010311−5
10291010100000110011311−3
1034001010000110010037−5
10348010100001101100311−3
1043201010001100000037−7
10544010100100110000311−5
1062401010011000000037−7
1062501010011000000137−7
10626010100110000010311−5
10627010100110000011311−3
10655010100110011111373
1084801010100110000037−5
1104001010110010000037−5
11056010101100110000311−3
11070010101100111110393
11071010101100111111375
11238010101111100110373
11251010101111110011375
11298010110000100010311−5
11456010110011000000311−5
11488010110011100000311−3
115180101100111111103115
118870101110011011113115
119980101110110111103115
122110101111101100113115
122170101111101110013115
122380101111110011103115
122620101111111001103115
12549011000100000101311−5
12609011000101000001311−5
126690110001011111013113
12704011000110100000311−5
12810011001000001010311−5
12929011001010000001311−5
1296001100101010000037−5
12991011001010111111375
131510110011010111113115
132310110011101011113115
13290011001111101010373
132910110011111010113115
13301011001111110101375
133060110011111110103115
13329011010000010001311−5
134310110100011101113113
137270110101100111113115
142540110111101011103115
1435401110000001001039−5
147170111001011111013115
1475201110011010000037−3
148420111001111110103115
149710111010011110113115
150940111010111101103115
153070111011110010113115
153370111011111010013115
15394011110000100010311−3
155470111100101110113115
158020111101101110103115
15978011111001101010393
159790111110011010113115
160510111110101100113115
160570111110101110013115
16181011111100110101395
162170111111010110013115
162820111111100110103115
16485100000001100101311−5
16550100000010100110311−5
1658610000001100101039−5
16710100000101000110311−5
16716100000101001100311−5
16788100000110010100311−5
1678910000011001010139−3
16965100001001000101311−5
1722010001101000100311−5
173731000011110111013113
17430100010000010110311−5
17460100010000110100311−5
17673100010100001001311−5
17796100010110000100311−5
17925100011000000101311−5
18015100011001011111373
18050100011010000010311−5
18413100011111101101395
18513100100001010001311−5
19040100101001100000311−5
19336100101110001000311−3
194381001011111011103115
19461100110000000101311−5
1946610011000000101037−5
19476100110000010100311−5
1947710011000001010137−3
19536100110001010000311−5
19616100110010100000311−5
1977610011010100000037−5
19807100110101011111375
198381001100101111103115
199571001101111101013115
200631001110010111113115
20098100111010000010311−3
201581001110101111103115
202181001110111110103115
2050510100000000101311−5
20529101000000110001311−5
20550101000001000110311−5
20556101000001001100311−5
20769101000100100001311−5
20880101000110010000311−5
21249101001100000001311−5
212791010011000111113113
213111010011001111113115
214691010011110111013115
2151610101000000110037−5
2152910101000001100137−3
2169610101001100000037−5
2169710101001100000139−3
217111010100110011113113
21727101010011011111375
21919101010110011111375
2211210101100110000037−3
221401010110011111003113
221411010110011111013115
22142101011001111110395
22143101011001111111377
222231010110110011113115
22335101011100111111377
224191010111100100113113
22427101011110011011375
224761010111110011003113
224771010111110011013115
224891010111110110013115
2250210101111110110375
22515101011111110011377
230291011001111101013115
23480101101110111000393
23537101101111110001395
238691011101001111013115
239961011101101111003115
240331011101111000013113
240371011101111001013115
241571011110010111013115
243731011111001101013115
243901011111010001103113
243981011111010011103115
24778110000011001010311−3
24866110000100100010311−5
24900110000101000100311−5
253391100010111110113115
25620110010000010100311−5
25640110010000101000311−5
25680110010001010000311−5
258451100100111101013113
26122110011000001010311−3
2627211001101010000037−3
262871100110101011113115
263021100110101111103115
26303110011010111111377
263621100110111110103115
264631100111010111113117
265801100111110101003113
26602110011111101010375
26613110011111110101377
268631101000111011113115
269991101001011101113115
271181101001111011103115
27148110101000001100311−3
2723211010100110000039−3
273431101010110011113115
274541101011001111103115
27455110101100111111397
276221101011111001103115
276281101011111011003115
27688110110000101000311−3
278231101100101011113115
27893110110011110101375
27975110110101000111393
283181101110100111103115
283481101110101111003115
284621101111001011103115
285791101111101000113115
2894611100010001001039−3
29019111000101011011393
295351110011010111113117
299431110100111101113117
301111110101100111113117
301801110101111001003113
301881110101111011003115
304861110111000101103113
305391110111010010113115
305431110111010011113117
306151110111100101113117
310951111001011101113117
311251111001100101013113
311471111001101010113115
311571111001101101013115
313871111010100110113115
314111111010101100113115
314621111010111001103115
314681111010111011003115
315461111011001110103115
316271111011100010113115
318451111100011001013113
31946111110011001010373
31956111110011010100393
31957111110011010101375
319581111100110101103115
319591111100110101113117
32049111110100110001373
320571111101001110013115
32076111110101001100373
32089111110101011001375
321021111101011001103115
321031111101011001113117
321151111101011100113117
32149111110110010101375
323571111110011001013115
32362111111001101010375
32363111111001101011397
32373111111001110101377
32422111111010100110375
32435111111010110011377
32565111111100110101377
TABLE 3 — (n = 17)
max. corr.max. corr.
numberbj(forward)(back)dc level
29310000010110111001139−1
32530000011001011010139−3
32860000011001101011039−3
368500000111001100101313−3
369300000111001101101311−1
38930000011110011010139−1
392900000111101011001311−1
55550000101011011001139−1
583800001011011001110311−1
64430000110010010101139−3
658100001100110110101313−1
6775000011010011101113131
687700001101011011101391
738600001110011011010311−1
764200001110111011010391
785900001111010110011391
7901000011110110111013113
7917000011110111011013133
903900010001101001111313−1
912500010001110100101311−3
91710001000111101001139−1
91890001000111110010139−1
1111100010101101100111391
1212100010111101011001391
128870001100100101011139−1
14773000111001101101013111
15269000111011101001013131
1528400011101110110100391
1571600011110101100100311−1
1571800011110101100110391
1621700011111101011001393
1759600100010010111100313−3
1811000100011010111110391
1949900100110000101011313−3
1957800100110001111010311−1
1983200100110101111000311−1
205900010100000110111039−3
2071600101000011101100313−3
2105400101001000111110313−1
2131000101001100111110391
2222300101011011001111393
22427001010111100110113133
2307500101101000100011313−3
2348000101101110111000391
247490011000001010110139−3
2475700110000010110101311−3
247650011000001011110139−1
2518300110001001011111391
2577500110010010101111391
258710011001010000111139−1
2657800110011111010010391
2674300110100001110111391
2818000110111000010100313−3
30539001110111010010113133
3130000111101001000100313−3
3194600111110011001010391
31958001111100110101103133
332290100000011100110139−3
3429101000010111110011391
3508701000100100001111311−3
351510100010010100111139−1
351930100010010111100139−1
3530101000100111100101313−1
3713501001000100001111313−3
371500100100010001111039−3
37663010010011000111113111
3838701001010111110011393
3886001001011111001100391
38862010010111110011103113
3916501001100011111101393
414330101000011101100139−1
4218301010010011000111311−1
42191010100100110011113131
4239901010010110011111393
42483010100101111100113113
4252701010011000011111391
4262001010011001111100391
4517501011000001110111391
45277010110000110111013131
45855010110011000111113133
459530101100111000000139−3
461050101101000001100139−3
46151010110100001000111313−1
46199010110100011101113113
4670401011011001110000311−1
4696001011011101110000391
4822801011110001100100311−1
4892101011111100011001393
4988501100001011011101391
50366011000100101111103131
5144501100100011110101391
517190110010100000011139−3
517350110010100001011139−1
51743011001010000111113111
5260001100110101111000391
527410110011100000010139−3
5315701100111110100101393
53486011010000111011103131
548800110101100110000039−3
54908011010110011111003133
56801011011101111000013133
5900901110011010000001313−3
5908801110011011010000311−1
59346011100111110100103113
604360111011000001010039−3
60950011101110000101103131
6157701111000010001001313−3
617140111100010001001039−3
6363601111100010010100313−1
6389201111100110010100391
64070011111010010001103131
6419601111110001100101391
6461301111110001100101393
64817011111101001100013133
6625410000001011001110313−3
664581000000111001101039−3
668751000001010011101139−1
6700110000010110111001313−1
671791000001100110101139−1
67435100000111011010113131
6935710000111011101101393
69494100001111011101103133
7012110001000111101001313−1
7063510001001111101011393
7172510001100000101101311−3
71983100011001001011113111
72062100011001011111103133
7427010010001000011110313−3
7616310010100110000011313−3
7619110010100110011111393
7758510010111100010001313−1
779141001100000101101039−3
7833010011000111111010393
784711001100101000011139−1
7932810011010111100000311−1
7933610011010111101000391
7935210011010111111000393
796261001101110000101039−1
8070510011101101000001313−1
811861001111010010001039−1
821501010000001110011039−3
82843101000011100110113111
841111010010001000111139−1
84367101001001100011113111
8487210100101110001000311−3
84920101001011101110003131
8496610100101111100110393
8511810100110001111110393
8521610100110011100000313−3
8579410100111100100010313−1
858961010011111000100039−1
884511010110011000001139−1
885441010110011110000039−1
8858810101101000001100311−3
886721010110100110000039−3
8888010101101100110000313−1
88888101011011001110003111
8963810101111000100110391
919061011001110000001039−3
9220910110100000110001311−3
922111011010000011001139−1
926841011010100000110039−3
9340810110110011100000311−1
9392110110111011100001393
93936101101110111100003133
95770101110110000110103131
9587810111011010000110391
9592010111011010110000391
95984101110110111100003113
967801011110100000110039−1
9784210111111000110010393
9911311000001100101001313−3
991251100000110011010139−1
99771110000101101110113133
10053211000100010110100313−3
102891110010001111010113133
1043281100101111000100039−1
1044931100110000010110139−1
10520011001101011110000391
1052961100110110101000039−1
1058881100111011010000039−1
10630611001111101000010391
106314110011111010010103113
10632211001111101010010393
1075911101001000100011139−1
107996110100101110111003133
10864411010100001100100313−3
1088481101010010011000039−3
1097611101011001100000139−1
110017110101101110000013131
110355110101111000100113133
11048111010111110010001393
111239110110010100001113111
111493110110011100001013111
111572110110011110101003133
1129611101110010100000139−1
113475110111011010000113133
1148541110000001010011039−3
1153531110000101001100139−1
115355111000010100110113111
1157871110001000100101139−1
11580211100010001011010313−1
11629811100011001001010311−1
11818411100110110101000391
1189501110100001010011039−1
1199601110101001001100039−1
12188211101110000011010391
12190011101110000101100391
121946111011100010110103113
122032111011100101100003131
12315411110000100010010313−3
12317011110000100100010311−3
1232121111000010100110039−1
1234291111000100010010139−1
123685111100011001001013111
1241941111001010010001039−1
12429611110010110001000313−1
124490111100110010010103131
12462811110011011010100393
125233111101001001100013111
12551611110101001001100391
127142111110000101001103111
12717811111000011001010391
127378111110001100100103111
127386111110001100110103133
12778511111001100101001393
12781811111001101001010393
12814011111010010001100391
TABLE 4 — (n = 19)
max. corr.max. corr.
numberbj(forward)(back)dc level
32410000000110010101001315−7
103420000010100001100110315−7
268970000110100100010001315−7
28946000011100010001001037−7
337050001000001110101001311−5
349960001000100010110100311−7
375600001001001010111000315−5
599760001110101001001000315−5
611460001110111011011010373
644290001111101110101101395
663850010000001101010001311−7
701170010001000111100101315−3
740760010010000101011100315−5
867850010101001100000001315−7
922960010110100010001000311−7
952650010111010000100001311−5
9765100101111101011100113155
1008750011000101000001011315−5
1049700011001101000001010315−5
1198440011101010000100100315−5
12988500111111011010111013117
13026100111111100110101013155
1398060100010001000011110311−5
1415710100010100100000011311−7
1454260100011100000010010315−7
1476820100100000011100010315−7
148592010010001000111000037−7
151815010010100010000011139−5
1645560101000001011001100315−5
1735710101010011000000011315−5
18117901011000011101110113153
1873200101101101110111000373
2049610110010000010100001315−7
2090560110011000010100000315−7
21759101101010001111101113115
21875101101010110011111113157
22900601101111110100011103155
23243801110001011111101103155
24012301110101001111110113117
24455901110111011010011113157
2463060111100001000100010311−5
25186501111010111110110013157
25357901111011110100010113115
26052301111111001101010113157
2637641000000011001010100315−7
2707081000010000101110100311−5
2724221000010100000100110315−7
27798110000111101110111013115
2797281000100010010110000315−7
2841641000101011000000100311−7
2918491000111010000001001315−5
2952811001000000101110001315−5
3055361001010100110000000315−7
3066961001010111000001000311−5
31523110011001111010111113157
31932610011011111010111103157
336967101001001000100011137−3
3431081010011110001000100315−3
35071610101011001111111003155
35973110101111101001100113155
3724721011010111011111000395
3756951011011101110001111377
37660510110111111000111013157
37886110111000111111011013157
38271610111010110111111003117
38448110111011101111000013115
3940261100000001100101010315−5
3944021100000010010100010311−7
40444311000101011110110113155
41931711001100101111101013155
42341211001110101111101003155
4266361101000001010001100315−5
42902211010001011110111103115
43199111010010111011101113117
43750211010101100111111103157
45021111011011110101000113155
45417011011101110000110103153
45790211011111100101011103117
459858111000001000101001039−5
463141111000100010010010137−3
46431111100010101101101113155
48672711101101101010001113155
48929111101110111010010113117
49058211101111100010101103115
4953411111000111011101101377
49739011110010110111011103157
51394511111010111100110013157
52104611111110011010101103157
TABLE 5 — (n = 21)
max. corr.max. corr.dc
numberbj(forward)(backward)level
14773000000011100110110101315−3
23865000000101110100111001313−3
29546000000111001101101010311−3
31157000000111100110110101311−1
47731000001011101001110011315−1
55754000001101100111001010311−3
59029000001110011010010101311−3
59093000001110011011010101315−1
592450000011100111011011013151
60249000001110101101011001315−1
62294000001111001101010110317−1
81210000010011110100111010315−1
89708000010101111001101100321−1
1832600001011001011110111003171
231861000111000100110110101315−1
248388000111100101001000100313−5
255570000111110011001010010313−1
2577500001111101110110101103135
276270001000011011100101110311−1
281208001000100101001111000313−5
281571001000100101111100011313−1
3316990010100001111101100113151
336446001010010001000111110313−3
3972370011000001111101101013151
4066230011000110100010111113151
410091001100100000111101011315−1
442901001101100001000010101313−5
446288001101100111101010000321−1
459446001110000001010110110311−3
4602190011100000101101110113131
4900880011101111010011010003171
509010001111100010001010010313−3
5210340011111110011010010103173
5210460011111110011010101103175
549238010000110000101110110317−3
598815010010010001100011111315−1
607356010010100010001111100313−3
609528010010100110011111000313−1
614638010010110000011101110313−1
659673010100001000011011001315−5
672243010100100000111110011315−1
6748790101001001100001111113111
6749430101001001100011111113153
6752710101001001101110001113151
6783960101001011001111111003173
684896010100111001101100000311−3
6930230101010010011000111113151
7094070101011010011000111113113
711104010101101100111000000311−3
7187390101011110111100100113135
759696010111001011110010000315−1
7835580101111110100110001103213
8125380110001100101111110103213
8132470110001101000101111113133
8271250110010011110111101013155
8287030110010100101000111113151
846657011001110101101000001315−1
874976011010101100111100000317−1
8750040110101011001111111003175
8803760110101101110111110003135
895004011011010100000011100311−3
8967850110110101111000100013131
905410011011101000011000010317−3
957828011101001110110000100311−1
975058011101110000011010010313−1
975177011101110000101001001313−1
1018004011111000100010010100313−3
10253050111110100101000110013151
1071846100000101101011100110315−1
10791471000001110111011010113133
11219741000100011110101101103131
11220931000100011111001011013131
11393231000101100010011110113111
11917411001000101111001111013173
1200366100100101000011101110313−1
12021471001001010111111000113113
1216775100101001000100000111313−5
1222147100101010011000000011317−5
12221751001010100110000111113171
12504941001100010100101111103151
1268448100110101101011100000315−1
1270026100110110000100001010315−5
1283904100111001011101000000313−3
1284613100111001101000000101321−3
1313593101000000101100111001321−3
13374551010001101000011011113151
1378412101010000100001101100313−5
13860471010100100110001111113113
1387744101010010110011100000311−3
1404128101010110110011100000315−1
14122551010110001100100111113113
1418755101011010011000000011317−3
1421880101011011001000111000315−1
1422208101011011001110000000315−3
1422272101011011001111000000311−1
14249081010110111110000011003151
14374781010111101111001001103155
14825131011010011111000100013131
14876231011010110011000001113131
14897951011010111011100000113133
14983361011011011100111000003151
15479131011110011110100010013173
1576105110000000110010101001317−5
15761171100000001100101101013173
15881411100000111011101011013133
1607063110001000010110010111317−1
1636932110001111101001000100313−1
16377051100011111101010010013113
16508631100100110000101011113211
16542501100100111101111010103135
16870601100110111110000101003151
1690528110011100101110100000315−1
1699914110011111000001001010315−1
17607051101011011101110000013133
1765452110101111000001001100315−1
18155801101110110100000111003131
18159431101110110101100001113135
18208811101111001000110100013111
1839401111000001000100101001313−5
18415811110000011001101011013131
18487631110000110101101110113135
18652901110001110110010010103151
1913891111010011010000100011317−1
20074431111010100001100100113211
20159411111011000010110001013151
20348571111100001100101010013171
20369021111100010100101001103151
2037906111110001100010010010315−1
20380581111100011001001010103151
20381221111100011001011010103113
20413971111100100110001101013113
20494201111101000101100011003151
20659941111110000110010010103111
20676051111110001100100101013113
20732861111110100010110001103133
20823781111111000110010010103153
TABLE 6 — (n = 23) max. corr.
max. corr.(back-dc
numberbj(forward)ward)level
2936200000000111001010110010315−7
7554100000010010011100010101311−7
8642200000010101000110010110315−7
11586100000011100010010010101311−7
27182500001000010010111010001311−7
27219700001000010011101000101315−7
33350800001010001011011000100311−7
34589200001010100011100100100315−7
46314100001110001000100100101311−7
47619700001110100010000100101311−7
49670800001111001010001000100315−7
54365100010000100101110100011311−5
78993000011000000110110101010315−5
1031085000111110111011101011013117
108283300100001000010111010001311−7
108320500100001000011101000101311−7
111605200100010000011110010100311−7
111947200100010001010011110000315−7
114293200100010111000010010100311−7
116027200100011011010001010000311−7
118104100100100000010101110001315−7
120865600100100111000101010000315−7
134534800101001000011101000100311−7
137222800101001111000001000100311−7
152476900101110100010000100001311−7
1906423001110100010110111101113115
1994730001111001101111111010103157
228583301000101110000100001001311−7
242919101001010001000100000111311−7
253312001001101010011100000000315−7
280783201010101101100000011000315−5
2846271010101101101110001111113117
2854335010101110001101101111113117
2882364010101111111011001111003157
2965230010110100111110111011103157
2997135010110110111011100011113117
3010191010110111101110100011113117
3050991010111010001101111011113157
3051387010111010001111011110113117
3128430010111110111100011011103117
3141006010111111101101100011103157
345836801101001100010101000000315−7
3652701011011110111100010111013117
3715035011100010101111110110113157
3726330011100011011011111110103157
381284701110100010110111101113117
3813243011101000101111011110113117
3874554011101100011110111110103117
3910974011101110101101001111103117
3915354011101110111110010110103157
3922494011101111011010001111103117
4058763011110111101110100010113117
4074990011111000101101111011103117
4086510011111001011010111011103117
430209710000011010010100010001311−7
431361710000011101001000010001311−7
432984410000100001000101110100311−7
446611310001000010010111000001311−7
447325310001000100000110100101315−7
447763310001000101001011000001311−7
451405310001001110000100000101311−7
45753641000101110100001000010311−7
457576010001011101001000010000311−7
466227710001110010010000000101315−7
467357210001110101000000100100315−7
473590610010000100001110100010311−7
4930239100101100111010101111113157
524760110100000001001001110001315−7
526017710100000100001110010001311−7
533722010100010111000010000100311−7
533761610100010111001000010000315−7
537841610100100001000101110000311−7
539147210100100100010001110000311−7
542337710100101100000100010001315−7
550624310101000000010011000011315−7
55342721010100011100100100000311−7
55423361010100100100011100000311−7
5580775101010100100111111001113155
5855487101100101011000111111113157
5959416101101011101110111110003117
6102774101110100011110111101103117
639387711000011001000000010101315−7
648218411000101110100100001000311−5
6863838110100010111011110111103117
7016379110101100001111101110113117
7043259110101101111000101110113117
7179951110110110001110101011113157
7207566110110111111010100011103157
7228335110111001001011101011113117
7245675110111010001111011010113117
7269135110111011101011000011113157
7272555110111011111000011010113117
7305402110111101111000101110103117
7305774110111101111010001011103117
735752211100000100010001010010311−7
7598677111001111110010010101013155
7844956111011110110100010111003115
7891899111100001101011101110113157
7912410111100010111011110110103117
7925466111100011101110110110103117
8042715111101010111000110110113157
8055099111101011101001001110113117
8116410111101111011000101110103157
8116782111101111011010001011103117
8272746111111000111011011010103117
8302185111111010101110011010013157
8313066111111011011000111010103117
8359245111111110001101010011013157
TABLE 7 — (n = 25)
max.max.
corr.corr.
(for-(back-dc
numberbjward)ward)level
3816380000001011101001011000110311−5
4460050000001101100111000110101313−3
4657700000001110001101101101010313−3
473782000000111001110101011010313−1
8979410000011011011001110010101313−1
94756500000111001110101011011013151
20547580000111110101101001100103131
205488600001111101011010111001103113
32754460001100011111101010110103173
36725010001110000000100110110101315−5
36727930001110000000101011011001313−5
480859000100100101011111100011103151
494567800100101101110111000011103131
655089300110001111110101011011013135
65616260011001000001111101011010311−1
669269800110011000011111010110103131
709373800110110000111101111010103113
73450020011100000001001101101010313−5
73455860011100000001010101101010317−5
96093310100100101010000001110011313−5
96100150100100101010001100011111315−1
101785880100110110101000000011100317−5
1080519101010010011011111110001113155
1095097501010011100011001001111113133
1129795101010110001100100100111113131
113746200101011011001000000011100313−5
113832320101011011011000111000000313−3
1149962801010111101111000011011003113
119235320101101011111000001001100311−1
1192366001011010111110000110011003131
130148480110001101001011101000000311−5
1319725501100100101011111110001113135
1341592001100110010110101111100003131
1354699201100111010110101111100003113
143344000110110101011100111000000313−1
1433576801101101010111111000110003173
1480234001110000111011101101001003131
1493942801110001111110101001001003151
186150031000111000000101011011011315−1
187520911000111100010001001011011313−1
192186631001001010100000011100111317−3
1922003110010010101000110001111113131
200074391001100010100101000001111311−3
20138511001100110100101000001111313−1
203571761001101101010000000111000313−5
2053958310011100101101000101111113115
216307711010010100000111100110011313−1
2163089910100101000001111101100113111
220548031010100001000011110010011311−3
2217119910101001001001110001111113133
2217981110101001001101111111000113135
222564801010100111001101101100000313−1
226034561010110001110011011000000313−3
227492401010110110010000000111000315−5
2337584310110010010101111111000113175
2394441610110110101011100111000003151
2394510010110110101011111100011003135
2620884511000111111101010010011013175
2620942911000111111101100100101013135
264606931100100111100001000010101311−3
268617331100110011110000010100101313−1
2699280511001101111100000101001013111
270035381100111000000101010010010313−5
286087531101101001000100011110001313−1
28745841110110110101000001110001315−1
2988163811100011111110101001001103135
2988193011100011111110110010010103155
302789851110011100000010101001001317−3
314995451111000001010010100011001311−3
314996731111000001010010110011001313−1
326068661111100011000101010010010315−1
3265649011111001001001100011010103131
3308064911111100011000101010010013131
3308866111111100011100100100101013133
3310842611111100100110001110010103133
3317279311111101000101101001110013115
TABLE 8 — (n = 27)
max.max.
corr.corr.
(for-(back-dc
numberbjward)ward)level
930410000000011100011001001101010315−7
1624362000000110001100100100101010315−9
1860757000000111000110010010010101315−7
15798573000111100010001000100101101311−5
395662150100101101110111011100001113115
44341440010101001001001100011000000315−9
45245312010101100100110001110000000315−7
455347830101011011011001110001111113157
TABLE 9 — (n = 29)
max. corr.max. corr.
numberbj(forward)(backward)dc level
1168714300000101100100101010011100111315−3
20815162000010011110110011101001110103151
2965065000001110001000110111011011010317−1
52082271000110001101010110110010111113153
52401586000110001111111001010110110103151
52417970000110000111111010101101100103113
69590574001000010010111011110001011103131
70752046001000011011110010111001011103191
79132430001001011011101110111000011103153
16253669301001101100000001110011110101315−1
162873112010011011010100111111000110003151
162889496010011011010101111111000110003113
169410125010100001100011111110010011013151
19180862401011011011101100010001110000317−1
194459536010111001011100110111100100003151
236838308011100001110111011101101001003153
24428250001110100011110111010010000100319−1
245185924011101001110100111101100001003191
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Classifications

5 codes
IPC · International Patent Classification
Section H — Electricity
  • H04B1/707
  • H04J13/02
  • H04J13/00
USPC · US Patent Classification
375/150375/151

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⤢ drag to zoomJul 2000Jan 2001Jul 2001Jan 2002Jul 2002Jan 2003Jul 2003Jan 2004USPTOApplicantNon-final rejectionResponse after non-finalRequest for continued examinationResponse after non-final
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Chieh M. Fan
art unit 2634 · TC 2600
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