JP2008298660A - Signal processing circuit for encoder - Google Patents

Abstract

<P>PROBLEM TO BE SOLVED: To provide a signal processing circuit for an encoder attaining accurate conversion from a sinusoidal wave signal into angle data, using easy arithmetic processings and which is high in position detection accuracy. <P>SOLUTION: A position data converting means 9 comprises a phase error detector 7 for generating a phase error signal; a conversion signal generating means 8 for generating a conversion auxiliary signal B2D signal and a conversion auxiliary signal A2D signal from the phase error signal; a signal-shaping means 6 for shaping waveform of a B2 signal into a 0-π radian region to generate a B3 signal and shaping waveform of an A2 signal into a -π/2 to π/2-radian region, to generate an A3 signal; and a data converting means 10 for carrying out inverse trigonometric function conversion of the A2 signal and B3 signal to carry out conversion from the A2 signal, B2 signal, A2D signal and B2D signal into angle data of 0-2π. The A2 signal is converted into angle data, by using the conversion auxiliary signal B2D signal, and the B2 signal is converted into angle data, by using the conversion auxiliary signal A2D signal. <P>COPYRIGHT: (C)2009,JPO&INPIT

Description

  The present invention relates to an encoder signal processing circuit that converts two-phase sine wave signals into angle data in an encoder that obtains high resolution by interpolating two orthogonal sine wave signals (A phase and B phase). Is.

  The position detection of a rotary (or linear) encoder is generally made up of a light emitting element, a light receiving element, and a rotating body (or moving body) with a grid-like slit formed between them. Resolution is determined. Therefore, in order to increase the resolution, the slit interval has been reduced, but there is a limit to increasing the resolution by this method due to the processing accuracy and the light diffraction phenomenon.

  Therefore, in recent years, analog signals of A and B phases having a phase difference of 90 degrees synchronized with the signal between the slits of the rotating body (or moving body) are generated, and the signal obtained by interpolating the analog signal and the above-described signal A method of increasing the resolution by synthesizing signals obtained by the slits is generally performed.

  A method of interpolation processing will be described with reference to FIG. First, the analog A0 signal and B0 signal are converted from the original signal output from the encoder into the digital signal A1 signal and the B1 signal by the AD converter 2, and the peak value of the A1 signal and the B1 signal is detected. It converts into A2 signal and B2 signal which performed amplitude correction. Next, in order to convert the A2 signal and the B2 signal into angle data, signal shaping is performed to convert the arcsin and arccos into 180 degree A3 signals and B3 signals which can be calculated. If the phase difference deviates from 90 degrees, the conversion is not performed correctly as shown in FIGS. 9 and 10, and an error occurs in the generated angle data A4D signal and B4D signal.

  In order to correct the phase error of the two-phase sine wave signal for this problem, for example, after the offset of the A phase and the B phase is removed, the sum and difference of each signal are calculated to calculate the A phase and the B phase. Has been proposed (see, for example, Patent Document 1).

Further, a phase error is obtained from the intersection of the A phase and the B phase, a correction value is calculated from the obtained phase error, and the correction value of the phase error is processed by addition / subtraction for each angle data obtained by arcsin and arccos. A method has been proposed (see, for example, Patent Document 2).
JP 2001-296142 A JP 2003-121207 A

  However, the method of Patent Document 1 has a problem that the amplitudes of the A phase and the B phase after phase correction change from each other. In addition, it is necessary to find the maximum and minimum values of the A phase and B phase of the original signal, correct the offset, find the maximum and minimum values of the signal after phase correction, and match the amplitude. There was a problem that it took.

  On the other hand, in the method of Patent Document 2, since the phase is corrected after the A-phase and B-phase signals are converted into angle data by arcsin and arccos, if the phase is shifted, the phase data is converted into angle data. As shown in FIGS. 10 and 11, there is a problem that an error occurs in the angle data.

  The present invention solves the above-described conventional problems, and even if a phase error is large and a secular change or a temperature change occurs, the phase error can be corrected by an easy calculation process, and a signal processing circuit for an encoder signal with high position detection accuracy. The purpose is to provide.

  In order to solve the above-mentioned problems, the present invention provides an AD conversion means for generating A1 and B1 signals by converting orthogonal A-phase and B-phase sine wave signals into digital data, and peak values of the A1 and B1 signals. A peak detector for detecting the offset, an offset / amplitude correction means for generating an A2 signal and a B2 signal by correcting an offset and amplitude error using the peak value detected by the peak detector, and the A2 signal and the B2 signal Position data converting means for converting angle data into A4D signals and B4D signals, and data synthesizing means for generating interpolation data by synthesizing the angle data A4D signals and B4D signals obtained by the position data converting means. In the position detector, the position data conversion means includes a phase error detector that generates a phase error signal from an intersection value of the A2 signal and the B2 signal, and the phase error signal. A conversion signal generating means for generating a conversion auxiliary signal B2D signal having a phase difference of 90 degrees with respect to the A2 signal, and generating a conversion auxiliary signal A2D signal having a phase difference of 90 degrees with respect to the B2 signal; Based on the signal, the B2 signal is shaped into a 0 to π radians region to generate a B3 signal, and the A2 signal is shaped into a -π / 2 to π / 2 radians region based on the B2D signal. Signal shaping means for generating the A3 signal, and data conversion means for performing inverse trigonometric function transformation on the A3 signal and the B3 signal and converting the A2 signal, the B2 signal, the A2D signal, and the B2D signal into angle data of 0 to 2π. And the conversion signal generation means multiplies the A2 signal and the B2 signal by using the correction coefficient generated from the phase error signal to generate an A correction signal and a B correction signal, and further converts the A2 signal to the previous A2 signal. The B correction signal is added to generate a conversion auxiliary signal A2D signal having a phase of 90 degrees with respect to the B2 signal, and the A correction signal is added to the B2 signal to have a phase of 90 degrees with respect to the A2 signal. A conversion auxiliary signal B2D signal is generated, the A2 signal is converted into angle data using the B2D signal, and the B2 signal is converted into angle data using the A2D signal.

  Further, the data synthesizing means detects the phase shift amount of the B2 signal at the zero cross point of the B2D signal, detects the phase shift amount of the A2 signal at the zero cross point of the A2D signal, and calculates the angle error value from the phase shift amount. The phase shift is corrected by subtracting the calculated angle error value from the A phase or B phase angle data.

  The data synthesizing means detects the phase shift amount of the B2 signal at the zero cross point of the B2D signal, detects the phase shift amount of the A2 signal at the zero cross point of the A2D signal, and detects the phase shift between the A phase and the B phase. An angle error value is calculated from the average value of the quantities, and the phase error is corrected by subtracting the obtained angle error value from the A-phase or B-phase angle data.

  According to the signal processing circuit of the encoder signal according to claim 1, in order to generate angle data by generating a conversion auxiliary signal having a phase difference of 90 degrees with respect to the phases of the A phase and the B phase, Even when a phase error occurs due to manufacturing variations, a highly accurate encoder can be obtained.

  According to the signal processing circuit for the encoder signal according to claim 2, the phase shift amount is detected from the values of the A2 signal and the B2 signal at the zero cross point where the A2D signal and the B2D signal can be accurately detected. Since the dynamic range is wide, the phase shift detection accuracy is high, and the phase can be accurately corrected.

Furthermore, according to the signal processing circuit of the encoder signal according to the third aspect, since the angle error is obtained from the average value of the phase shift amounts of the A phase and the B phase, it can be configured to be resistant to noise.

A / D conversion means for generating A1 signal and B1 signal by converting orthogonal A-phase and B-phase sine wave signals into digital data, a peak detector for detecting peak values of A1 signal and B1 signal, and the peak detection Offset / amplitude correction means for generating an A2 signal and a B2 signal by correcting offset and amplitude errors using the peak value detected by the detector, and converting the A2 signal and the B2 signal into angle data A4D signal and B4D signal. In the position detector having position data converting means and data combining means for generating interpolation data by combining the angle data A4D signal and B4D signal obtained by the position data converting means, the position data converting means is A phase error detector that generates a phase error signal from the intersection value of the A2 signal and the B2 signal, and a phase difference between the phase error signal and the A2 signal is 90 degrees A conversion signal generating means for generating a conversion auxiliary signal B2D signal and generating a conversion auxiliary signal A2D signal having a phase difference of 90 degrees with respect to the B2 signal; and the B2 signal as 0 to π radians with the A2D signal as a reference A signal shaping means for generating a B3 signal by shaping the waveform into a region of A2 and generating an A3 signal by shaping the waveform of the A2 signal into a region of -π / 2 to π / 2 radians with reference to the B2D signal; Data conversion means for performing inverse trigonometric function conversion on the A3 signal and the B3 signal, and converting the A2 signal, the B2 signal, the A2D signal, and the B2D signal into angle data of 0 to 2π, and the conversion signal generation means includes: A correction signal generated from the phase error signal is used to multiply the A2 signal and the B2 signal to generate an A correction signal and a B correction signal. Further, the B correction signal is added to the A2 signal and the B2 signal is paired. Then, a conversion auxiliary signal A2D signal having a phase of 90 degrees is generated, and the A correction signal is added to the B2 signal to generate a conversion auxiliary signal B2D signal having a phase of 90 degrees with respect to the A2 signal, and B2D The A2 signal is converted into angle data using the signal, the B2 signal is converted into angle data using the A2D signal, and the data synthesizing means detects the phase shift amount of the B2 signal at the zero cross point of the B2D signal, The phase shift amount of the A2 signal at the zero cross point of the A2D signal is detected, the angle error value is calculated from the average value of the phase shift amounts of the A phase and the B phase, and the obtained angle error value is calculated for the A phase or the B phase. The phase shift is corrected by subtracting from the angle data. Hereinafter, embodiments will be described with reference to the drawings.
(Embodiment 1)
A phase correction circuit for an encoder signal according to the first embodiment of the present invention will be described with reference to FIGS. 1 is a block diagram of an encoder signal processing circuit including a phase correction circuit, FIGS. 2 to 5 are operation waveforms of a phase error detection circuit of the phase circuit block, and FIGS. 6 and 7 are operation waveforms of the phase correction circuit. .

  In FIG. 1, analog A0 and B0 signals, which are original signals output from the encoder, are A-phase and B-phase sine wave signals having a phase difference of 90 degrees. Generally, it comprises a light emitting element, a light receiving element, and a slit plate.

  An LED or laser light is used as the light emitting element, and a photodiode or phototransistor is used as the light receiving element. The slit plate is made of glass or a resin material that transmits light, and a lattice-like mask that blocks light is provided on the slit plate. The light from the light emitting element is arranged to receive the light transmitted by the light receiving element through the slit plate, and the slit plate is installed on the rotating body of the encoder. Thus, a lattice-like shape of the slit plate is formed.

  The AD converter 2 as AD conversion means converts the analog signal A0 signal and B0 signal output from the encoder into digital signals. Since the amplitude of the analog signal output from the encoder is several hundred mV, the digital signal can be amplified by using an amplifier or the like by amplifying it by a factor of ten and converting it to a voltage suitable for the input range of the AD converter 2. Accuracy can be increased.

  The peak detector 15 detects the peak values of the A1 signal and B1 signal that are output signals of the AD converter 2. The peak value is detected by comparing the value of the previous sampling of the A1 signal with the value of the current sampling. If the value of the current sampling is large, the value is retained, and this operation is performed as 0 of the sine wave of the A1 signal. The maximum value can be detected by performing the operation in the interval of ˜180 degrees.

  Similarly, the minimum value is compared with the value of the previous sampling and the value of the current sampling, and when the value of the current sampling is small, the value is retained, and this operation is performed in the 180 to 360 degree interval of the A1 signal. Thus, the minimum value can be detected. For the B1 signal whose phase is shifted by 90 degrees, the maximum value and the minimum value can be detected by performing the same processing while shifting the detection operation section by 90 degrees.

  The offset / amplitude correction means 4 uses the maximum / minimum value signal 16 detected by the peak detector 15 to perform offset removal and amplitude normalization of the A1 signal and B1 signal.

  The offsets (OS_DETa, OS_DETb) between the A1 signal and the B1 signal can be obtained from Equation 1 using the maximum value / minimum value signal 16. Further, when the offset value to be corrected is OS_LEVEL, and the signals after offset removal are the A1D signal and the B1D signal, the offset can be removed from Equation 2.

The amplitude values (PP_DETa, PP_DETb) of the A1 signal and the B1 signal can also be obtained by Expression 3 using the maximum value / minimum value signal 16. If the magnitude for normalizing the amplitude is K, the A2 signal and the B2 signal in which the offset and amplitude errors are corrected can be obtained from Equation 4.

Next, the operation of the position data conversion means 9 of the present invention will be described. The position data circuit 9 includes a signal shaping unit 6, a phase error detector 7, a conversion signal generation unit 8, and a data conversion unit 10. Details of this operation will be described with reference to FIGS. explain.

  First, the phase error detector 7 will be described. FIG. 2 shows the A2 signal and the B2 signal when the phase error is α radians. Further, the A2 signal and the B2 (0) signal represent the case where there is no phase error (the phase difference is 90 degrees). The phase error detector 7 detects an intersection signal 13 indicating the size of the intersection of the A2 signal and the B2 signal.

  When there is no phase error (that is, in the case of the A2 signal and the B2 (0) signal), the intersection is π / 4 radians and 5π / 4 radians, and the intersection signals 13 are Ksin (π / 4) and Ksin (5π / 4). When the phase error is α radians (that is, in the case of the A2 signal and the B2 signal), the intersection points are (π / 4-α / 2) radians and (5π / 4-α / 2) radians, and the intersection signal 13 is , C1 = Ksin (π / 4-α / 2) and C2 = Ksin (5π / 4-α / 2).

  Next, the conversion signal generation means 8 will be described. As shown in FIG. 3, the conversion signal generation means 8 uses the intersection signal 13 detected by the phase error detector 7 to convert the phase difference to 90 degrees with respect to each of the A2 signal and the B2 signal. A signal B2D signal and an A2D signal are generated. Since the A2 signal and the B2 signal can be expressed by Expression 5, a signal having a phase difference of 90 degrees with respect to the A2 signal can be obtained by Expression 6.

Formula 6 will be described in detail. A B2D signal having a 90-degree phase difference from the A2 signal can be developed as shown in Expression 6 to Expression 7. Here, when KS1 is selected so that KS1 = sin α, cos α becomes a coefficient if α is known, so that the B2D signal has a phase difference of 90 degrees with respect to the A2 signal.

Similarly, an A2D signal having a 90-degree phase difference from the B2 signal can be developed as shown in Equation 6 to Equation 8. Here, when KS2 is selected so that KS2 = sin α, cos α
Is a coefficient if α is known, the phase difference of the A2D signal is 90 degrees with respect to the B2 signal. The phase error α can be obtained from Equation 9 when the magnitude of the intersection signal 13 is C1 and C2. The above is the operation of the conversion signal generation means 8 that generates the conversion auxiliary signal A2D signal and the B2D signal.

Next, the signal shaping means 6 and the data conversion means 10 will be described. FIG. 4 illustrates the operation from the generation of the B2 signal to the generation of the B4D signal that is angle data. FIG. 5 shows an operation from generation of an A4D signal as angle data from the A2 signal.

  Details of this operation will be described. The signal shaping means 6 generates a B3 signal in which an angle region is represented by 0 to π radians in order to perform inverse trigonometric function conversion on the B2 signal in FIG. The conversion uses the B2 signal generated by the conversion signal generation means 8 and the A2D signal having a phase difference of 90 degrees. If the A2D signal is positive, the B2 signal is left as it is. If the A2D signal is negative, the B2 signal is used. The B3 signal is generated by inverting the sign of the signal.

  Next, the data conversion means 10 performs inverse trigonometric function conversion (arccos conversion) on the B3 signal and converts it into angle data B4 signal of 0 to π radians. Further, when the A2D signal is negative, the B4 signal is converted to π radians. Are added to generate angle data B4D from 0 to 2π radians.

  Next, generation of an A4D signal will be described with reference to FIG. In order to perform inverse trigonometric function conversion on the A2 signal, an A3 signal in which the angle region is represented by −π / 2 to π / 2 radians is generated. The conversion uses the A2 signal generated by the conversion signal generation means 8 and the B2D signal having a phase difference of 90 degrees. When the B2D signal is positive, the A2 signal is left as it is, and when the B2D signal is negative, The A3 signal is generated by inverting the sign of the A2 signal.

  Next, in the data conversion means 10, the A3 signal is subjected to inverse trigonometric function conversion (arcsin conversion), the angle region is converted into angle data A4 signal of -π / 2 to π / 2 radians, and the B2D signal is negative. In this case, add π radians to the A4 signal, and if the B2D signal is positive and the A2D signal is negative, add 3π / 2 radians to the A4 signal to generate angle data A4D from 0 to 2π radians. To do.

  The above is the operation of the signal shaping means 6 and the data conversion means 10 that generate the A4D signal and the B4D signal.

  Next, the data synthesizing means 11 will be described with reference to FIGS. FIG. 6 shows a phase difference between the A2 signal and B2 signal corrected by the offset / amplitude correction means 4 and the A2 signal and B2 signal by the conversion signal generation means for the A1 signal and B1 signal having a phase error of α radians. Represents a B2D signal and an A2D signal with 90 degrees. Here, the values C3 and C5 of the A2 signal when the B2D signal is zero are detected, and the values C4 and C6 of the B2 signal when the A2D signal is zero are detected. C3, C4, C5 and C6 can be represented by Formula 10.

As shown in FIG. 6, when the B2 signal is advanced with respect to the A2 signal, C3 and C6 are negative, C4 and C5 are positive, and when the B2 signal is delayed with respect to the A2 signal, C3 and C6 are Since C4 and C5 are positive and negative, the phase error α radians can be obtained by calculating the phase error at each intersection from the equation 11 obtained by inverse trigonometric function transformation of the equation 10 and averaging. Further, it can be detected whether the B2 signal is advanced or delayed with respect to the A2 signal.

FIG. 7 shows the angle data A4D signal and B4D signal in a form including the phase error α radians. Since the phase error α radians can be obtained by averaging the equation 11, the B4DD signal having a phase error of zero can be obtained by subtracting α radians from the B4D signal. Interpolation data θIP14 can be obtained by synthesizing, for example, averaging, the signals of the A4D signal and B4DD signal. The above is the operation of the data synthesizing means 11.

  As described above, by generating the angle data using the conversion auxiliary signal having no phase error, it is possible to generate angle data without distortion even when there is a phase error. In addition, by using the zero cross point of the conversion auxiliary signal A2D signal and the B2D signal, the phase error is obtained in a region having a large dynamic range, so that the detection accuracy is improved. Since the detection value can be detected four times per cycle, the influence on noise can be suppressed to a small extent by averaging the results.

  The encoder signal phase correction circuit of the present invention is useful not only for servo motor control devices but also for devices equipped with an encoder for obtaining high-resolution position information.

Block diagram of an encoder signal processing circuit in Embodiment 1 of the present invention Explanatory drawing of the signal waveform in the phase error detector of the first embodiment Explanatory drawing of the signal waveform in the conversion signal production | generation means of Embodiment 1. Explanatory drawing of B phase signal conversion in Embodiment 1 Explanatory drawing of A phase signal conversion in Embodiment 1 Explanatory drawing of AB phase signal waveform in the data synthesizing means of the first embodiment Explanatory drawing of the interpolation data generation in Embodiment 1. Block diagram of an encoder signal processing circuit in a conventional example Explanatory drawing of B phase signal conversion in the conventional example Explanatory drawing of A phase signal conversion in the conventional example Explanatory drawing of interpolation data generation in a conventional example

Explanation of symbols

2 AD conversion means (AD converter)
4 Offset / amplitude correction means 6 Signal shaping means 7 Phase error detector 8 Conversion signal generation means 9 Position data conversion means 10 Data conversion means 11 Data synthesis means 13 Phase error correction amount 14 Interpolation data (angle data θIP for interpolation)
16, 16a Maximum value / minimum value signal A0, B0 Analog original signal (A phase, B phase)
A1, B1 Digital converted signal (A phase, B phase)
A2, B2 Offset / Amplitude corrected signal (A phase, B phase)
A2D, B2D conversion auxiliary signal (A phase, B phase)
A3, B3 Signal after shaping (A phase, B phase)
A4, B4 A phase and B phase angle data (0 to π radians)
A4D, B4D A phase and B phase angle data (0 to 2π radians)
B4DD B-phase angle data after phase correction C1, C2 Intersection of A2 signal and B2 signal C3, C5 Size of B2 signal at zero crossing point of B2D signal C4, C6 Size of A2 signal at zero crossing point of A2D signal

Claims (3)

A / D conversion means for generating A1 signal and B1 signal by converting orthogonal A-phase and B-phase sine wave signals into digital data, a peak detector for detecting peak values of A1 signal and B1 signal, and the peak detection Offset / amplitude correction means for generating an A2 signal and a B2 signal by correcting offset and amplitude errors using the peak value detected by the detector, and converting the A2 signal and the B2 signal into angle data A4D signal and B4D signal. In the position detector having position data converting means and data combining means for generating interpolation data by combining the angle data A4D signal and B4D signal obtained by the position data converting means, the position data converting means is A phase error detector that generates a phase error signal from an intersection value of the A2 signal and the B2 signal, and a phase difference between the phase error signal and the A2 signal is 90 degrees. A conversion signal generating means for generating a conversion auxiliary signal B2D signal and generating a conversion auxiliary signal A2D signal having a phase difference of 90 degrees with respect to the B2 signal; and the B2 signal as 0 to π radians with the A2D signal as a reference A signal shaping means for generating a B3 signal by shaping the waveform into a region of A2 and generating an A3 signal by shaping the waveform of the A2 signal into a region of -π / 2 to π / 2 radians with reference to the B2D signal; Data conversion means for performing inverse trigonometric function conversion on the A3 signal and the B3 signal, and converting the A2 signal, the B2 signal, the A2D signal, and the B2D signal into angle data of 0 to 2π, and the conversion signal generation means includes: A correction signal generated from the phase error signal is used to multiply the A2 signal and the B2 signal to generate an A correction signal and a B correction signal. Further, the B correction signal is added to the A2 signal and the B2 signal is paired. Then, a conversion auxiliary signal A2D signal having a phase of 90 degrees is generated, and the A correction signal is added to the B2 signal to generate a conversion auxiliary signal B2D signal having a phase of 90 degrees with respect to the A2 signal, and B2D A signal processing circuit for an encoder, wherein an A2 signal is converted into angle data using a signal, and a B2 signal is converted into angle data using an A2D signal. The data synthesizing means detects a phase shift amount of the B2 signal at the zero cross point of the B2D signal, detects a phase shift amount of the A2 signal at the zero cross point of the A2D signal, and calculates an angle error value from the phase shift amount. The encoder signal processing circuit according to claim 1, wherein the phase shift is corrected by subtracting the obtained angle error value from the A-phase or B-phase angle data. The data synthesizing means detects the phase shift amount of the B2 signal at the zero cross point of the B2D signal, detects the phase shift amount of the A2 signal at the zero cross point of the A2D signal, and determines the phase shift amount between the A phase and the B phase. 2. The signal processing circuit for an encoder according to claim 1, wherein an angle error value is calculated from the average value, and the phase error is corrected by subtracting the obtained angle error value from the A-phase or B-phase angle data. .