KR101885275B1 - Angle determinating method using encoder signal with noise suppression, adjusting method for output signal of encoder and absolute encoder - Google Patents

Abstract

A method for determining an angle using a signal from which an encoder removes noise includes the steps of generating first angle data based on rotation of a dipole magnet located on a rotation axis and second angle data based on rotation of a multipole magnet, Converting the first waveform signal according to the first angle data into a third waveform signal having the same period as the second waveform signal according to the second angle data, Calculating a position of a period by using a value determined based on a difference between the second waveform signal and the third waveform signal, and calculating an angle result value by using a table that matches an angle result value with an absolute angle And determining an absolute angle corresponding to the angular result value.

Description

TECHNICAL FIELD [0001] The present invention relates to a method of determining an angle by using a noise-canceled signal, a method of correcting an output signal of an encoder, and an absolute encoder, and an absolute encoder, an absolute encoder,

The technique described below relates to a technique of correcting a signal of an absolute encoder and a technique of calculating an angle using a corrected signal.

An encoder is an apparatus for detecting the rotational angular velocity and position of a rotating object. The encoder can be divided into an optical encoder and a magnetic encoder according to the means for detecting the rotation. In addition, the encoder can be classified into an incremental encoder which measures a relative position with respect to a certain reference and an absolute encoder which can measure an absolute position regardless of power supply.

The magnetic encoder generates an output signal capable of detecting a rotational angular velocity and a rotational position by using a magnetic body rotating together with a rotating object. The output signal of the magnetic encoder consists of a pair of sine wave and cosine wave based on the induction voltage of the rotating magnetic field and can detect the rotational position and rotational speed from the phase of the two waveforms. However, magnetic encoders are vulnerable to noise, phase fluctuation, DC offset, amplitude fluctuation, waveform distortion, etc. of the output signal. Therefore, there is a study on a technique to remove the phase difference from the output signal of the magnetic encoder.

Korean Patent Publication No. 10-2013-0135918 Korean Patent No. 10-1468323

The prior art fails to provide a solution to the errors that may occur during the fabrication process or assembly process of the multipole magnets used in the magnetic encoders.

The technique described below is intended to provide a technique for compensating for the phase difference of a signal occurring in a defect or an assembly error of a multipole magnet itself in an absolute encoder using a multipole magnet.

A method for determining an angle using a signal from which an encoder removes noise includes the steps of generating first angle data based on rotation of a dipole magnet located on a rotation axis and second angle data based on rotation of a multipole magnet, Converting the first waveform signal according to the first angle data into a third waveform signal having the same period as the second waveform signal according to the second angle data, Calculating a position of a period by using a value determined based on a difference between the second waveform signal and the third waveform signal, and calculating an angle result value by using a table that matches an angle result value with an absolute angle And determining an absolute angle corresponding to the angular result value.

The absolute encoder includes a first magnetic sensor for outputting first angle data according to rotation of a dipole magnet located on a rotary shaft, a second magnetic sensor for outputting second angle data according to rotation of the multipole magnet located on the rotary shaft, A converter for converting an output signal of the first magnetic sensor and the second magnetic sensor into a digital signal, a storage device for storing a table in which an angle result is matched with an absolute angle and a storage device for storing a first waveform signal according to the first angle data And a third waveform signal having the same period as that of the second waveform signal according to the second angle data, and using the reference value determined based on the difference between the second waveform signal and the third waveform signal and the second angle data And a signal processing circuit for calculating an angle result value and calculating an absolute angle using the calculated angle result value and the table.

The technology described below provides an encoder capable of using a multipolar magnet that is judged to be defective during a manufacturing process or an assembling process.

1 is an example of a block diagram showing the structure of a conventional absolute encoder.
2 is an example showing the arrangement of a sensor for sensing magnets and magnetism in an absolute encoder.
3 is an example showing a signal waveform detected by the sensor in accordance with the rotation of the bipolar magnet and the multipolar magnet.
4 is an illustration showing the structure of a magnet used in an absolute encoder.
5 is an example of a signal waveform detected using a magnet having the structure of FIG.
6 shows another example of the structure of the absolute encoder.
Fig. 7 shows an ideal signal waveform detected by the sensor according to the rotation of the dipole magnet and the multipole magnet in the absolute encoder constructed as shown in Fig. 2. Fig.
Fig. 8 (a) illustrates a defective absolute encoder in which a dipole magnet and a multipole magnet are erroneously assembled during assembly. 8 (b) and 8 (c) show signal waveforms output by a poorly assembled absolute encoder as shown in Fig. 8 (a).
9 (a) illustrates a bad absolute encoder in which the magnets of multipole magnets are produced differently in the process of mass production of multipole magnets. Fig. 9 (b) shows a signal waveform output by a defective absolute encoder which is erroneously mass-produced as shown in Fig. 9 (a).
10 illustrates a compensated signal waveform according to a solution according to an embodiment of the present invention.
11 (a) is a diagram illustrating an absolute encoder structure composed of two bipolar magnets. 11 (b) is a diagram illustrating an ideal signal waveform output from an absolute encoder having the structure as shown in FIG. 11 (a).
Fig. 12 (a) illustrates a defective absolute encoder manufactured by using two bipolar magnets, and Fig. 12 (b) is a diagram illustrating signal waveforms output from the defective absolute encoder of Fig. 12 (a).

The following description is intended to illustrate and describe specific embodiments in the drawings, since various changes may be made and the embodiments may have various embodiments. However, it should be understood that the following description does not limit the specific embodiments, but includes all changes, equivalents, and alternatives falling within the spirit and scope of the following description.

The terms first, second, A, B, etc., may be used to describe various components, but the components are not limited by the terms, but may be used to distinguish one component from another . For example, without departing from the scope of the following description, the first component may be referred to as a second component, and similarly, the second component may also be referred to as a first component. And / or < / RTI > includes any combination of a plurality of related listed items or any of a plurality of related listed items.

As used herein, the singular " include "should be understood to include a plurality of representations unless the context clearly dictates otherwise, and the terms" comprises & , Parts or combinations thereof, and does not preclude the presence or addition of one or more other features, integers, steps, components, components, or combinations thereof.

Before describing the drawings in detail, it is to be clarified that the division of constituent parts in this specification is merely a division by main functions of each constituent part. That is, two or more constituent parts to be described below may be combined into one constituent part, or one constituent part may be divided into two or more functions according to functions that are more subdivided. In addition, each of the constituent units described below may additionally perform some or all of the functions of other constituent units in addition to the main functions of the constituent units themselves, and that some of the main functions, And may be carried out in a dedicated manner.

Also, in performing a method or an operation method, each of the processes constituting the method may take place differently from the stated order unless clearly specified in the context. That is, each process may occur in the same order as described, may be performed substantially concurrently, or may be performed in the opposite order.

1 is an example of a block diagram showing the structure of a conventional absolute encoder 100. As shown in FIG. The absolute encoder 100 includes a first magnetic sensor 110, a second magnetic sensor 120, an ADC 130, an angle data calculation unit 140 and an absolute angle calculation unit 150. The ADC 130, the angle data calculation unit 140, and the absolute angle calculation unit 150 may be constituted by one circuit. Although not shown, the bipolar magnet and the multipolar magnet are located on the rotary shaft.

The first magnetic sensor 110 outputs signals A1 and B1 corresponding to the rotation of the dipole magnet and the second magnetic sensor 120 outputs signals A2 and B2 corresponding to the rotation of the multipole magnet. The ADC 130 converts the analog waveform signal into a digital signal. The ADC 130 samples the A-signal and the B-phase signal having the 90-degree phase at predetermined periods, respectively, and the ADC 130 generates the digital signal.

The angle data calculation unit 140 calculates a specific angle through an inverse tangent function (arctan) process on the signal transmitted by the rotation of each magnet. The angle data calculation unit 140 calculates a first angle? ₁ in the signal generated by the first magnetic sensor 110 and calculates a second angle? ₂ in the signal generated by the second magnetic sensor 120, . The absolute angle calculating unit 150 calculates the absolute angle of rotation of the rotary shaft from the first angle? ₁ and the second angle? ₁ to calculate absolute angle data?. The absolute angle calculating unit 150 uses a table for absolute angle calculation.

2 is an example showing the arrangement of a sensor for sensing magnets and magnetism in an absolute encoder. 2 is an example showing the arrangement of a sensor for detecting the rotation of a magnet in an absolute encoder. Fig. 2 shows a bipolar magnet (indicated by an oblique line) located at the center and a multipolar magnet located at the outer periphery of the bipolar magnet. The center of the bipolar magnet and the multipolar magnet corresponds to the rotation axis. In Fig. 2, the multipole magnet is shown as a quadrupole magnet. Of course, a multipolar magnet can use a magnet having a larger number of poles. The higher the number of poles, the better the resolution. However, for convenience of explanation, the following four pole magnet will be explained on the assumption.

The first magnetic sensor 210 for sensing the magnetism of the dipole magnet is located at the center of the dipole annulus. The second magnetic sensors 220a and 220b for sensing the magnetism of the multipole magnet are located outside the multipole magnet. Two second magnetic sensors can be used. On the other hand, the first magnetic sensor 210 and the second magnetic sensors 220a and 220b are located on the same line.

3 is an example showing a signal waveform detected by the sensor in accordance with the rotation of the bipolar magnet and the multipolar magnet. When the magnetic sensors are arranged as shown in FIG. 2, the signals detected by the respective sensors have waveforms as shown in FIG. In Fig. 3, the horizontal axis corresponds to the time, and the vertical axis denotes the degree of rotation. In Fig. 3, a dotted line indicates a waveform corresponding to the rotation of the dipole magnet, and a solid line indicates a waveform corresponding to the rotation of the multipole magnet (quadrupole magnet) in the same rotation.

4 is an illustration showing the structure of a magnet used in an absolute encoder. FIG. 4 is an example of a structure of a bad magnet which may occur during the production process or assembly process of the magnet. 4 (a) is an example of defects generated in the process of producing a magnet used in an absolute encoder. 4 (a) shows an example in which the magnets of the multipolar magnets are different. Fig. 4 (b) is an example of defects generated during the assembly process. Fig. 4 (b) shows an example in which the bipolar magnet and the multipolar magnet are improperly assembled.

5 is an example of a signal waveform detected using a magnet having the structure of FIG. In the case of a normal magnet, one rotation of the bipolar magnet and multiple rotations of the multipolar magnet should coincide with each other at regular intervals. However, when a magnet as shown in FIG. 4 is used, the signals output by the first magnetic sensor 110 and the second magnetic sensor 120 may not coincide with each other as shown in FIG.

The technique described below is based on an absolute encoder that may use a defective magnet as shown in Fig. The technique described below allows an accurate rotation angle to be measured even if a defect as shown in FIG. 4 occurs.

FIG. 6 is another example showing the structure of the absolute encoder 200. FIG. The absolute encoder 200 includes a first magnetic sensor 210, a second magnetic sensor 220, an ADC 230, a signal generating circuit 240, a signal processing circuit 250 and a storage device 260. The signal generation circuit 240, the signal processing circuit 250, and the storage device 260 may be constituted by one circuit. In addition, at least one of the above-described components may not necessarily be included in the encoder 200. For example, the storage device 260 may optionally be included in the encoder 200. Although not shown, the bipolar magnet and the multipolar magnet are located on the rotary shaft.

The first magnetic sensor 210 outputs a signal (sin wave, cos wave) in accordance with the rotation of the dipole magnet, and the second magnetic sensor 220 outputs a signal (sin wave, cos wave) Output. A signal output from the first magnetic sensor 210 is referred to as first angle data and a signal output from the second magnetic sensor 220 is referred to as second angle data.

The ADC 130 converts the analog waveform signal into a digital signal. The ADC 130 samples the A-signal and the B-phase signal having the 90-degree phase at predetermined periods, respectively, and the ADC 130 generates the digital signal.

Although not shown in FIG. 6, the absolute encoder 200 may include a filter (PLL or the like) for removing noise from the signal itself output from the ADC 130.

 The signal generation circuit 240 converts signals transmitted from the sensors 210 and 220 into signals of a triangular waveform. The signal generated by the signal generation circuit 240 may be a signal generated using the PLL in Korean Patent No. 10-1468323. The triangular wave output from the signal generation circuit 240 is the same as the waveform of the signal shown in Fig. The signal indicating the rotation in accordance with the first angle data among the signals output by the signal generation circuit 240 is called the first waveform signal and the signal indicating the rotation in accordance with the second angle data is called the second waveform signal.

The signal processing circuit 250 processes the triangular wave (bipolar magnetic triangular wave) generated from the signal of the first magnetic sensor 210 and the triangular wave (the multipolar magnetic triangular wave) generated from the signal of the second magnetic sensor 220 constantly . When the signal processing circuit 250 does not match the waveforms of the dipole magnet and the multipole magnet as shown in Fig. 5, the phase difference is corrected.

The signal processing circuit 250 first confirms the position (m) of the rotation period of the magnet measured by the multipolar magnet. In the case of a multi-pole magnet, a single rotation of the rotating shaft produces a plurality of identical sine waves. Referring to FIG. 3, four waveforms are generated in a quadrupole magnet. The position of the rotation cycle means the position of the currently measured signal among the four waveforms. For example, if the four waveforms are 1, 2, 3 and 4 in order, the signal processing circuit 250 determines how many times m is. m can be calculated as shown in Equation (1) below. If the operation result of Equation 1 includes a decimal point, the decimal place can be ignored.

[Equation 1]

m = (2 pole sensor signal value) * (multipole magnet pole number) / (2 * pi)

After the signal processing circuit 250 obtains the value of m, the signal processing circuit 250 converts the first waveform signal into a signal having the same period as the second waveform signal. The generated signal is referred to as a third waveform signal. That is, the signal corresponding to the rotation of the dipole magnet is converted into the signal having the same period as the signal according to the rotation of the multipole magnet. The third waveform signal transin can be generated using Equation (2) below.

&Quot; (2) "

transin = (2 pole sensor signal value) * (multipole magnetic pole number) - 2 * π * m

The signal processing circuit 250 calculates the difference between the second waveform signal and the third waveform signal that have the same period. The signal processing circuit 250 can calculate a difference between two signals as shown in Equation 3 below. The signal processing circuit 250 may calculate two signal differences by subtracting the third waveform signal (transin) value from the multipolar sensing signal value.

&Quot; (3) "

error = (Multipole sensor signal value) - transin

The signal processing circuit 250 determines a new reference value based on the difference between the second waveform signal and the third waveform signal. The signal processing circuit 250 can calculate the reference value n using the following equation (4).

&Quot; (4) "

n = m + 1 (if error = 0) or n = m (if error <0)

If the error value is greater than or equal to 0, the signal processing circuit 250 obtains the value n by adding 1 to m to obtain the value of n. This process determines the reference value for correcting the phase difference occurring in the two signals.

The signal processing circuit 250 calculates the angle result by summing the signal value of the multipolarity monitoring sensor and the reference value n determined according to Equation (5) below.

&Quot; (5) &quot;

Angleresult = (multipath sensing signal value) + 2 * π * n

The signal processing circuit 250 finds an absolute angle that matches in the table stored in the storage device 260 based on the calculated angle result value. The table is prepared in advance and stores the angle result value and the corresponding absolute angle. This allows the encoder 200 to finally determine the absolute angle.

On the other hand, the absolute angle can be measured without using the angular result value like the encoder 200 of FIG. In this case, the storage device 260 of this figure may not necessarily be included in the encoder 200. For example, the signal processing circuit 250 may convert the error value calculated in Equation (3) into a value errotrans corresponding to the period of the first waveform signal using Equation (6) below.

&Quot; (6) &quot;

errortrans = error / (multipole magnet pole number) + m * 2 * pi / (multipole magnet pole number)

The signal processing circuit 250 can correct the first waveform signal, which is the signal of the dipole magnet, using Equation (7) below. Equation (7) represents a signal (Fixsin) in which the phase difference is corrected.

&Quot; (7) &quot;

Fixsin = (2-pole sensor signal value) + errortrans

As a result, the encoder can generate a waveform having no phase difference even when the defective magnet as shown in FIG. 3 is used by using Equations (6) and (7). Referring to Figure 1 with reference to performing a phase correction to the first angle (θ ₁₎ and second angle (θ ₁₎ generated by adding the angle data calculated. The absolute angle calculating unit 150 shown in FIG. 1 may be used to calculate the absolute angle.

Alternatively, the encoder can newly obtain the value of n by re-assigning the value obtained according to Equation (4) to Equations (2) to (4) by considering the value of n as a new value of m. That is, the encoder can turn the operations of Equations 2 to 4 into an infinite loop and continue to compensate / compensate the m value until the error value falls below a certain value.

Fig. 7 shows an ideal signal waveform detected by the sensor according to the rotation of the dipole magnet and the multipole magnet in the absolute encoder constructed as shown in Fig. 2. Fig. In Fig. 7, the horizontal axis represents time and the vertical axis represents the degree of rotation. 7, the dotted line represents a signal waveform (i.e., bipolar magnetic triangular wave) detected according to the rotation of the dipole magnet, and the solid line represents a signal waveform (i.e., a multipolar magnetic triangular wave) . The number of revolutions of the multipolar magnet is influenced by the value of the output signal of the dipole sensor, which can be expressed as Equation (1) as described above.

Referring to Fig. 7, in the case of an ideal signal waveform, one rotation of the bipolar magnet coincides with a plurality of revolutions of the multipolar magnet at regular intervals. However, such an ideal signal is hardly outputted as shown in Figs. 8 and 9 due to the assembly tolerances and the different magnitudes of the magnets in actual mass production.

Fig. 8 (a) illustrates a defective absolute encoder in which a dipole magnet and a multipole magnet are erroneously assembled during assembly. 8 (b) and 8 (c) show signal waveforms output by the defective absolute encoder. Particularly, Fig. 8 (b) shows the case where the dipole magnet signal precedes the multipole magnet signal, and Fig. 8 (c) shows the case where the dipole magnet signal is later than the multipole magnet signal.

In the present specification, a bipolar magnet signal (first angle data, bipolar magnetic triangular wave, or bipolar sensing sensor signal value) 'refers to a bipolar magnet signal Waveform / angle / angle value derived / generated from the signal detected by the first magnetic sensor), and the 'multi-pole magnet signal (second angle data, multi-pole magnetic triangle wave or multi-pole sensor signal value) Wave / waveform / angle value derived / generated from the signal detected by the multipolar sensor (or second magnetic sensor) which is a sensor that is a sensor.

Referring to FIGS. 8 (b) and 8 (c), it can be seen that one rotation of the dipole magnet and multiple rotation of the multipole magnet do not coincide with each other in a constant cycle like the ideal signal of FIG.

9 (a) illustrates a bad absolute encoder in which the magnets of multipole magnets are produced differently in the process of mass production of multipole magnets. 9 (b) shows the signal waveform output by the defective absolute encoder.

Referring to FIG. 9 (b), it is confirmed that one rotation of the bipolar magnet and multiple rotations of the multipolar magnet do not coincide with each other at regular intervals like the ideal signal of FIG.

Hereinafter, as shown in FIGS. 8 and 9, an additional solution for compensating the output signal waveform of the defective absolute encoder to an ideal waveform is proposed.

The solution proposed above with reference to FIG. 6 can compensate only when the dipole magnet signal precedes the multipole magnet signal as shown in FIG. 8 (b). However, the solution proposed below has an advantage in that it can compensate not only the state shown in Fig. 8 (b) but also the case where the bipolar magnet signal is delayed as compared with the multi-polar magnetic signal as shown in Fig. 8 (c). Such a solution may be equally applied to the block diagram of FIG. 6 described above, so that the solution will be described later with reference to FIG. However, the storage device 260 in the block diagram of FIG. 6 may optionally be included according to embodiments described below.

Further, up to the step of acquiring the position (m) of the rotation period of the magnet (or the number of revolutions of the multipolar magnet, where m represents the approximate number of revolutions and does not indicate the correct number of revolutions) Therefore, redundant description to the step is omitted.

Referring again to FIG. 6, the signal processing circuit 250 obtains the value of m according to Equation (1), and then uses the value m to multiply the multipole magnet signal value at a specific time point by the following equation (8) Can be converted into a signal (transin).

&Quot; (8) &quot;

When the fourth waveform signal is calculated according to Equation (8), a thin dotted line waveform in FIG. 10 to be described later is corrected to a thick dotted line waveform (fourth waveform signal). By comparing the corrected signal value with the dipole magnet signal value, it becomes a measure of whether there is an error (that is, whether or not the m value is erroneous). That is, the reason why the fourth waveform signal value is obtained is to judge whether the m value is correct or not.

The signal processing circuit 250 can calculate the error value by calculating the difference between the fourth waveform signal and the bipolar magnet signal value at a specific point in accordance with Equation (9). This error value is used to calibrate / adjust the m value for each embodiment.

&Quot; (9) &quot;

If the error value calculated by equation (9) is larger than the value obtained by dividing the dipole magnet signal value by (2 * multipole magnet pole number), the signal processing circuit 250 corrects / Can be adjusted. Here, the value obtained by dividing the dipole magnet signal value by (2 * multipole magnet pole number) means the maximum error value, and when the error value calculated by the equation (9) is larger than the maximum error value, 9 (b), it can be said that an error occurs in which the dipole magnet signal is ahead of the multipole magnet signal.

&Quot; (10) &quot;

In Equation (10), if '-1' is calculated as the corrected / adjusted m value according to the m value to be corrected / adjusted to '0', the signal processing circuit 250 further calculates Equation (11) The cycle value 3 (multipole magnetic pole number -1 = 4-1 = 3) can be calculated.

&Quot; (11) &quot;

The thus corrected / adjusted final m value is used to calculate the final angle result value by Equation (14) described below.

)보다 작은 경우, 신호 처리 회로(250)는 수학식 12에 따라 m 값을 보정/조정할 수 있다. 여기서, 에러 값은 다극 자석 신호와 2극 자석 신호의 오프셋 값을 나타내며, 오프셋 값의 범위는

이상

이하로 결정될 수 있다. 수학식 9에 의해 산출된 에러 값이

보다 작은 경우는 도 8(c)와 같이 2극 자석 신호가 다극 자석 신호보다 늦어지는 오류가 발생한 경우를 의미할 수 있다. If the error value calculated by equation (9) is a value obtained by dividing the dipole magnet signal value of negative (-) by (2 * multipole magnet pole number)

), The signal processing circuit 250 may correct / adjust the m value according to Equation (12). Here, the error value represents the offset value of the multipole magnet signal and the dipole magnet signal, and the range of the offset value is

More than

Or less. The error value calculated by equation (9)

, It may mean that an error occurs in which the dipole magnet signal is delayed as compared with the multipole magnet signal as shown in Fig. 8 (c).

&Quot; (12) &quot;

In Equation (12), if '4' is calculated as the m value corrected / adjusted according to the m value to be corrected / adjusted to '3', the signal processing circuit 250 further calculates Equation (11) The value 0 can be calculated.

&Quot; (13) &quot;

The signal processing circuit 250 can be re-assigned as m value in Equation (8) for obtaining the transin value of the final m value obtained by using different mathematical expressions for each situation. That is, the encoder can continuously compensate / correct the m value by turning the operation of Equations 8 to 13 into an infinite loop such that the error value is kept below a certain value.

Alternatively, the signal processing circuit 250 may calculate / obtain the final angle result value (angleresult) by substituting the final m value obtained by using different mathematical expressions for each situation in the equation (14).

&Quot; (14) &quot;

The signal processing circuit 250 finds an absolute angle that matches in the table stored in the storage device 260 based on the calculated angle result value. The table is provided in advance and stores the angular result value and the corresponding absolute angle and may be stored in the storage device 260 provided in the encoder 200. [ This allows the encoder 200 to finally determine the absolute angle.

10 illustrates a compensated signal waveform according to a solution according to an embodiment of the present invention. Particularly, FIG. 10A shows a signal waveform obtained by compensating the signal waveform of FIG. 8B according to the above-described solution, FIG. 10B shows a signal obtained by compensating the signal waveform of FIG. 10 (c) shows a signal waveform obtained by compensating the signal waveform of FIG. 8 (c) according to the above-described solution. In FIG. 10, a thick dotted line represents a fourth waveform signal (transin), and a thin dotted line represents a dipole magnet signal.

Referring to FIG. 10, it can be confirmed that the fourth waveform signal, which is the corrected multipolar magnet signal, has been corrected to be consistent with the dipole magnet signal at a predetermined cycle (that is, corrected to an ideal signal form).

In addition to the measurement of the number of revolutions between the multipole magnet and the dipole magnet, there is a system capable of measuring the number of revolutions with only two dipole magnets. Hereinafter, an encoder output signal correction solution in this system is proposed.

11 (a) is a diagram illustrating an absolute encoder structure composed of two bipolar magnets. 11 (b) is a diagram illustrating an ideal signal waveform output from an absolute encoder having the structure as shown in FIG. 11 (a).

In the case of an absolute encoder having the magnet structure shown in Fig. 11A (i.e., composed of two bipolar magnets), the gear ratio of the M-gear shaft and the A-gear shaft (for example, The number of gear teeth of A = 30) is used to measure the number of revolutions. The ideal signal output through such an absolute encoder is shown in FIG. 11 (b). At this time, the sensor for sensing the rotation of the bipolar magnet is disposed at the center of each bipolar magnet. For example, a first magnetic sensor may be disposed at the center of the bipolar magnet of the M-gear shaft, and a second magnetic sensor may be disposed at the center of the bipolar magnet of the A-gear shaft.

In FIG. 11 (b), the thin solid line is the 'first bipolar magnetic triangle wave' detected by the first magnetic sensor provided on the M-gear shaft, and the thin dotted line is detected by the second magnetic sensor provided on the A- Second bipolar magnetic triangular wave ', and a thick solid line represents the difference between the two bipolar magnetic triangular waves. The signal waveform in which the difference of the bipolar magnetic triangular wave coincides with the first bipolar magnetic triangular wave at a constant cycle as shown in the figure can be regarded as an ideal signal waveform.

However, an absolute encoder manufactured by using two bipolar magnets may also fail in the manufacturing process, so that an ideal waveform as shown in FIG. 11 (b) may not be output.

Fig. 12 (a) illustrates a defective absolute encoder manufactured using two bipolar magnets, and Fig. 12 (b) illustrates a signal waveform output from a defective absolute encoder.

Thus, the signal waveform output from the defective absolute encoder can be compensated similarly to the phase error method between the dipole magnet and the multipole magnet. Hereinafter, a gear ratio and a phase error signal using a dipole magnet also propose a compensation solution.

Since the block diagram of FIG. 6 described above also applies to this solution, the solution will be described below with reference to FIG. 6, the first magnetic sensor may correspond to the sensor disposed on the M-gear shaft, the second sensor may correspond to the sensor disposed on the A-gear shaft, and the signal generating circuit 240 may correspond to the first and second sensors, And outputs two bipolar magnetic triangular waves generated based on the signals detected from the second sensing sensor to the signal processing circuit 250.

, A-기어 축의 각도(또는 제2 각도 데이터)를

라고 한다면, 위상 오차를 보상하는 데 사용되는 중간값

은 신호 처리 회로(250)에 의해 수학식 15에 따라 산출될 수 있다. If the number of teeth of the M-gear shaft included in the absolute encoder is 24 and the number of teeth of the A-gear shaft is 30, the gear rotation ratio between the M-gear shaft and the A-gear shaft may be 4: 5. At this time, the angle of the M-gear shaft (or the first angle data)

, The angle of the A-gear shaft (or the second angle data)

, The intermediate value used to compensate for the phase error

Can be calculated by the signal processing circuit 250 according to the equation (15).

&Quot; (15) &quot;

가 0 미만인 값으로 산출된 경우에는 수학식 16에 따라

이 보정될 수 있다. According to equation (15)

Is calculated as a value less than 0, it is calculated according to the expression (16)

Can be corrected.

&Quot; (16) &quot;

까지 증가하는 신호를 만들기 위함이다. The equation (16) can be used for the purpose of synchronizing the dipole magnet of the M-gear shaft and the dipole magnet of the A-gear axis as shown in Fig. 12 (b) . In other words, equation (16)

To make the signal increase.

에 기초하여 산출될 수 있다. 보다 상세하게는, 신호 처리 회로(250)는 수학식 17에 따라 M-기어 축의 회전수인 m 값을 산출할 수 있다. The number of revolutions m of the M-

. &Lt; / RTI &gt; More specifically, the signal processing circuit 250 can calculate the value of m, which is the number of revolutions of the M-gear shaft, according to Equation (17).

&Quot; (17) &quot;

In Equation (17), the value a indicates the gear ratio of the A-gear shaft in the gear ratio between the A-gear shaft and the M-gear shaft. For example, if the gear ratio between the M-gear shaft and the A-gear shaft is 5: 4, the a value is 5.

를 변형한 제5 파형 신호(transin)를 수학식 18에 따라 획득할 수 있다. Next, the signal processing circuit 250 calculates the angle?

And the fifth waveform signal (transin) obtained by modifying the fifth waveform signal (transin) according to Equation (18).

&Quot; (18) &quot;

사이의 차이를 수학식 19와 같이 산출하여 에러 값(error)을 획득할 수 있다. The signal processing circuit 250 receives the fifth waveform signal transin and the intermediate value

Can be calculated as shown in Equation 19 to obtain an error value (error).

&Quot; (19) &quot;

을 2*a로 나눈 값보다 큰 경우, m 값은 신호 처리 회로(250)에 의해 수학식 20과 같이 보정/조정될 수 있다. 여기서 산출된 에러 값이 중간값

을 2*a로 나눈 값보다 큰 경우는 도 12(b)에서 도 8(b) 또는 9(b)와 같이 굵은 실선에 해당하는 신호 파형이 얇은 실선/점선에 해당하는 신호 파형보다 시간축에서 앞선 경우에 해당한다. If the error value calculated by equation (19)

Is larger than a value divided by 2 * a, the value of m can be corrected / adjusted by the signal processing circuit 250 as shown in Equation (20). If the calculated error value is an intermediate value

Is larger than the value obtained by dividing by 2 * a, the signal waveform corresponding to the thick solid line shown in FIG. 12 (b) to FIG. 8 (b) or 9 (b) .

&Quot; (20) &quot;

는 최대 에러 값을 나타낸다. In equation (20)

Represents the maximum error value.

If the m value corrected / adjusted according to Equation (20) is smaller than 0, it can be further corrected / adjusted according to Equation (21).

&Quot; (21) &quot;

The corrected / adjusted final m value may be re-assigned as m value in equation (18) to obtain the transin value. That is, the encoder can continuously compensate / correct the m value by turning the operation of equations (18) to (21) into an infinite loop so that the error value is kept below a certain value.

을 2*a로 나눈 값보다 작은 경우, m 값은 신호 처리 회로(250)에 의해 수학식 22와 같이 보정/조정될 수 있다. 여기서 산출된 에러 값이 음(-)의 중간값 -

을 2*a로 나눈 값보다 작은 경우는 도 12(b)에서, 도 8(c)와 같이, 굵은 실선에 해당하는 신호 파형이 얇은 실선/점선에 해당하는 신호 파형보다 시간축에서 늦는 경우에 해당한다. If the error value calculated by equation (19) is a negative intermediate value -

Is smaller than a value divided by 2 * a, the m value can be corrected / adjusted by the signal processing circuit 250 as shown in Equation (22). If the calculated error value is a negative intermediate value -

Is smaller than the value divided by 2 * a, the signal waveform corresponding to the bold solid line is delayed in the time axis from the signal waveform corresponding to the thin solid line / dotted line as shown in Fig. 12 (b) do.

&Quot; (22) &quot;

If the m value corrected / adjusted according to Equation (22) is larger than (a-1), it can be further corrected / adjusted according to Equation (23).

&Quot; (23) &quot;

에 따라 서로 다른 수학식을 이용하여 획득한 최종 m 값은 transin 값을 구하기 위한 수학식 18에 m 값으로서 재대입될 수 있다. 즉, 엔코더는 에러값이 특정값 이하로 유지되도록 수학식 18, 19, 22 및 23 연산을 무한루프로 돌려 m 값을 계속하여 보상/보정할 수 있다. The signal processing circuit 250 includes an intermediate value

The final m value obtained using different mathematical expressions can be re-assigned as m value in the equation (18) for obtaining the transin value. That is, the encoder can continuously compensate / correct the m value by turning the operations of equations (18), (19), (22) and (23) to an infinite loop such that the error value remains below a certain value.

In the case of applying this solution, when the signal waveform corresponding to the bold solid line in FIG. 12 (b) is ahead of the signal waveform corresponding to the thin solid line / dotted line in the time axis, And if the signal waveform corresponding to the bold solid line in Fig. 12 (b) is later than the signal waveform corresponding to the thin solid line / dotted line in the time axis, it can be compensated / corrected as shown in Fig. 10 (c). As a result, as shown in Fig. 11 (b), the thick solid line waveform and the thin solid line waveform can be corrected in the form of an ideal waveform meeting at regular intervals.

It should be noted that the present embodiment and the drawings attached hereto are only a part of the technical idea included in the above-described technology, and those skilled in the art will readily understand the technical ideas included in the above- It is to be understood that both variations and specific embodiments which can be deduced are included in the scope of the above-mentioned technical scope.

100: Absolute encoder
110: first magnetic sensor
120: second magnetic sensor
130: ADC
140: Angle data calculating section
150: absolute angle calculating section
200: Absolute encoder
210: first magnetic sensor
220: second magnetic sensor
230: ADC
240: signal generating circuit
250: signal processing circuit
260: Storage device

Claims (20)

The encoder generating the first angle data according to the rotation of the dipole magnet located on the rotation axis and the second angle data corresponding to the rotation of the multipole magnet;
Converting the first waveform signal according to the first angle data into a third waveform signal having the same period as the second waveform signal according to the second angle data;
Calculating the angular result value by using the value of the second angle data and the position of the rotation period of the multipole magnet based on the difference between the second waveform signal and the third waveform signal; And
Wherein the encoder includes determining an absolute angle corresponding to the angle result value calculated using a table that matches an angle result value with an absolute angle, wherein the encoder determines the angle using the noise canceled signal. The method according to claim 1,
Wherein the encoder determines a position of the rotation period of the dipole magnet, subtracts two from the number of poles of the multipolar magnet, and outputs the first waveform signal to the encoder, which converts the third waveform signal, A method of determining an angle using a signal obtained by removing the signal. The method according to claim 1,
Wherein the encoder determines the value as the value obtained by adding 1 to the position of the rotation cycle if the difference is 0 or more and determines the position of the rotation cycle as the determined value if the difference is smaller than 0, A method of determining the angle using the removed signal. The method according to claim 1,
Wherein the encoder determines an angle by dividing a value obtained by multiplying the first angle data by the number of poles of the multipole magnet by 2 &lt;&quot;&gt; The method according to claim 1,
Wherein the encoder subtracts a value obtained by multiplying 2π by the position of the rotation period from a value obtained by multiplying the first angle data by the number of poles of the multipole magnet to determine an angle using a noise- How to. The method according to claim 1,
Wherein the encoder calculates the angle result value by adding a value obtained by multiplying 2π by the position of the rotation period to the second angle data, and the position of the rotation period is a value obtained by multiplying the first angle data by the pole number of the multipole magnet And the encoder determines the angle using a signal from which the noise is removed. delete delete delete A first magnetic sensor for outputting first angle data according to rotation of a dipole magnet located on a rotating shaft;
A second magnetic sensor for outputting second angle data according to rotation of the multipolar magnet located on the rotation axis;
A converter for converting an output signal of the first magnetic sensor and the second magnetic sensor into a digital signal;
A storage device for storing a table matching an angle result value and an absolute angle; And
Converts the first waveform signal according to the first angle data into a third waveform signal having the same period as the second waveform signal according to the second angle data, and outputs the difference between the second waveform signal and the third waveform signal as a reference And a signal processing circuit for calculating an angle result value using the second angle data and calculating the absolute angle using the calculated angle result value and the table. 11. The method of claim 10,
Wherein the first magnetic sensor is located at the center of the dipole magnet and the second magnetic sensor is located on both sides of the multipole magnet on the straight line of the first magnetic sensor. delete delete delete delete delete delete delete delete delete

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