JP2008160997A - Control method and controller of motor - Google Patents

Abstract

<P>PROBLEM TO BE SOLVED: To provide a control method and a controller of a motor, capable of efficiently controlling the motor by preventing the occurrence of the dislocation of an estimated position, even when the sum of a pulse width converted from a voltage command value exceeds the maximum pulse width. <P>SOLUTION: The motor control method controls the operation of the motor 50, connected to an inverter 40 by outputting to the inverter 40 a plurality of pulse width commands PWvn, based on a voltage command from a host control unit 10. When the ratio PWc rate of the maximum pulse width PWc of the inverter 40 and the motor 50, relative to the sum ΣPWvn of the plurality of pulse width commands, is 1 or smaller, the plurality of pulse width commands PWvn are respectively multiplied by the ratio PWc rate, to correct the plurality of pulse width commands PWvn into a plurality of limiting pulse width commands PWvnS to be output to the inverter 40. <P>COPYRIGHT: (C)2008,JPO&INPIT

Description

  The present invention relates to a motor control method and apparatus for starting a compressor used in, for example, a heat pump cycle.

As a conventional motor control device, for example, as shown in Patent Document 1, a voltage command value is converted into a pulse width by a three-phase PWM output unit, and then the sum of the calculated pulse widths is a hard limit of an inverter unit, a motor, etc. If the value (maximum pulse width) is exceeded, the one with the larger pulse width is output as it is, and the one with the smaller pulse width is output with the maximum pulse width minus the larger pulse width. Are known.
JP 2004-33700 A

  However, in the above control device, the output pulse width can be kept within the maximum pulse width. However, since the control is always performed to make the smaller pulse width smaller, the motor position estimated from the voltage command value and the actual There is a problem that an error occurs between the motor position and the error appears in either the direction in which the motor travels or in the opposite direction.

  An object of the present invention is to prevent the deviation of the estimated position and efficiently control the motor even when the sum of the pulse widths converted from the voltage command value may exceed the maximum pulse width. The object is to provide a motor control method and apparatus.

  In order to achieve the above object, the present invention employs the following technical means.

  In the first aspect of the present invention, a plurality of pulse width commands (PWvn) based on the voltage command from the host controller (10) are output to the inverter (40) and connected to the inverter (40). A motor control method for controlling the operation of the motor (50), wherein the ratio (PWc rate) of the maximum pulse width (PWc) of the inverter (40) and the motor (50) to the sum (ΣPWvn) of a plurality of pulse width commands ) Is smaller than 1, each of the plurality of pulse width commands (PWvn) is multiplied by the above ratio (PWcrate) to correct the plurality of pulse width commands (PWvn) to a plurality of limited pulse width commands (PWvnS). Output to the inverter (40).

  As a result, the vector direction of the sum (ΣPWvnS) of the plurality of limited pulse width commands (PWvnS) can be made equal to or less than the maximum pulse width (PWc) while being the same as the vector direction of the sum of the plurality of pulse width commands (ΣPWvnS). . Therefore, it is possible to prevent occurrence of deviation between the position of the motor (50) estimated from the voltage command and the position of the motor (50) driven by the actually output limit pulse width command (PWvnS), and an efficient motor (50) can be controlled.

  The invention according to claim 2 is characterized in that the ratio (PW rate) is fed back to the upper control unit (10).

  Thereby, the voltage command from the host controller (10) can be corrected at any time, and highly accurate control is possible.

  The invention according to claim 3 is characterized in that a recurrence formula is used when calculating the ratio (PWc rate).

  As a result, it is possible to easily calculate the ratio (PW rate) without requiring a complicated calculation.

  The invention according to claim 4 is characterized in that the recurrence formula in claim 3 is an expression that converges linearly, thereby obtaining a calculation result of a certain ratio (PWc rate) without divergence. be able to.

  As an equation for linear convergence, a reciprocal approximation of Newton's method is suitable as in the invention described in claim 5. Thereby, the division processing can be eliminated and the calculation load can be reduced.

  The invention according to claim 6 is characterized in that dedicated hardware including a logic circuit is used when calculating the ratio (PWc rate).

  Thereby, the capability setting according to need is possible, and the ratio (PW rate) can be calculated without difficulty.

  As the hardware, a codec is preferably used as in the invention described in claim 7.

  In the invention according to claim 8, when calculating the ratio (PWc rate), a map in which the ratio (PWc rate) is previously associated with the magnitude of a plurality of pulse width commands (PWvn) is used. It is a feature.

  Thereby, the load for calculating the ratio (PWcrate) can be reduced.

  The invention described in claims 9 to 16 relates to a motor control device, and its technical significance is essentially the same as the motor control method described in claims 1 to 8 above.

  In addition, the code | symbol in the bracket | parenthesis of each said means shows a corresponding relationship with the specific means of embodiment description mentioned later.

(First embodiment)
A motor control device 100 according to a first embodiment of the present invention will be described with reference to FIGS. The motor control device 100 of this embodiment is for controlling the driving of the motor 50 using the compressor 60 as an operating load. As shown in FIG. 1, the host control unit 10, the motor control units 20, 3 The phase PWM output unit 20 and the inverter 40 are included.

  The motor 50 is configured by a three-phase brushless DC motor, and rotates when a voltage is applied to the U, V, and W phase stator coils at predetermined timings.

  The compressor 60 is disposed in a heat pump cycle that constitutes a domestic hot water supply apparatus. The refrigerant in the heat pump cycle is sucked from the outdoor heat exchanger, compressed to a high temperature and high pressure, and then heated to the heating heat exchanger side. It is a fluid machine that discharges. The compressor 60 is connected to the motor 50 and is operated by the driving force of the motor 50. For example, the compressor 60 is mounted in an outdoor unit.

  The host control unit 10 is a hot water supply control unit that controls the operation of the domestic hot water supply device. The motor control unit 20 receives a rotational speed command of the motor 50 (compressor 60) required for the heat pump cycle operation. Output. The motor control unit 20 converts the rotational speed command input from the host control unit 10 into a voltage command corresponding to the rotational speed command, and outputs the converted voltage command to the three-phase PWM output unit 30.

  The three-phase PWM output unit 30 converts the voltage command input from the motor control unit 20 into a pulse width command and outputs it to the inverter 40. Further, the three-phase PWM output unit 30 outputs a pulse width limit rate (detailed later) calculated from the pulse width command and the maximum pulse width to the host control unit 10 and the motor control unit 20 for feedback.

  As shown in FIG. 2, the inverter 40 supplies the three-phase (U-phase, V-phase, W-phase) upper and lower arm switching elements 40 a to 40 f at a predetermined timing based on the pulse width command from the three-phase PWM output unit 30. The switching operation is performed to supply electric power to the motor 50. Inverter 40 then outputs the operating state of switching elements 40 a-40 f to three-phase PWM output unit 30.

  By supplying power from the inverter 40, the motor 50 (compressor 60) is operated at a rotational speed corresponding to the rotational speed command of the host controller 10.

FIG. 3 is a flowchart showing interrupt processing for each control cycle during operation control of the motor 50. FIG. 4 shows a spatial voltage vector diagram. First, in step S1, based on the voltage command value from the motor control unit 20, a plurality of pulse widths PWvn (pulse width commands, n = 1 to 6) corresponding to the position of the voltage vector of the voltage command value are calculated. To do. In step S2, a ratio (ratio) of the maximum pulse width PWc that can be output from the inverter 40 and the motor 50 to the sum ΣPWvn (sum of pulse width commands) of the plurality of pulse widths PWvn calculated in step S1 is calculated, and this is calculated as a pulse. The width limit rate is PWc rate. The pulse width limit rate PWc rate is
(Equation 1)
PWc rate = PWc / ΣPWvn
It can be expressed as.

Here, a recurrence formula is used when calculating the pulse limiting rate PWc rate. Furthermore, as the recurrence formula, a reciprocal approximation formula of Newton's method for linear convergence is adopted. An approximate expression for finding 1 / A in Newton's method is
(Equation 2)
Xn + 1 = 2 × Xn−A × Xn ²
And
When this formula 2 is replaced with a formula for calculating the pulse width limit rate PWcrate,
(Equation 3)
PWc rate = PWc × [2 × 1 / (PWv1 + PWv2)
− (PWv1 + PWv2) × {1 / (PWv1 + PWv2)} ² ]
Thus, the pulse width limiting rate PWc rate is calculated using Equation 3.

  Next, in step S3, when the pulse width limit rate PWc rate is smaller than 1, that is, as shown in FIG. 4A, the sum ΣPWvn of the pulse widths exceeds the maximum pulse width PWc, the process proceeds to step S4. Transition. In step S4, a plurality of limit pulse widths PWvnS (limit pulse width command) are calculated by multiplying each of the plurality of pulse widths PWvn calculated in step S1 by the pulse width limit rate PWc rate (FIG. 4B). In step S5, the limited pulse width PWvnS is output to the inverter 40.

  On the other hand, if the pulse width limiting rate PWc rate is 1 or more in step S3, that is, if the sum ΣPWvn of the pulse widths is smaller than the maximum pulse width PWc, the process proceeds to step S6 and is calculated in step S1. The pulse width PWvn is output to the inverter 40 as it is.

  Thereby, the vector direction of the sum (ΣPWvnS) of the plurality of limited pulse widths PWvnS can be made equal to or less than the maximum pulse width PWc while being the same as the vector direction of the sum of the plurality of pulse widths ΣPWvnS. Therefore, as shown in FIG. 5, it is possible to prevent a deviation between the position of the motor 50 estimated from the voltage command and the position of the motor 50 driven by the actually output limit pulse width command PWvnS (the estimated position Efficient control of the motor 50 becomes possible with zero error.

  In addition, by feeding back the calculated pulse width limit rate PWc rate to the higher order command (upper control unit 10 and motor control unit 20), it is possible to easily incorporate control for correcting the voltage exceeding the maximum pulse width PWc. Is possible.

  Moreover, when calculating the pulse limiting rate PWcrate, the division in the formula 1 is not performed directly, but the linear convergence formula is used as the recurrence formula. In addition, it is possible to obtain a PWc rate with a reliable pulse limiting rate without divergence. Furthermore, by using the Newton's reciprocal approximation, that is, Expression 3, it is possible to eliminate the division process and reduce the calculation load.

  FIG. 6 shows a comparison between PWc rate calculated using division and PWc rate calculated using the Newton's reciprocal approximation when the rotational speed command is constant, and 1% of both. (They almost overlap each other on the graph of FIG. 6).

  Further, as shown in FIG. 7, when the rotational speed command is rapidly increased / decreased, the pulse width limiting rate PWc rate is as shown in FIG. That is, when the voltage command value (Vα, VVβ in FIG. 7) rises rapidly, the value calculated by the reciprocal approximation of Newton's method is closer to the target value than the value calculated by normal division. On the contrary, when the voltage command value decreases rapidly, it gradually approaches the target value.

  When the voltage command value rises rapidly, it is a time when it must be strongly restricted, so it is restricted more than usual due to approximation error, but it can be said to be a good effect because it is in a stable direction that does not diverge in terms of control. When the voltage command value falls sharply, it is a time to loosen the limit all at once, but if it is loosened suddenly, the control may diverge, and it can be suppressed by approximation error, so this is also a good action for control stability. It can be said that there is.

  In the above-described embodiment, the pulse width limiting rate PWc rate is calculated using the Newton's reciprocal approximation formula. However, the pulse width limit ratio PWc rate may be calculated by division based on Formula 1. As a result, a more accurate pulse width limit rate PWc rate can be calculated.

(Other embodiments)
In the first embodiment, the Newton's reciprocal approximation formula is used as the recurrence formula to calculate the pulse width limiting rate PWc rate, but other formulas may be used.

  Further, the software (CPU) in the three-phase PWM output unit 30 calculates the pulse width limit rate PWc rate. However, hardware including a logic circuit such as a dedicated codec is provided, and the pulse width is provided there. The limiting rate PWc rate may be calculated.

  Thereby, it is possible to set the capacity required for calculating the pulse width limiting rate PWc rate, and to calculate the pulse width limiting rate PWc rate without depending on the CPU of the three-phase PWM output unit 30. Can do.

  Further, when calculating the pulse width limit rate PWc rate, a map in which the pulse width limit value PWc rate is assigned to the size of the plurality of pulse widths PWvn is created, and the pulse width limit rate is calculated using this map. You may make it ask. For example, the map is obtained by assigning a pulse width limiting rate PWc rate to a sum ΣPWvn (PWv1 + PWv2) of a plurality of pulse widths or a pulse width limiting rate PWc rate for a combination of a plurality of pulse widths PWvn (PWv1, PWv2). And so on.

  Moreover, although the control apparatus 100 of this motor demonstrated as what controls the motor 50 which makes the operation load the compressor 60 arrange | positioned in the heat pump cycle which comprises a hot-water supply apparatus, it is not restricted to this, For example, in a refrigerating cycle It can also be used for other applications such as those for controlling a motor that uses a compressor as an operating load.

It is a block diagram which shows the whole control apparatus of a motor. It is a circuit diagram which shows an inverter. It is a flowchart which shows the process for pulse width limitation rate calculation. It is a space voltage vector diagram which shows the sum ΣPWvn of the pulse width. It is a graph which shows the error of the motor position estimated from the voltage command value, and the motor position estimated from the limit pulse width command value of a three-phase PWM output part. It is a graph which shows the pulse width limiting rate PWc rate calculated by the division, and the pulse width limiting rate PWc rate calculated using the reciprocal approximation formula of the two Yuton method. It is a graph which shows the voltage command value when it fluctuates rapidly. It is a graph which shows pulse width limiting rate PWc rate when voltage command value fluctuates rapidly.

Explanation of symbols

DESCRIPTION OF SYMBOLS 10 High-order control part 30 3 phase PWM output part 40 Inverter 50 Motor 100 Motor control apparatus

Claims (16)

A plurality of pulse width commands (PWvn) based on the voltage command from the host controller (10) are output to the inverter (40) to control the operation of the motor (50) connected to the inverter (40). A method for controlling a motor,
When the ratio (PWc rate) of the maximum pulse width (PWc) of the inverter (40) and the motor (50) to the sum (ΣPWvn) of the plurality of pulse width commands is smaller than 1,
Each of the plurality of pulse width commands (PWvn) is multiplied by the ratio (PWcrate) to modify the plurality of pulse width commands (PWvn) into a plurality of limited pulse width commands (PWvnS), and the inverter (40). A method for controlling a motor, characterized in that output is performed.   2. The motor control method according to claim 1, wherein the ratio (PWc rate) is fed back to the host controller (10). 3.   3. The motor control method according to claim 1, wherein a recurrence formula is used when calculating the ratio (PWc rate). 4.   The motor control method according to claim 3, wherein the recurrence formula is a formula for linear convergence.   The motor control method according to claim 4, wherein the first-order convergence formula is a reciprocal approximation formula of Newton's method.   3. The motor control method according to claim 1, wherein dedicated hardware including a logic circuit is used when calculating the ratio (PWc rate). 4.   The motor control method according to claim 6, wherein the hardware is a codec.   The map in which the ratio (PWc rate) is previously associated with the magnitude of the plurality of pulse width commands (PWvn) is used when calculating the ratio (PWc rate). Item 3. The motor control method according to Item 2. An inverter (40) connected to the motor (50);
A PWM output unit (30) for controlling the operation of the motor () by outputting a plurality of pulse width commands (PWvn) based on the voltage command from the host control unit (10) to the inverter (40); In a motor control device comprising:
In the PWM output unit (30), the ratio (PWc rate) of the maximum pulse width (PWc) of the inverter (40) and the motor (50) to the sum (ΣPWvn) of the plurality of pulse width commands is smaller than 1. In case,
Each of the plurality of pulse width commands (PWvn) is multiplied by the ratio (PWcrate) to modify the plurality of pulse width commands (PWvn) into a plurality of limit pulse width commands (PWvns), and the inverter (40). A motor control device characterized in that the motor outputs.   10. The motor control device according to claim 9, wherein the PWM control unit (30) feeds back the ratio (PW rate) to the host control unit (10).   The motor control device according to claim 9 or 10, wherein the PWM output unit (30) includes a recurrence formula for calculating the ratio (PWc rate).   The motor control method according to claim 11, wherein the recurrence formula is a formula that converges linearly.   The motor control device according to claim 12, wherein the first-order convergence formula is a reciprocal approximation formula of Newton's method.   The motor control device according to claim 9 or 10, wherein the PWM output unit (30) includes dedicated hardware using a logic circuit for calculating the ratio (PWc rate). .   The motor control device according to claim 14, wherein the hardware is a codec.   The said PWM output part (30) is provided with the map which matched previously the said ratio (PWc rate) with respect to the magnitude of these several pulse width instructions for calculating the said ratio (PWc rate). The motor control device according to claim 9 or claim 10.

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