ROTARY MACHINE CONTROL DEVICE

Abstract

A rotary machine control device includes: a magnetization characteristics determiner that determines a magnet phase of a magnet flux based on an estimated magnetic flux and a detection current, and determines a qm-axis magnetic flux of the estimated magnetic flux, a qm-axis current of the detection current, and a harmonic component of a magnet phase using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase; a ripple compensation determiner that determines a ripple compensation phase using a ripple compensation torque obtained based on the qm-axis current and the harmonic component; a command phase determiner that determines a command phase based on the ripple compensation phase and a torque command; and a command magnetic flux generator that generates a command magnetic flux based on a command amplitude and the command phase.

Description

CROSS REFERENCE TO RELATED APPLICATIONS

The present application is based on and claims priority of Japanese Patent Application No. 2021-203816 filed on Dec. 16, 2021, Japanese Patent Application No. 2021-203968 filed on Dec. 16, 2021, and Japanese Patent Application No. 2022-085836 filed on May 26, 2022.

FIELD

The present disclosure relates to a rotary machine control device that controls a rotary machine.

BACKGROUND

Conventionally, as a method for driving a synchronous rotary machine (synchronous motor), position sensorless magnetic flux control that uses direct torque control (DTC) has been known. The position sensorless magnetic flux control is disclosed in, for example, Patent Literature (PTL) 1.

Also, conventionally, a torque ripple reduction method and the like have been known. The torque ripple reduction method is disclosed in, for example, Non Patent Literatures (NPLs) 1 and 2.

CITATION LIST

Patent Literature

PTL 1: Japanese Unexamined Patent Application Publication No. 2020-178429

Non Patent Literature

• NPL 1: Yukinori Inoue, Shigeo Morimoto, and Masayuki Sanada, “Torque Ripple Reduction Based on Direct Torque Control for an Interior Permanent Magnet Synchronous Motor with Harmonics”, 2006 IEE Japan Industry Applications Society Conference, 1-4, pp. 173 - 176
• NPL 2: Yuki Terayama and Nobukazu Hoshi, “Torque Ripple Suppression Control in PMSM Using Estimated Harmonic Component of Flux Linkage Considering Magnetic Saturation”, IEEJ Journal of Industry Applications, Vol. 141, No. 4, pp. 366 - 373

SUMMARY

However, the techniques disclosed in PTL 1 and NPLs 1 and 2 described above can be improved upon.

In view of the above, the present disclosure provides a rotary machine control device capable of improving upon the above related art.

A rotary machine control device according to an aspect of the present disclosure includes: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine; a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine; a magnetization characteristics determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a qm-axis magnetic flux of the estimated magnetic flux, a qm-axis current of the detection current, and a harmonic component of the magnet phase by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase; a ripple compensation determiner that determines a ripple compensation phase by using a ripple compensation torque obtained based on the qm-axis current and the harmonic component; a command phase determiner that determines a command magnetic flux vector phase based on (i) the ripple compensation phase and (ii) a torque command or a rotation speed command; and a command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

A rotary machine control device according to an aspect of the present disclosure includes: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine;

a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine; a magnetization characteristics determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a qm-axis magnetic flux of the estimated magnetic flux, a qm-axis current of the detection current, and a harmonic component of the magnet phase by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase; a ripple compensation determiner that determines a ripple compensation torque based on the qm-axis current and the harmonic component; a command phase determiner that determines a command magnetic flux vector phase based on (i) the ripple compensation phase and (ii) a torque command or a rotation speed command, the ripple compensation phase being determined by a resonator based on the ripple compensation torque; and a command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

A rotary machine control device according to an aspect of the present disclosure includes: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine; a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine; a ripple compensation determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a ripple compensation phase by using a resonator based on a ripple compensation torque that includes a pulsation of a qm-axis current of the detection current by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase; a command phase determiner that determines a command magnetic flux vector phase based on (i) the ripple compensation phase and (ii) a torque command or a rotation speed command; and a command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

The rotary machine control devices according to the aspects of the present disclosure are capable of improving upon the above related art.

BRIEF DESCRIPTION OF DRAWINGS

These and other advantages and features of the present disclosure will become apparent from the following description thereof taken in conjunction with the accompanying drawings that illustrate a specific embodiment of the present disclosure.

FIG. 1 is a block diagram of a rotary machine control device and the like according to Embodiment 1.

FIG. 2 is a diagram illustrating a α-β coordinate system, a d-q coordinate system, and a dm-qm coordinate system.

FIG. 3 is a block diagram of a position sensorless controller included in the rotary machine control device shown in FIG. 1.

FIG. 4 is a block diagram of a command amplitude generator included in the position sensorless controller shown in FIG. 3.

FIG. 5 is a block diagram of a magnetization characteristics determiner included in the position sensorless controller shown in FIG. 3.

FIG. 6 is a block diagram of a fourier transformer included in the magnetization characteristics determiner shown in FIG. 5.

FIG. 7 is a diagram showing a magnetic energy table generated by the magnetization characteristics determiner shown in FIG. 5.

FIG. 8 is a block diagram of a ripple compensation determiner included in the position sensorless controller shown in FIG. 3.

FIG. 9 is a block diagram of a ripple torque determiner included in the ripple compensation determiner shown in FIG. 8.

FIG. 10 is a block diagram of a ripple phase determiner included in the ripple compensation determiner shown in FIG. 8.

FIG. 11 is a block diagram of a command phase determiner included in the position sensorless controller shown in FIG. 3.

FIG. 12 is a block diagram of a command amplitude generator included in a rotary machine control device according to Embodiment 2.

FIG. 13 is a block diagram of a magnetization characteristics determiner included in a rotary machine control device according to Embodiment 3.

FIG. 14 is a block diagram of another magnetization characteristics determiner included in the rotary machine control device according to Embodiment 3.

FIG. 15 is a block diagram of a position sensorless controller included in a rotary machine control device according to Embodiment 4.

FIG. 16 is a block diagram of a command phase determiner included in the position sensorless controller shown in FIG. 15.

FIG. 17 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 5.

FIG. 18 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 6.

FIG. 19 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 7.

FIG. 20 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 8.

FIG. 21 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 9.

FIG. 22 is a block diagram of a rotary machine control device and the like according to Embodiment 10.

FIG. 23 is a block diagram of a position sensorless controller included in the rotary machine control device shown in FIG. 22.

FIG. 24 is a block diagram of a ripple compensation determiner included in the position sensorless controller shown in FIG. 23.

FIG. 25 is a block diagram of a command phase determiner included in the position sensorless controller shown in FIG. 23.

FIG. 26 is a block diagram of a position sensorless controller included in a rotary machine control device according to Embodiment 13.

FIG. 27 is a block diagram of a command phase determiner included in the position sensorless controller shown in FIG. 26.

FIG. 28 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 14.

FIG. 29 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 15.

FIG. 30 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 16.

FIG. 31 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 17.

FIG. 32 is a block diagram of a command phase determiner included in a rotary machine control device according to Embodiment 18.

FIG. 33 is a block diagram of a rotary machine control device and the like according to Embodiment 19.

FIG. 34 is a block diagram of a position sensorless controller included in the rotary machine control device shown in FIG. 33.

FIG. 35 is a block diagram of a ripple compensation determiner included in the position sensorless controller shown in FIG. 34.

FIG. 36 is a graph showing a torque waveform in a rotary machine.

DESCRIPTION OF EMBODIMENTS

Hereinafter, specific examples of rotary machine control devices according to aspects of the present disclosure will be described with reference to the drawings. The embodiments described in the specification of the present application show specific examples of the present disclosure. Accordingly, the numerical values, shapes, structural elements, the arrangement and connection of the structural elements, steps, the order of the steps, and the like shown in the following embodiments are merely examples, and therefore are not intended to limit the scope of the present disclosure. In addition, the diagrams are schematic representations, and thus are not necessarily true to scale.

General and specific aspects of the present disclosure may be implemented using a system, a method, an integrated circuit, a computer program, or a computer-readable recording medium such as a CD-ROM, or any combination of systems, methods, integrated circuits, computer programs, or computer-readable recording media.

Embodiment 1

As shown in FIG. 1, rotary machine control device 100 includes first current sensor 102, second current sensor 104, position sensorless controller 106, and duty generator 108. Rotary machine control device 100 is connected to PWM (Pulse Width Modulation) inverter 300 and synchronous rotary machine 400.

Position sensorless controller 106 performs position sensorless magnetic flux control on synchronous rotary machine 400. Position sensorless controller 106 is configured to execute a position sensorless magnetic flux control operation for synchronous rotary machine 400. In the present embodiment, during a period in which the position sensorless magnetic flux control operation is performed, the rotation speed (the number of rotations) of a rotor of synchronous rotary machine 400 matches the rotation speed (synchronous speed) of a rotary machine current that is applied to synchronous rotary machine 400. The position sensorless magnetic flux control operation is an operation performed without using an encoder and a position sensor such as a resolver. In the specification of the present application, for the sake of convenience of the description, an operation of controlling a rotary machine magnetic flux by using the phase of an estimated rotary machine magnetic flux will be referred to as a “magnetic flux control operation”. The rotary machine magnetic flux conceptually includes both an armature interlinkage magnetic flux on a three-phase AC coordinate that is applied to synchronous rotary machine 400 and a magnetic flux obtained by coordinate converting the armature interlinkage magnetic flux. In the specification of the present application, the term “amplitude” may also simply refer to a magnitude (absolute value).

Some or all of the structural elements of rotary machine control device 100 may be provided by a control application executed by a DSP (Digital Signal Processor) or a microcomputer. The DSP or the microcomputer may include a core, a memory, an A/D conversion circuit, and peripheral devices such as a communication port. Also, some or all of the structural elements of rotary machine control device 100 may be configured using a logic circuit.

Overview of Control of Rotary Machine Control Device 100

Rotary machine control device 100 generates duties D_u, D_v, and D_w from command torque T_e* and phase currents i_u and i_w. Voltage vectors v_u, v_v, and v_w to be applied to synchronous rotary machine 400 are generated from duties D_u, D_v, and D_w by PWM inverter 300. Command torque T_e* is input from an upper control device to rotary machine control device 100. Command torque T_e* represents a torque to be followed by a motor torque.

Hereinafter, an overview of an operation performed by rotary machine control device 100 will be described. Phase currents i_u and i_w are detected by current sensors 102 and 104 (first current sensor 102 and second current sensor 104). During the operation of the position sensorless magnetic flux control operation, command voltage vectors v_u*, v_v*, and v_w* are generated from command torque T_e* and phase currents i_u and i_w by position sensorless controller 106. The components of command voltage vectors v_u*, v_v*, and v_w* correspond to a U-phase voltage, a V-phase voltage, and a W-phase voltage on the three-phase AC coordinate, respectively. Duties D_u, D_v, and D_w are generated from command voltage vectors v_u*, v_v*, and v_w* by duty generator 108. Duties D_u, D_v, and D_w are input to PWM inverter 300. By performing control as described above, synchronous rotary machine 400 is controlled such that the torque follows command torque T_e*.

Hereinafter, rotary machine control device 100 may be described based on a α-β coordinate system. Also, rotary machine control device 100 may also be described based on a d-q coordinate system. Also, rotary machine control device 100 may also be described based on a dm-qm coordinate system. FIG. 2 shows the α-β coordinate system, the d-q coordinate system, and the dm-qm coordinate system. The α-β coordinate system is a fixed coordinate system. The α-β coordinate system may also be called a stationary coordinate system or an AC coordinate system. The α axis is set as the axis extending in the same direction as a U axis (not shown in FIG. 2). The U axis corresponds to U-phase winding of rotary machine control device 100. The β axis is orthogonal to the α axis. The d-q coordinate system is a rotating coordinate system. The d-q coordinate system is a coordinate system with the d axis representing the phase of the rotor of synchronous rotary machine 400 and the q axis representing a phase shifted by 90 degrees from the phase of the rotor of synchronous rotary machine 400. The dm-qm coordinate system is a rotating coordinate system. The dm-qm coordinate system is a coordinate system with the dm axis representing magnet phase θ_dm that is the phase of magnet flux ψ_am that is an estimated magnetic flux of a permanent magnet included in synchronous rotary machine 400 and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm.

Position Sensorless Controller 106

Referring back to FIG. 1, position sensorless controller 106 performs the position sensorless magnetic flux control operation to set a command amplitude such that the amplitude of the rotary machine magnetic flux converges on a target amplitude. The position sensorless magnetic flux control operation is performed by referencing command phase θ_s* determined from the phase (estimated phase θ_s) of the rotary machine magnetic flux estimated based on magnetic flux estimator 112 (described later). The target amplitude is an amplitude to be finally reached by the amplitude of the rotary machine magnetic flux. The command amplitude is an amplitude to be followed by the amplitude of the rotary machine magnetic flux.

As shown in FIG. 3, position sensorless controller 106 includes u, w/a, β converter 110, magnetic flux estimator 112, phase determiner 114, torque estimator 116, command amplitude generator 118, magnetization characteristics determiner 120, ripple compensation determiner 122, command phase determiner 124, command magnetic flux generator 126, voltage command generator 128, and α, β/u, v, w converter 130.

In position sensorless controller 106, phase currents i_u and i_w are converted to axis currents i_α and i_β by u, w/a, β converter 110. The expression “axis currents i_α and i_β” is a collective expression for α-axis current i_α and β-axis current i_β on the α-β coordinate system of synchronous rotary machine 400. The rotary machine magnetic flux is estimated (estimated magnetic flux ψ_s is determined) by magnetic flux estimator 112. The α-axis component and the β-axis component of estimated magnetic flux ψ_s will be referred to as “estimated magnetic flux ψ_α” and “estimated magnetic flux ψ_β”, respectively. The phase of the rotary machine magnetic flux is estimated (estimated phase θ_s of estimated magnetic flux ψ_s is determined) from estimated magnetic flux ψ_s by phase determiner 114. The motor torque is estimated (estimated torque T_e is determined) from estimated magnetic flux ψ_s and axis currents i_α and i_β by torque estimator 116. Command amplitude |ψ_s*| is generated from estimated magnetic flux ψ_s and axis currents i_α and i_β by command amplitude generator 118. Here, qm-axis current i_qm and harmonic component nθ_dm of magnet phase θ_dm are determined from estimated magnetic flux ψ_s and axis currents i_α and i_β by magnetization characteristics determiner 120. Ripple compensation phase θ_ripple is determined from qm-axis current i_qm and harmonic component nθ_dm by ripple compensation determiner 122. Command phase (command magnetic flux vector phase) θ_s* of command magnetic flux vector ψ_s* is determined from estimated phase θ_s of estimated magnetic flux ψ_s, command torque T_e*, estimated torque T_e, and ripple compensation phase θ_ripple by command phase determiner 124. Command magnetic flux vector ψ_s* is determined from command amplitude |ψ_s*| and command phase θ_s* by command magnetic flux generator 126. The α-axis component and the β-axis component of command magnetic flux vector ψ_s* will be referred to as “a-axis command magnetic flux ψ_α*” and “β-axis command magnetic flux ψ_β*”, respectively. Command axis voltages v_α* and v_β* are determined from command magnetic fluxes ψ_α* and ψ_β*, estimated magnetic fluxes ψ_α and ψ_β, and axis currents i_α and i_β by voltage command generator 128. The expression “command axis voltages v_α* and vp*” is a collective expression for α-axis command axis voltage v_α* and β-axis command axis voltage v_β* on the α-β coordinate system of synchronous rotary machine 400. Command axis voltages v_α* and v_β* are converted to command voltage vectors v_u*, v_v*, and v_w* by α, β/u, v, w converter 130.

In the position sensorless magnetic flux control operation, by performing control as described above, the motor torque follows command torque T_e*, and the rotary machine magnetic flux follows command magnetic flux vector ψ_s*. As a result, the speed of synchronous rotary machine 400 follows command speed ω_ref*. In the case where the expression “position sensorless controller 106 performs the position sensorless magnetic flux control operation to set a command amplitude such that the amplitude of the rotary machine magnetic flux converges on a target amplitude” described above is used, the target amplitude corresponds to command amplitude | ψ_s*|. By taking this into consideration, in the following description, command amplitude |ψ_s*| may also be referred to as “target amplitude |ψ_s*|”.

In the specification of the present application, axis currents i_α and i_β mean current values that are transmitted as information, rather than electric currents that actually flow through synchronous rotary machine 400. Command axis voltages v_α* and v_β*, estimated magnetic flux ψ_s, estimated phase θ_s, command phase θ_s*, estimated torque T_e, command torque T_e*, command amplitude |ψ_s*| (target amplitude | ψ_s*|), command magnetic flux vector ψ_s*, command voltage vectors v_u*, v_v*, and v_w*, command speed ω_ref*, magnet phase θ_dm, harmonic component nθ_dm, qm-axis current i_qm, and the like also mean values that are transmitted as information.

The structural elements of position sensorless controller 106 shown in FIG. 3 will be described below.

U, W/a, Β Converter 110

u, w/a, β converter 110 converts phase currents i_u and i_w to axis currents i_α and ip. Specifically, u, w/a, β converter 110 converts phase currents i_u and i_w to axis currents i_α and i_β by using Equation (1) and Equation (2), and outputs axis currents i_α and i_α.

${\text{i}}_{\alpha }=\sqrt{\frac{3}{2}}{\text{i}}_{\text{u}}$

${\text{i}}_{\beta }=-\frac{1}{\sqrt{2}}{\text{i}}_{\text{u}}-\sqrt{2}{\text{i}}_{\text{w}}$

Magnetic Flux Estimator 112

Magnetic flux estimator 112 estimates the rotary machine magnetic flux that is the magnetic flux of synchronous rotary machine 400, and outputs estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) that is the estimated rotary machine magnetic flux. During the operation of the position sensorless magnetic flux control operation, magnetic flux estimator 112 determines estimated magnetic flux ψ_s from axis currents i_α and i_β and command axis voltages v_α* and v_β*. Specifically, magnetic flux estimator 112 determines estimated magnetic fluxes ψ_α and ψ_β by using Equation (3) and Equation (4). In Equation (3) and Equation (4), ψ_α|_t=0 and ψ_β|_t=0 are initial values of estimated magnetic fluxes ψ_α and ψ_β, respectively. In Equation (3) and Equation (4), R represents the winding resistance of the winding resistance of synchronous rotary machine 400. In the case where magnetic flux estimator 112 is included in a digital control device such as a DSP or a microcomputer, a discrete integrator may be used as the integrator required to perform computation in Equation (3) and Equation (4). In this case, a value derived from the current control cycle may be added or subtracted with respect to estimated magnetic fluxes ψ_α and ψ_β of the previous control cycle.

${\Psi }_{\text{α}}={\displaystyle \int \left({\text{v}}_{\text{α}}{*}^{}-{\text{Ri}}_{\text{α}}\right)}\text{dt +}{\text{Ψ}}_{\text{α}\left|\text{t=0}\right)}$

${\Psi }_{\text{β}}={\displaystyle \int \left({\text{v}}_{\text{β}}{*}^{}-{\text{Ri}}_{\text{β}}\right)}\text{dt +}{\text{Ψ}}_{\text{β}\left|\text{t=0}\right)}$

Phase Determiner 114

Phase determiner 114 determines estimated phase θ_s that is the phase of estimated magnetic flux ψ_s based on estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β). In the present embodiment, phase determiner 114 determines estimated phase θ_s from estimated magnetic flux ψ_s. Specifically, phase determiner 114 determines estimated phase θ_s from estimated magnetic flux ψ_s by using Equation (5). For example, phase determiner 114 is a known phase estimator device.

${\text{θ}}_{\text{s}}={\tan }^{-1}\left(\raisebox{1ex}{${\text{Ψ}}_{\text{β}}$}\!\left/ \!\raisebox{-1ex}{${\text{Ψ}}_{\text{α}}$}\right.\right)$

Torque Estimator 116

Torque estimator 116 computes estimated torque T_e based on estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) and detection current i. In the present embodiment, detection current i means axis currents i_α and i_β, and torque estimator 116 determines estimated torque T_e from estimated magnetic flux ψ_s and axis currents i_α and ip. Specifically, torque estimator 116 determines estimated torque T_e from estimated magnetic flux ψ_s and axis currents i_α and i_β by using Equation (6). In Equation (6), P represents the number of pole pairs of synchronous rotary machine 400.

${\text{T}}_{\text{e}}=\text{P}\left({\text{Ψ}}_{\text{α}}{\text{i}}_{\text{β}}-{\text{Ψ}}_{\text{β}}{\text{i}}_{\text{α}}\right)$

Command Amplitude Generator 118

Command amplitude generator 118 generates command amplitude | ψ_s*| that is the amplitude of command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) that is the estimated rotary machine magnetic flux and detection current i of synchronous rotary machine 400, the second inner product being a product of detection current i and estimated magnet flux ψ_am of the permanent magnet included in synchronous rotary machine 400. As shown in FIG. 4, in the present embodiment, command amplitude generator 118 generates command amplitude |ψ_s*| by executing feedback control that uses the second inner product.

Command amplitude generator 118 computes error variable ε that indicates a reactive power component by using virtual inductance (the inductance of synchronous rotary machine 400) L_qm, axis currents i_α and i_β, and estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β). Specifically, first, command amplitude generator 118 estimates an armature reaction magnetic flux (determines estimated armature reaction magnetic flux L_qmi). The α-axis component and the β-axis component of estimated armature reaction magnetic flux L_qmi will be referred to as “estimated armature reaction magnetic flux L_qmi_α” and “estimated armature reaction magnetic flux L_qmi_β”, respectively. Estimated armature reaction magnetic flux L_qmi_α is a product of virtual inductance L_qm and axis current i_α, and estimated armature reaction magnetic flux L_qmi_β is a product of virtual inductance L_qm and axis current i_β. Next, command amplitude generator 118 determines estimated magnet flux ψ_am of the permanent magnet of synchronous rotary machine 400 from estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) and estimated armature reaction magnetic flux L_qmi (estimated armature reaction magnetic fluxes L_qmi_α and L_qmi_β). The α-axis component and the β-axis component of magnet flux ψ_am will be referred to as “estimated magnet flux ψ_amα” and “estimated magnet flux ψ_amβ”, respectively. Specifically, as shown in Equation (7), command amplitude generator 118 determines magnet flux ψ_amα by subtracting estimated armature reaction magnetic flux L_qmi_α from estimated magnetic flux ψ_α. Also, as shown in Equation (8), command amplitude generator 118 determines magnet flux ψ_amβ by subtracting estimated armature reaction magnetic flux L_qmi_β from estimated magnetic flux ψ_β. Next, command amplitude generator 118 calculates error variable ε from magnet fluxes ψ_amα and ψ_amβ and axis currents i_α and i_β as shown in Equation (9).

${\text{Ψ}}_{\text{am}\text{α}}={\text{Ψ}}_{\text{α}}-{\text{L}}_{\text{qm}}{\text{i}}_{\text{α}}$

${\text{Ψ}}_{\text{am}\text{β}}={\text{Ψ}}_{\text{β}}-{\text{L}}_{\text{qm}}{\text{i}}_{\text{β}}$

$\text{ε}=\text{P}\left({\text{Ψ}}_{\text{am}\text{α}}{\text{i}}_{\text{α}}\text{+}{\text{Ψ}}_{\text{am}\text{β}}{\text{i}}_{\text{β}}\right)$

As shown in Equation (9) and FIG. 4, command amplitude generator 118 computes, as error variable ε, an inner product (second inner product) of estimated magnet flux ψ_am of the permanent magnet of synchronous rotary machine 400 and detection current i of synchronous rotary machine 400.

Error variable ε may also be determined by computing an inner product (first inner product) of estimated magnetic flux ψ_am of synchronous rotary machine 400 and detection current i of synchronous rotary machine 400.

Accordingly, as shown in Equation (10), command amplitude generator 118 may be configured to compute, as error variable ε, an inner product (first inner product) of estimated magnetic flux ψ_s of synchronous rotary machine 400 and detection current i of synchronous rotary machine 400, instead of the second inner product.

$\text{ε}={\text{Ψ}}_{\text{α}}{\text{i}}_{\text{α}}\text{+}{\text{Ψ}}_{\text{β}}{\text{i}}_{\text{β}}-{\text{L}}_{\text{qm}}\left(i_{\alpha }^2+i_{\beta }^2\right)$

As shown in FIG. 4, command amplitude generator 118 includes subtracter 132, P gain 134, I gain 136, integrator 138, adder 140, and adder 142. Command amplitude generator 118 sets the target value of error variable ε, or in other words, target value ε* of the result of computation of the first inner product or the second inner product. Here, command amplitude generator 118 sets target value ε* of the result of computation of the first inner product or the second inner to zero. Adder 142 generates command amplitude |ψ_s*| by adding absolute value |Δψ| of calculated magnetic flux deviation Δψ and ψ_{a_nominal} that is a nominal value of estimated magnetic flux ψ_am.

In the manner as described above, command amplitude generator 118 generates command amplitude |ψ_s*| by executing feedback control that uses error variable ε.

Magnetization Characteristics Determiner 120

As shown in FIG. 5, magnetization characteristics determiner 120 determines magnet phase θ_dm that is the phase of magnet flux ψ_am (see FIG. 2) based on estimated magnetic flux ψ_s and detection current i, and also determines qm-axis magnetic flux ψ_qm of estimated magnetic flux ψ_s, qm-axis current i_qm of detection current i, and harmonic component nθ_dm of magnet phase θ_dm by using a dm-qm coordinate system with the dm-axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm. Qm-axis magnetic flux ψ_qm is the qm-axis component of estimated magnetic flux ψ_s, and qm-axis current i_qm is the qm-axis component of detection current i.

Magnetization characteristics determiner 120 includes magnet flux determiner 144, magnet phase determiner 146, α, β/qm converter 148, α, β/qm converter 150, harmonic component determiner 152, fourier transformer 154, and magnetic energy determiner 156.

Magnet flux determiner 144 determines magnet flux ψ_am based on virtual inductance (the inductance of synchronous rotary machine 400) L_qm, axis currents i_α and i_β, and estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β). Specifically, magnet flux determiner 144 determines magnet flux ψ_amα by using Equation (11), and determines magnet flux ψ_amβ by using Equation (12). As shown in FIG. 2, magnet flux ψ_amα is the α-axis component of magnet flux ψ_am, and magnet flux ψ_amβ is the β-axis component of magnet flux ψ_am.

${\text{Ψ}}_{\text{am}\text{α}}={\text{Ψ}}_{\text{α}}-{\text{L}}_{\text{qm}}{\text{i}}_{\text{α}}$

${\text{Ψ}}_{\text{amβ}}{\text{=Ψ}}_{\text{β}}{\text{-L}}_{\text{qm}}{\text{i}}_{\text{β}}$

Magnet phase determiner 146 determines magnet phase θ_dm from magnet flux ψ_amα and magnet flux ψ_amβ by using Equation (13).

${\text{θ}}_{\text{dm}}={\tan }^{-1}\left(\raisebox{1ex}{${\text{Ψ}}_{\text{am}\text{β}}$}\!\left/ \!\raisebox{-1ex}{${\text{Ψ}}_{\text{am}\text{α}}$}\right.\right)$

α, β/qm converter 148 converts axis currents i_α and i_β to qm-axis current i_qm. Specifically, α, β/qm converter 148 converts axis currents i_α and i_β to qm-axis current i_qm by using Equation (14), and outputs qm-axis current i_qm.

${\text{i}}_{\text{qm}}=-{\text{i}}_{\text{α}}\sin {\text{θ}}_{\text{dm}}+{\text{i}}_{\text{β}}\cos {\text{θ}}_{\text{dm}}$

α, β/qm converter 150 converts estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) to qm-axis magnetic flux ψ_qm. Specifically, α, β/qm converter 150 converts estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β) to qm-axis magnetic flux ψ_qm by using Equation (15), and outputs qm-axis magnetic flux ψ_qm.

${\text{Ψ}}_{\text{qm}}=-{\text{Ψ}}_{\text{α}}\sin {\text{θ}}_{\text{dm}}+{\text{Ψ}}_{\text{β}}\cos {\text{θ}}_{\text{dm}}$

Harmonic component determiner 152 determines harmonic component nθ_dm of magnet phase θ_dm. Specifically, harmonic component determiner 152 determines harmonic component nθ_dm by multiplying magnet phase θ_dm by order n, and outputs harmonic component nθ_dm.

Fourier transformer 154 determines magnetic flux ψ_qmcn and magnetic flux ψ_qmsn from qm-axis magnetic flux ψ_qm and harmonic component nθ_dm.

As shown in FIG. 6, fourier transformer 154 includes amplifier 158, multiplier 160, low-pass filter 162, multiplier 164, and low-pass filter 166.

Amplifier 158 amplifies qm-axis magnetic flux ψ_qm by 2-fold.

Multiplier 160 multiplies qm-axis magnetic flux ψ_qm amplified by 2-fold by cosnθ_dm.

Low-pass filter 162 outputs magnetic flux ψ_qmcn from qm-axis magnetic flux ψ_qm amplified by 2-fold and multiplied by cosnθ_dm.

Multiplier 164 multiplies qm-axis magnetic flux ψ_qm amplified by 2-fold by sinn θ_dm.

Low-pass filter 166 outputs magnetic flux ψ_qmsn from qm-axis magnetic flux ψ_qm amplified by 2-fold and multiplied by sinn θ_dm.

Referring back to FIG. 5, magnetic energy determiner 156 determines magnetic energy W′_qmcn from magnetic flux ψ_qmcn by using Equation (16), and determines magnetic energy W′_qmsn from magnetic flux ψ_qmsn by using Equation (17).

${{\text{W}}^{\prime }}_{\text{qmcn}}={\displaystyle {\int }_0^{i_{qm}}{\text{Ψ}}_{\text{qmcn}}\left(0,{i^{\prime }}_{qm}\right)d{i^{\prime }}_{qm}}$

${{\text{W}}^{\prime }}_{\text{qmsn}}={\displaystyle {\int }_0^{i_{qm}}{\text{Ψ}}_{\text{qmsn}}\left(0,{i^{\prime }}_{qm}\right)d{i^{\prime }}_{qm}}$

Magnetic energy determiner 156 creates magnetic energy table 168 as shown in FIG. 7 by using the obtained results. (a) in FIG. 7 shows a table showing the values of magnetic energy W′_qmcn that correspond to the values of qm-axis current i_qm. (b) in FIG. 7 shows a table showing the values of magnetic energy W′_qmsn that correspond to the values of qm-axis current i_qm.

Ripple Compensation Determiner 122

As shown in FIG. 8, ripple compensation determiner 122 determines ripple compensation phase θ_ripple by using ripple compensation torque T_ripple obtained based on qm-axis current i_qm and harmonic component nθ_dm. Ripple compensation determiner 122 includes magnetic energy table 168, ripple torque determiner 170, and ripple phase determiner 172.

Ripple compensation determiner 122 determines magnetic energy W′_qmcn and magnetic energy W′_qmsn by using qm-axis current i_qm output from α, β/qm converter 148 and magnetic energy table 168 created by magnetic energy determiner 156. Specifically, ripple compensation determiner 122 selects, from magnetic energy table 168, a value of magnetic energy W′_qmcn that corresponds to the value of qm-axis current i_qm output from α, β/qm converter 148, and outputs the selected value. Also, ripple compensation determiner 122 selects, from magnetic energy table 168, a value of magnetic energy W′_qmsn that corresponds to the value of qm-axis current i_qm output from α, β/qm converter 148, and outputs the selected value.

As shown in FIG. 9, ripple torque determiner 170 includes adder 174, multiplier 176, multiplier 178, subtracter 180, and multiplier 182.

Adder 174 adds harmonic component nθ_dm of magnet phase θ_dm and adjustment phase Δθ. For example, adjustment phase Δθ is input from the outside.

Multiplier 176 multiplies W′_qmsn by cos(nθ_dm+Δθ) Multiplier 178 multiplies W′_qmcn by sin(nθ_dm+Δθ).

Subtracter 180 subtracts W′_qmcnsin(nθ_dm+Δθ) from W′_qmsncos(nθ_dm+Δθ).

Multiplier 182 determines ripple compensation torque T_ripple by using Equation (18), where n represents order, and P represents the number of pole pairs of synchronous rotary machine 400.

${\text{T}}_{\text{ripple}}=\text{nP}\left\{{{\text{W}}^{\prime }}_{\text{qmsn}}\cos \left(\text{n}{\theta }_{dm}+\text{Δ}\theta \right)-{{\text{W}}^{\prime }}_{\text{qmcn}}\sin \left(\text{n}{\theta }_{dm}+\text{Δ}\theta \right)\right\}$

(18)

As shown in FIG. 10, ripple phase determiner 172 includes multiplier 184.

Multiplier 184 determines ripple compensation phase θ_ripple by using ripple compensation torque T_ripple and adjustment gain K_ripple based on Equation (19). Adjustment gain K_ripple is a known constant. Also, T_s represents a motor time constant, and T_ss represents a differential operator.

${\text{θ}}_{\text{ripple}}={\text{T}}_{\text{ripple}}{\text{K}}_{\text{ripple}}\left({\tau }_{s}s+1\right)$

Command Phase Determiner 124

Referring back to FIG. 3, command phase determiner 124 determines the command magnetic flux vector phase based on ripple compensation phase θ_ripple and a torque command or a rotation speed command. Here, an example will be described in which the command magnetic flux vector phase is determined based on the torque command. The command magnetic flux vector phase is command phase θ_s*. That is, in the present embodiment, as shown in FIG. 2, command phase θ_s* is the phase of command magnetic flux vector ψ_s*. In the present embodiment, command phase determiner 124 determines command phase θ_s* by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θ_S. That is, command phase determiner 124 determines command phase θ_s* by using torque phase Δθ_S, ripple compensation phase θ_ripple, and estimated phase θ_S.

As shown in FIG. 11, command phase determiner 124 includes subtracter 186, PI compensator 188, adder 190, and adder 192.

Subtracter 186 determines a deviation by subtracting estimated torque T_e from command torque T_e*.

PI compensator 188 determines torque phase Δθ_S by performing proportional-integral control for converging the deviation determined by subtracter 186 on 0.

Adder 190 adds torque phase Δθ_S and ripple compensation phase θ_ripple.

Adder 192 determines command phase θ_s* by further adding estimated phase θ_s to torque phase Δθ_S and ripple compensation phase θ_ripple.

Command Magnetic Flux Generator 126

Referring back to FIG. 3, command magnetic flux generator 126 generates command magnetic fluxes ω_α* and ψ_β* based on command amplitude |ψ_s*| and command phase θ_s*. In the present embodiment, command magnetic flux generator 126 determines command magnetic flux vector ψ_s* (command magnetic fluxes ψ_α* and ψ_β*) based on command amplitude | ψ_s*| and command phase θ_s*. In the present embodiment, command magnetic flux generator 126 determines command magnetic flux vector ψ_s* (command magnetic fluxes ψ_α* and ψ_β*) from command amplitude | ψ_s*| and command phase θ_s*. Specifically, command magnetic flux generator 126 determines command magnetic fluxes ψ_α* and ψ_β* by using Equations (20) and (21).

${\text{Ψ}}_{\text{α}}{*}^{}=\left|{\text{Ψ}}_{\text{s}}{*}^{}\right|\cos {\text{θ}}_{\text{s}}{*}^{}$

${\text{Ψ}}_{\text{β}}{*}^{}=\left|{\text{Ψ}}_{\text{s}}{*}^{}\right|\sin {\text{θ}}_{\text{s}}{*}^{}$

Voltage Command Generator 128

Voltage command generator 128 determines command axis voltages v_α* and v_β* by using estimated magnetic flux ψ_s (estimated magnetic fluxes ψ_α and ψ_β), axis currents i_α and i_β, and command magnetic flux vector ψ_s* (command magnetic fluxes ψ_α* and ψ_β*). First, voltage command generator 128 subtracts estimated magnetic flux ψ_α from command magnetic flux ψ_α* to determine a deviation between estimated magnetic flux ψ_α and command magnetic flux ψ_α* (magnetic flux deviation Δψ_α: ψ_α*-ψ_α). Also, voltage command generator 128 subtracts estimated magnetic flux ψ_β from command magnetic flux ψ_β* to determine a deviation between estimated magnetic flux ψ_β and command magnetic flux ψ_β* (magnetic flux deviation Δψ_β: ψ_β*-ψ_β). Then, voltage command generator 128 determines command axis voltages v_α* and v_β* by using magnetic flux deviations Δψ_α and Δψ_β and axis currents i_α and i_β. Specifically, voltage command generator 128 determines α-axis command axis voltage v_α* by using magnetic flux deviation Δψ_α and axis current i_α based on Equation (22). Also, voltage command generator 128 determines β-axis command axis voltage v_β* by using magnetic flux deviation Δψ_β and axis current i_β based on Equation (23). Here, T_s represents a control cycle.

${\text{v}}_{\text{α}}{*}^{}=\frac{\text{Δ}{\text{Ψ}}_{\text{α}}}{{\text{T}}_{\text{S}}}+{\text{Ri}}_{\text{α}}$

${\text{v}}_{\text{β}}{*}^{}=\frac{\text{Δ}{\text{Ψ}}_{\text{β}}}{{\text{T}}_{\text{S}}}+{\text{Ri}}_{\text{β}}$

α, β/U, V, W Converter 130

α, β/u, v, w converter 130 converts command axis voltages v_α* and v_β* to command voltage vectors v_u*, v_v*, and v_w*. Specifically, α, β/u, v, w converter 130 converts command axis voltages v_α* and v_β* to command voltage vectors v_u*, v_v*, and v_w* by using Equation (24), and outputs command voltage vectors v_u*, v_v*, and v_w*.

$\left[\begin{array}{l}{\text{v}}_{\text{u}}{*}^{}\hfill \\ {\text{v}}_{\text{v}}{*}^{}\hfill \\ {\text{v}}_{\text{w}}{*}^{}\hfill \end{array}\right]=\left[\begin{array}{ll}\sqrt{\raisebox{1ex}{$2$}\!\left/ \!\raisebox{-1ex}{$3$}\right.}\hfill & 0\hfill \\ -\sqrt{\raisebox{1ex}{$1$}\!\left/ \!\raisebox{-1ex}{$6$}\right.}\hfill & \sqrt{\raisebox{1ex}{$1$}\!\left/ \!\raisebox{-1ex}{$2$}\right.}\hfill \\ -\sqrt{\raisebox{1ex}{$1$}\!\left/ \!\raisebox{-1ex}{$6$}\right.}\hfill & -\sqrt{\raisebox{1ex}{$1$}\!\left/ \!\raisebox{-1ex}{$2$}\right.}\hfill \end{array}\right]\left[\begin{array}{l}{\text{v}}_{\text{α}}{*}^{}\hfill \\ {\text{v}}_{\text{β}}{*}^{}\hfill \end{array}\right]$

Referring back to FIG. 1, the remaining structural elements of rotary machine control device 100 and structural elements that are connected to rotary machine control device 100 will be described below.

First Current Sensor 102 and Second Current Sensor 104

As first current sensor 102 and second current sensor 104, known sensors can be used. In the present embodiment, first current sensor 102 is provided to measure phase current i_u that flows through a u phase. Second current sensor 104 is provided to measure phase current i_w that flows through a w phase. However, first current sensor 102 and second current sensor 104 may be provided to measure electric currents of two phases other than the combination of the u phase and the w phase.

Duty Generator 108

Duty generator 108 generates duties D_u, D_v, and D_w from command voltage vectors v_u*, v_v*, and v_w*. In the present embodiment, duty generator 108 converts the components of command voltage vectors v_u*, v_v*, and v_w* to duties D_u, D_v, and D_w of three phases. As the method for generating duties D_u, D_v, and D_w, an ordinary method that is used for a voltage PWM inverter may be used. For example, duties D_u, D_v, and D_w may be determined by dividing command voltage vectors v_u*, v_v*, and v_w* by a half value of voltage value V_dc of a DC power supply of PWM inverter 300, which will be described later. In this case, duty D_u is 2 x _Vu*/V_dc. Duty D_v is 2 x v_v*/V_dc. Duty D_w is 2 x v_w*/V_dc. Duty generator 108 outputs duties D_u, D_v, and D_w.

PWM Inverter 300

PWM inverter 300 includes a DC power supply and a conversion circuit. The conversion circuit converts DC voltage to voltage vectors v_u, v_v, and v_w through PWM control. PWM inverter 300 applies voltage vectors v_u, v_v, and v_w obtained as a result of the conversion to synchronous rotary machine 400.

Synchronous Rotary Machine 400

Synchronous rotary machine 400 is a target to be controlled by rotary machine control device 100. The voltage vectors are applied to synchronous rotary machine 400 by PWM inverter 300. As used herein, the expression “the voltage vectors are applied to synchronous rotary machine 400” means that voltage is applied to each of three phases (a U phase, a V phase, and a W phase) on a three-phase AC coordinate system that is applied to synchronous rotary machine 400. In the present embodiment, synchronous rotary machine 400 is controlled such that each of the three phases (a U phase, a V phase, and a W phase) is selected from the following two types: a high-voltage phase that has a relatively high voltage; and a low-voltage phase that has a relatively low voltage.

Synchronous rotary machine 400 is, for example, a permanent magnetic synchronous motor. Examples of the permanent magnetic synchronous motor include an interior permanent magnet synchronous motor (IPMSM) and a surface permanent magnet synchronous motor (SPMSM). The IPMSM has saliency in which d-axis inductance Ld and q-axis inductance Lq are different (generally, inverse saliency of Lq > Ld), and reluctance torque may also be used in addition to magnet torque. For this reason, the IPMSM has an extremely high driving efficiency. As synchronous rotary machine 400, it is also possible to use a synchronous reluctance motor.

Advantageous Effects, Etc

Rotary machine control device 100 according to Embodiment 1 includes: magnetic flux estimator 112 that estimates a rotary machine magnetic flux that is a magnetic flux of synchronous rotary machine 400; command amplitude generator 118 that generates command amplitude | Ψs* | that is an amplitude of command magnetic fluxes Ψa* and Ψβ* by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of estimated magnetic flux Ψs that is an estimated rotary machine magnetic flux and detection current i of synchronous rotary machine 400, the second inner product being a product of detection current i and estimated magnet flux Ψam of a permanent magnet included in synchronous rotary machine 400; magnetization characteristics determiner 120 that determines magnet phase θ_dm that is a phase of magnet flux Ψam based on estimated magnetic flux Ψs and detection current i, and also determines qm-axis magnetic flux Ψ_qm of estimated magnetic flux Ψ_s, qm-axis current i_qm of detection current i, and harmonic component nθ_dm of magnet phase θ_dm by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; ripple compensation determiner 122 that determines ripple compensation phase θ_ripple by using ripple compensation torque T_ripple obtained based on qm-axis current i_qm and harmonic component nθ_dm; command phase determiner 124 that determines command phase θ_S* based on ripple compensation phase θ_ripple and a torque command or a rotation speed command; and command magnetic flux generator 126 that generates command magnetic fluxes Ψ_a* and Ψβ* based on command amplitude | Ψ_s* | and command phase θ_s*.

With this configuration, it is possible to: determine magnet phase θ_dm; determine qm-axis magnetic flux Ψ_qm of estimated magnetic flux Ψ_s, qm-axis current i_qm of detection current i, and harmonic component nθ_dm of magnet phase θ_dm by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; determine ripple compensation phase θ_ripple by using ripple compensation torque T_ripple obtained based on qm-axis current i_qm and harmonic component nθ_dm; and determine command phase θ_S* based on ripple compensation phase θ_ripple and a torque command or a rotation speed command. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be effectively reduced.

Also, rotary machine control device 100 according to Embodiment 1 further includes: phase determiner 114 that determines estimated phase θ_S that is a phase of estimated magnetic flux Ψs based on estimated magnetic flux Ψ_s; and torque estimator 116 that computes estimated torque T_e based on estimated magnetic flux Ψ_s and detection current i. Command phase determiner 124 determines command phase θ_S* by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θs,

With this configuration, command phase θ_S* can be determined by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θ_S. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Also, in rotary machine control device 100 according to Embodiment 1, command amplitude generator 118 sets a target value of a result of computation of the first inner product or the second inner product to zero.

With this configuration, it is possible to cause electric current that generates a field magnetic flux in the direction of magnet flux Ψam of the permanent magnet of synchronous rotary machine 400 to flow. Accordingly, the torque ripple can be more effectively reduced.

Embodiment 2

Hereinafter, a rotary machine control device according to Embodiment 2 that is configured by changing a portion of rotary machine control device 100 according to Embodiment 1 will be described. Here, in the rotary machine control device according to Embodiment 2, structural elements that are the same as those of rotary machine control device 100 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100.

FIG. 12 is a block diagram of command amplitude generator 118a included in the rotary machine control device according to Embodiment 2.

As shown in FIG. 12, the rotary machine control device according to Embodiment 2 is configured by replacing command amplitude generator 118 of rotary machine control device 100 according to Embodiment 1 with command amplitude generator 118a.

Command amplitude generator 118a is different from command amplitude generator 118 mainly in that command amplitude generator 118a does not include adder 142. Command amplitude generator 118a outputs the value determined by adder 140 as command amplitude | Ψ_s* | .

As described above, command amplitude generator 118a does not necessarily need to include adder 142.

Embodiment 3

Hereinafter, a rotary machine control device according to Embodiment 3 that is configured by changing a portion of rotary machine control device 100 according to Embodiment 1 will be described. Here, in the rotary machine control device according to Embodiment 3, structural elements that are the same as those of rotary machine control device 100 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on differences from rotary machine control device 100.

FIG. 13 is a block diagram of magnetization characteristics determiner 120b included in the rotary machine control device according to Embodiment 3. FIG. 14 is a block diagram of magnetization characteristics determiner 120c that is another magnetization characteristics determiner included in the rotary machine control device according to Embodiment 3.

As shown in FIG. 13, the rotary machine control device according to Embodiment 3 is configured by replacing magnetization characteristics determiner 120 of rotary machine control device 100 according to Embodiment 1 with magnetization characteristics determiner 120b.

Magnetization characteristics determiner 120b is different from magnetization characteristics determiner 120 mainly in that magnetization characteristics determiner 120b further includes armature reaction magnetic flux determiner 194.

Armature reaction magnetic flux determiner 194 multiplies axis current i_a by virtual inductance L_qm to determine estimated armature reaction magnetic flux L_qmi_a and outputs estimated armature reaction magnetic flux L_qmi_a, and also multiplies axis current i_β by virtual inductance L_qm to determine estimated armature reaction magnetic flux L_qmi_β and outputs estimated armature reaction magnetic flux L_qmi_β.

a, β/qm converter 150 converts estimated armature reaction magnetic fluxes L_qmi_a and L_qmi_β to qm-axis magnetic flux Ψ_qm. Specifically, a, β/qm converter 150 converts estimated armature reaction magnetic fluxes L_qmi_a and L_qmi_β to qm-axis magnetic flux Ψ_qm by using Equation (25), and outputs qm-axis magnetic flux Ψ_qm.

${\text{Ψ}}_{\text{qm}}=-\left({\text{L}}_{qm}{\text{i}}_{\text{α}}\right)\sin {\text{θ}}_{\text{dm}}+\left({\text{L}}_{qm}{\text{i}}_{\text{β}}\right)\cos {\text{θ}}_{\text{dm}}$

As described above, magnetization characteristics determiner 120b may further include armature reaction magnetic flux determiner 194.

Magnetization characteristics determiner 120b shown in FIG. 13 may be replaced with magnetization characteristics determiner 120c shown in FIG. 14.

As shown in FIG. 14, magnetization characteristics determiner 120c is different from magnetization characteristics determiner 120b mainly in that magnetization characteristics determiner 120c includes armature reaction magnetic flux determiner 194c, instead of armature reaction magnetic flux determiner 194. That is, armature reaction magnetic flux determiner 194c is provided downstream of a, β/qm converter 148. Armature reaction magnetic flux determiner 194c multiplies qm-axis current i_qm output from a, β/qm converter 148 by virtual inductance L_qm, and outputs qm-axis magnetic flux Ψ_qm. Accordingly, with magnetization characteristics determiner 120c, it is unnecessary to provide a, β/qm converter 150, and thus magnetization characteristics determiner 120c can have a simpler configuration than magnetization characteristics determiner 120b.

As described above, magnetization characteristics determiner 120b may be replaced with magnetization characteristics determiner 120c that includes armature reaction magnetic flux determiner 194c.

Embodiment 4

Hereinafter, a rotary machine control device according to Embodiment 4 that is configured by changing a portion of rotary machine control device 100 according to Embodiment 1 will be described. Here, in the rotary machine control device according to Embodiment 4, structural elements that are the same as those of rotary machine control device 100 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on differences from rotary machine control device 100.

FIG. 15 is a block diagram of position sensorless controller 106c included in the rotary machine control device according to Embodiment 4. FIG. 16 is a block diagram of command phase determiner 124c included in position sensorless controller 106c shown in FIG. 15.

As shown in FIG. 15, the rotary machine control device according to Embodiment 4 is configured by replacing position sensorless controller 106 of rotary machine control device 100 according to Embodiment 1 with position sensorless controller 106c.

Position sensorless controller 106c is different from position sensorless controller 106 mainly in that position sensorless controller 106c includes command phase determiner 124c, instead of command phase determiner 124.

In the present embodiment, command speed w_ref* is input to position sensorless controller 106c. Command speed w_ref* represents a speed to be followed by synchronous rotary machine 400. Position sensorless controller 106c generates command voltage vectors v_u*, v_v*, and v_w* from command speed w_ref* and phase currents i_u and i_w. By performing control as described above, synchronous rotary machine 400 is controlled such that the speed of synchronous rotary machine 400 follows command speed w_ref*.

As shown in FIG. 16, command phase determiner 124c includes integrator 200 and adder 202. Command phase determiner 124c determines command phase θ_S* based on ripple compensation phase θ_ripple and a rotation speed command.

Integrator 200 integrates command speed _Wref*.

Adder 202 adds ripple compensation phase θ_ripple to the value determined by integrator 200 to determine command phase θ_S*.

As described above, the rotary machine control device may include position sensorless controller 106c instead of position sensorless controller 106.

Embodiment 5

Hereinafter, a rotary machine control device according to Embodiment 5 that is configured by changing a portion of the rotary machine control device according to Embodiment 4 will be described. Here, in the rotary machine control device according to Embodiment 5, structural elements that are the same as those of the rotary machine control device according to Embodiment 4 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 4.

FIG. 17 is a block diagram of command phase determiner 124d included in the rotary machine control device according to Embodiment 5.

As shown in FIG. 17, the rotary machine control device according to Embodiment 5 is configured by replacing command phase determiner 124c of the rotary machine control device according to Embodiment 4 with command phase determiner 124d.

Command phase determiner 124d: (i) determines movement amount Δθ of estimated phase θ_S of estimated magnetic flux Ψs for each control cycle by which estimated phase θ_S needs to move by using a rotation speed command input to synchronous rotary machine 400; and (ii) determines command phase θ_s* by using determined movement amount Δθ and ripple compensation phase θ_ripple. Command phase determiner 124d includes adder 202, multiplier 204, and adder 206.

Multiplier 204 multiplies command speed w_ref* by T_s to determine movement amount Δθ. Here, T_s represents a control cycle.

Adder 202 adds ripple compensation phase θ_ripple to movement amount Δθ.

Adder 206 adds estimated phase θ_S to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124d may include adder 202, multiplier 204, and adder 206.

The rotary machine control device according to Embodiment 5 further include phase determiner 114 that determines estimated phase θ_S that is the phase of estimated magnetic flux Ψs based on estimated magnetic flux Ψ_s. Command phase determiner 124d: (i) determines movement amount Δθ of estimated phase Ψs for each control cycle by which estimated phase Ψs needs to move by using a rotation speed command input to synchronous rotary machine 400; and (ii) determines command phase θ_S* by using determined movement amount Δθ, ripple compensation phase θ_ripple. and estimated phase θ_s.

With this configuration, command phase θ_S* can be determined by using movement amount Δθ of estimated phase Ψs for each control cycle by which estimated phase Ψs needs to move, ripple compensation phase θ_ripple, and estimated phase θ_S. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Embodiment 6

Hereinafter, a rotary machine control device according to Embodiment 6 that is configured by changing a portion of the rotary machine control device according to Embodiment 5 will be described. Here, in the rotary machine control device according to Embodiment 6, structural elements that are the same as those of the rotary machine control device according to Embodiment 5 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 5.

FIG. 18 is a block diagram of command phase determiner 124e included in the rotary machine control device according to Embodiment 6.

As shown in FIG. 18, the rotary machine control device according to Embodiment 6 is configured by replacing command phase determiner 124d of the rotary machine control device according to Embodiment 5 with command phase determiner 124e.

Command phase determiner 124e determines command phase θ_S* by further using estimated torque T_e. Command phase determiner 124e includes adder 202, adder 206, multiplier 208, high-pass filter 210, sign inverter 212, PI compensator 214, and adder 216.

Multiplier 208 multiplies command speed (ω_ref* by T_s to determine (ω_ref*T_s.

High-pass filter 210 outputs torque T_H from estimated torque Te.

Sign inverter 212 inverts the sign of torque T_H.

PI compensator 214 determines Δω_ref*T_s from torque -T_H.

Adder 216 adds (ω_ref*T_s determined by multiplier 208 and Δω_ref*T_s determined by PI compensator 214 to determine torque phase Δθ_s.

Adder 202 adds ripple compensation phase θ_ripple to torque phase Δθ_s.

Adder 206 adds estimated phase θ_S to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124e may include adder 202, adder 206, multiplier 208, high-pass filter 210, sign inverter 212, PI compensator 214, and adder 216.

The rotary machine control device according to Embodiment 6 may further include torque estimator 116 that computes estimated torque T_e based on estimated magnetic flux Ψs and detection current i. Command phase determiner 124e determines command phase θ_S* by further using estimated torque T_e.

With this configuration, command phase θ_S* can be determined by further using estimated torque T_e. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Embodiment 7

Hereinafter, a rotary machine control device according to Embodiment 7 that is configured by changing a portion of the rotary machine control device according to Embodiment 4 will be described. Here, in the rotary machine control device according to Embodiment 7, structural elements that are the same as those of the rotary machine control device according to Embodiment 4 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 4.

FIG. 19 is a block diagram of command phase determiner 124f included in the rotary machine control device according to Embodiment 7.

As shown in FIG. 19, the rotary machine control device according to Embodiment 7 is configured by replacing command phase determiner 124c of the rotary machine control device according to Embodiment 4 with command phase determiner 124f.

Command phase determiner 124f includes integrator 200, adder 202, high-pass filter 218, gain multiplier 220, and subtracter 222.

High-pass filter 218 outputs torque T_H from estimated torque Te.

Gain multiplier 220 multiplies torque T_H by gain K₁.

Subtracter 222 subtracts K₁T_H from command speed _Wref*.

Integrator 200 integrates the value determined by subtracter 222.

Adder 202 adds ripple compensation phase θ_ripple to the value determined by integrator 200 to determine command phase θ_S*.

As described above, command phase determiner 124f may include integrator 200, adder 202, high-pass filter 218, gain multiplier 220, and subtracter 222.

Embodiment 8

Hereinafter, a rotary machine control device according to Embodiment 8 that is configured by changing a portion of the rotary machine control device according to Embodiment 7 will be described. Here, in the rotary machine control device according to Embodiment 8, structural elements that are the same as those of the rotary machine control device according to Embodiment 7 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 7.

FIG. 20 is a block diagram of command phase determiner 124 g included in the rotary machine control device according to Embodiment 8.

As shown in FIG. 20, the rotary machine control device according to Embodiment 8 is configured by replacing command phase determiner 124f of the rotary machine control device according to Embodiment 7 with command phase determiner 124 g.

Command phase determiner 124 g includes adder 202, multiplier 204, adder 206, high-pass filter 218, gain multiplier 220, and subtracter 222.

Adder 202 adds ripple compensation phase θ_ripple to movement amount Δθ determined by multiplier 204.

Adder 206 adds estimated phase θ_S to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124 g may include adder 202, multiplier 204, adder 206, high-pass filter 218, gain multiplier 220, and subtracter 222.

Embodiment 9

Hereinafter, a rotary machine control device according to Embodiment 9 that is configured by changing a portion of the rotary machine control device according to Embodiment 8 will be described. Here, in the rotary machine control device according to Embodiment 9, structural elements that are the same as those of the rotary machine control device according to Embodiment 8 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 8.

FIG. 21 is a block diagram of command phase determiner 124h included in the rotary machine control device according to Embodiment 9.

As shown in FIG. 21, the rotary machine control device according to Embodiment 9 is configured by replacing command phase determiner 124 g of the rotary machine control device according to Embodiment 8 with command phase determiner 124h.

Command phase determiner 124h includes adder 202, adder 206, multiplier 208, PI compensator 214, adder 216, low-pass filter 224, and subtracter 226.

Multiplier 208 multiplies command speed w_ref* by T_s to determine (ω_ref*T_s.

Low-pass filter 224 outputs torque T_L from estimated torque Te.

Subtracter 226 subtracts estimated torque T_e from torque T_L to determine torque -T_H.

PI compensator 214 determines Δω_ref*T_s from torque -T_H.

Adder 216 adds (ω_ref*T_s determined by multiplier 208 and Δω_ref*T_s determined by PI compensator 214 to determine torque phase Δθ_s.

Adder 202 adds ripple compensation phase θ_ripple to torque phase Δθ_S determined by adder 216.

Adder 206 adds estimated phase θ_S to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124h may include adder 202, adder 206, multiplier 208, PI compensator 214, adder 216, low-pass filter 224, and subtracter 226.

Embodiment 10

Hereinafter, rotary machine control device 100j according to Embodiment 10 that is configured by changing a portion of rotary machine control device 100 according to Embodiment 1 will be described. Here, in rotary machine control device 100j according to Embodiment 10, structural elements that are the same as those of rotary machine control device 100 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100.

As shown in FIG. 22, rotary machine control device 100j includes first current sensor 102, second current sensor 104, position sensorless controller 106j, and duty generator 108. Rotary machine control device 100j is connected to PWM (Pulse Width Modulation) inverter 300 and synchronous rotary machine 400.

Position sensorless controller 106j performs position sensorless magnetic flux control of synchronous rotary machine 400. Position sensorless controller 106j is configured to perform the position sensorless magnetic flux control operation of synchronous rotary machine 400. In the present embodiment, during a period in which the position sensorless magnetic flux control operation is performed, the rotation speed (the number of rotations) of the rotor of synchronous rotary machine 400 matches the rotation speed (synchronous speed) of a rotary machine current that is applied to synchronous rotary machine 400. The position sensorless magnetic flux control operation is an operation performed without using an encoder and a position sensor such as a resolver. In the specification of the present application, for the sake of convenience of the description, an operation of controlling a rotary machine magnetic flux by using the phase of an estimated rotary machine magnetic flux will be referred to as a “magnetic flux control operation”. The rotary machine magnetic flux conceptually includes both an armature interlinkage magnetic flux in a three-phase AC coordinate system that is applied to synchronous rotary machine 400 and a magnetic flux obtained by coordinate converting the armature interlinkage magnetic flux. In the specification of the present application, the term “amplitude” may also simply indicate magnitude (absolute value).

Some or all of the structural elements of rotary machine control device 100j may be provided by a control application executed by a DSP (Digital Signal Processor) or a microcomputer. The DSP or the microcomputer may include a core, a memory, an A/D conversion circuit, and peripheral devices such as a communication port. Also, some or all of the structural elements of rotary machine control device 100j may be configured using a logic circuit.

Overview of Control of Rotary Machine Control Device 100j

Rotary machine control device 100j generates duties D_u, D_v, and D_w from command torque T_e* and phase currents i_u and i_w. Voltage vectors v_u, v_v, and v_w to be applied to synchronous rotary machine 400 are generated from duties D_u, D_v, and D_w by PWM inverter 300. Command torque T_e* is input from an upper control device to rotary machine control device 100j. Command torque T_e* represents a torque to be followed by a motor torque.

Hereinafter, an overview of an operation performed by rotary machine control device 100j will be described. Phase currents i_u and i_w are detected by current sensors 102 and 104 (first current sensor 102 and second current sensor 104). During the operation of the position sensorless magnetic flux control operation, command voltage vectors v_u*, v_v*, and v_w* are generated from command torque T_e* and phase currents i_u and i_w by position sensorless controller 106j. The components of command voltage vectors v_u*, v_v*, and v_w* correspond to a U-phase voltage, a V-phase voltage, and a W-phase voltage on the three-phase AC coordinate, respectively. Duties D_u, D_v, and D_w are generated from command voltage vectors v_u*, v_v*, and v_w* by duty generator 108. Duties D_u, D_v, and D_w are input to PWM inverter 300. By performing control as described above, synchronous rotary machine 400 is controlled such that the torque follows command torque T_e*.

Hereinafter, rotary machine control device 100j may be described based on a a-β coordinate system. Also, rotary machine control device 100j may also be described based on a d-q coordinate system. Also, rotary machine control device 100j may also be described based on a dm-qm coordinate system. FIG. 2 shows the a-β coordinate system, the d-q coordinate system, and the dm-qm coordinate system. The a-β coordinate system is a fixed coordinate system. The a-β coordinate system may also be called a stationary coordinate system or an AC coordinate system. The a axis is set as the axis extending in the same direction as the U axis (not shown in FIG. 2). The U axis corresponds to U-phase winding of rotary machine control device 100. The β axis is orthogonal to the a axis. The d-q coordinate system is a rotating coordinate system. The d-q coordinate system is a coordinate system with the d axis representing the phase of the rotor of synchronous rotary machine 400 and the q axis representing a phase shifted by 90 degrees from the phase of the rotor of synchronous rotary machine 400. The dm-qm coordinate system is a rotating coordinate system. The dm-qm coordinate system is a coordinate system with the dm axis representing magnet phase θ_dm that is the phase of magnet flux Ψ_m that is an estimated magnetic flux of a permanent magnet included in synchronous rotary machine 400 and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm.

Position Sensorless Controller 106j

Referring back to FIG. 22, position sensorless controller 106j performs the position sensorless magnetic flux control operation to set a command amplitude such that the amplitude of the rotary machine magnetic flux converges on a target amplitude. The position sensorless magnetic flux control operation is performed by referencing command phase θ_S* determined from the phase (estimated phase θ_S) of the rotary machine magnetic flux estimated based on magnetic flux estimator 112 (described later). The target amplitude is an amplitude to be finally reached by the amplitude of the rotary machine magnetic flux. The command amplitude is an amplitude to be followed by the amplitude of the rotary machine magnetic flux.

As shown in FIG. 23, position sensorless controller 106j includes u, w/a, β converter 110, magnetic flux estimator 112, phase determiner 114, torque estimator 116, command amplitude generator 118, magnetization characteristics determiner 120, ripple compensation determiner 122j, command phase determiner 124j, command magnetic flux generator 126, voltage command generator 128, and a, β/u , v, w converter 130.

In position sensorless controller 106j, phase currents i_u and i_w are converted to axis currents i_a and i_β by u, w/a, β converter 110. The expression “axis currents i_a and i_β” is a collective expression for a-axis current i_a and β-axis current i_β on the a-β coordinate system of synchronous rotary machine 400. The rotary machine magnetic flux is estimated (estimated magnetic flux Ψs is determined) by magnetic flux estimator 112. The a-axis component and the β-axis component of estimate magnetic flux Ψs will be referred to as “estimated magnetic flux Ψa” and “estimated magnetic flux Ψ_β”, respectively. The phase of the rotary machine magnetic flux is estimated (estimated phase θ_S of estimated magnetic flux Ψs is determined) from estimated magnetic flux Ψs by phase determiner 114. The motor torque is estimated (estimated torque T_e is determined) from estimated magnetic flux Ψs and axis currents i_a and i_β by torque estimator 116. Command amplitude |Ψ_s* | is generated from estimated magnetic flux Ψs and axis currents i_a and i_β by command amplitude generator 118. Qm-axis current i_qm and harmonic component nθ_dm of magnet phase θ_dm are determined from estimated magnetic flux Ψs and axis currents i_aand i_β by magnetization characteristics determiner 120. Ripple compensation torque T_ripple is determined from qm-axis current i_qm and harmonic component nθ_dm by ripple compensation determiner 122j. The command phase (command magnetic flux vector phase) θ_s* of command magnetic flux vector Ψ_s* is determined from estimated phase θ_S of estimated magnetic flux Ψ_s, command torque T_e*, estimated torque T_e, and ripple compensation torque T_ripple by command phase determiner 124j. Command magnetic flux vector Ψ_s* is determined from command amplitude |Ψ_S* | and command phase θ_S* by command magnetic flux generator 126. The a-axis component and the β-axis component of command magnetic flux vector Ψ_s* will be referred to as “a-axis command magnetic flux Ψa*” and “β-axis command magnetic flux Ψβ*”, respectively. Command axis voltages v_a* and vβ* are determined from command magnetic fluxes Ψ_a* and Ψ_β*, estimated magnetic fluxes Ψ_a and Ψ_β, and axis currents i_aand i_β by voltage command generator 128. The expression “command axis voltages v_a* and vp*” is a collective expression for a-axis command axis voltage v_a* and β-axis command axis voltage V_β* on the a - β coordinate system of synchronous rotary machine 400. Command axis voltages v_a* and V_β* are converted to command voltage vectors v_u*, v_v*, and V_w* by a, β/u, v, w converter 130.

In the position sensorless magnetic flux control operation, by performing control as described above, the motor torque follows command torque T_e*, the rotary machine magnetic flux follows command magnetic flux vector Ψ_s*. As a result, the speed of synchronous rotary machine 400 follows command speed _Wref*. In the above-described expression “position sensorless controller 106j performs the position sensorless magnetic flux control operation to set a command amplitude such that the amplitude of the rotary machine magnetic flux converges on a target amplitude”, the target amplitude corresponds to command amplitude |Ψ_s* | . By taking this into consideration, in the following description, command amplitude |Ψ_S* | may also be referred to as “target amplitude |Ψ_S* |”.

In the specification of the present application, axis currents i_a and i_β mean current values that are transmitted as information, rather than electric currents that actually flow through synchronous rotary machine 400. Command axis voltages v_a* and V_β*, estimated magnetic flux Ψ_s, estimated phase θs, command phase θ_s*, estimated torque T_e, command torque T_e*, command amplitude | Ψ_s* | (target amplitude | Ψ_s* |), command magnetic flux vector Ψs*, command voltage vectors v_u*, v_v*, and V_w*, command speed ω_ref*, magnet phase θ_dm, harmonic component nθ_dm, and qm-axis current i_qm, and the like also mean values that are transmitted as information.

The structural elements of position sensorless controller 106j shown in FIG. 23 will be described below.

Ripple Compensation Determiner 122j

As shown in FIG. 24, ripple compensation determiner 122j determines ripple compensation torque T_ripple based on qm-axis current i_qm and harmonic component nθ_dm. Ripple compensation determiner 122j includes magnetic energy table 168 and ripple torque determiner 170.

Ripple compensation determiner 122j determines magnetic energy W’_qmcn and magnetic energy W’_qmsn by using qm-axis current i_qm output from a, β/qm converter 148 and magnetic energy table 168 (see FIG. 7) created by magnetic energy determiner 156. Specifically, ripple compensation determiner 122j selects, from magnetic energy table 168, a value of magnetic energy W’_qmcn that corresponds to the value of qm-axis current i_qm output from a, β/qm converter 148, and outputs the selected value. Also, ripple compensation determiner 122j selects, from magnetic energy table 168, a value of magnetic energy W’_qmsn that corresponds to the value of qm-axis current i_qm output from a, β/qm converter 148, and outputs the selected value.

Command Phase Determiner 124j

Referring back to FIG. 23, command phase determiner 124j determines the command magnetic flux vector phase based on ripple compensation phase θ_ripple determined based on ripple compensation torque T_ripple by resonator 189 (described later) and a torque command or a rotation speed command. Here, an example will be described in which the command magnetic flux vector phase is determined by using the torque command. The command magnetic flux vector phase is command phase θ_s*. That is, in the present embodiment, as shown in FIG. 2, command phase θ_S* is the phase of command magnetic flux vector Ψ_s*. In the present embodiment, command phase determiner 124j determines command phase θ_S* by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θ_S. That is, command phase determiner 124j determines command phase θ_S* by using torque phase Δθ_S, ripple compensation phase θ_ripple, and estimated phase θ_S.

As shown in FIG. 25, command phase determiner 124j includes subtracter 186, PI compensator 188, resonator 189, adder 190, and adder 192.

Subtracter 186 subtracts estimated torque T_e and ripple compensation torque T_ripple from command torque T_e* to determine deviation ΔT.

PI compensator 188 determines torque phase Δθ_S by performing proportional-integral control for converging deviation ΔT determined by subtracter 186 on 0.

Resonator 189 determines ripple compensation phase θ_ripple by using deviation ΔT based on Equation (26). Here, b₀ represents a coefficient, and is a preset constant. Also, ξ represents a damping coefficient, ω_n represents a natural frequency, and s represents a transfer function.

${\text{θ}}_{\text{ripple}}=\raisebox{1ex}{$b_0\Delta T$}\!\left/ \!\raisebox{-1ex}{$\left(s^2+2\text{ξ}{\text{ω}}_{\text{n}}s+{\omega }_n{2}^{}\right)$}\right.$

In the manner as described above, resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple. For example, resonator 189 is a resonator device.

Adder 190 adds torque phase Δθ_S and ripple compensation phase θ_ripple.

Adder 192 further adds estimated phase θ_S to torque phase Δθ_S and ripple compensation phase θ_ripple to determine command phase θ_S*.

Advantageous Effects, Etc

Rotary machine control device 100j according to Embodiment 10 includes: magnetic flux estimator 112 that estimates a rotary machine magnetic flux that is a magnetic flux of synchronous rotary machine 400; command amplitude generator 118 that generates command amplitude | Ψ_s* | that is an amplitude of command magnetic fluxes Ψ_a* and Ψ_β* by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of estimated magnetic flux Ψ_s that is the estimated rotary machine magnetic flux and detection current i of synchronous rotary machine 400, the second inner product being a product of detection current i of synchronous rotary machine 400 and estimated magnet flux Ψ_am of a permanent magnet included in synchronous rotary machine 400; magnetization characteristics determiner 120 that determines magnet phase θ_dm that is a phase of magnet flux Ψ_am based on estimated magnetic flux Ψ_s and detection current i, and also determines qm-axis magnetic flux Ψ_qm of estimated magnetic flux Ψ_s, qm-axis current i_qm of detection current i, and harmonic component nθ_dm of magnet phase θ_dm by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; ripple compensation determiner 122j that determines ripple compensation torque T_ripple based on qm-axis current i_qm and harmonic component nθ_dm; command phase determiner 124j that determines command phase θ_S* based on ripple compensation phase θ_ripple determined based on ripple compensation torque T_ripple by resonator 189 and a torque command or a rotation speed command; and command magnetic flux generator 126 that generates command magnetic fluxes Ψ_a* and Ψ_β* based on command amplitude |Ψ_S* | and command phase 6_s*.

With this configuration, magnet phase θ_dm can be determined; qm-axis magnetic flux Ψ_qm of estimated magnetic flux Ψ_s, qm-axis current i_qm of detection current i, and harmonic component nθ_dm of magnet phase θ_dm can be determined by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; ripple compensation torque T_ripple can be determined based on qm-axis current i_qm and harmonic component nθ_dm; and command phase θ_S* can be determined based on ripple compensation phase θ_ripple determined based on ripple compensation torque T_ripple and a torque command or a rotation speed command. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be effectively reduced.

Also, in Embodiment 10, as described with reference to FIG. 25, ripple compensation phase θ_ripple is determined by using estimated torque T_e, and thus the torque ripple can be reduced with high accuracy.

Also, rotary machine control device 100j according to Embodiment 10 further includes: phase determiner 114 that determines estimated phase θ_S that is a phase of estimated magnetic flux Ψs based on estimated magnetic flux Ψ_s; and torque estimator 116 that computes estimated torque T_e based on estimated magnetic flux Ψs and detection current i. Command phase determiner 124j determines command phase θ_S* by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θ_s.

With this configuration, command phase θ_S* can be determined by adding torque phase Δθ_S for converging estimated torque T_e on command torque T_e*, ripple compensation phase θ_ripple, and estimated phase θs, and thus, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Also, in rotary machine control device 100j according to Embodiment 10, command amplitude generator 118 sets a target value of a result of computation of the first inner product or the second inner product to zero.

With this configuration, it is possible to cause electric current that generates a field magnetic flux in the direction of magnet flux Ψam of the permanent magnet of synchronous rotary machine 400 to flow. Accordingly, the torque ripple can be more effectively reduced.

Embodiment 11

Hereinafter, a rotary machine control device according to Embodiment 11 that is configured by changing a portion of rotary machine control device 100j according to Embodiment 10 will be described. Here, in the rotary machine control device according to Embodiment 11, structural elements that are the same as those of rotary machine control device 100j are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100j.

FIG. 12 is a block diagram of command amplitude generator 118a included in the rotary machine control device according to Embodiment 2.

As shown in FIG. 12, the rotary machine control device according to Embodiment 11 is configured by replacing command amplitude generator 118 of rotary machine control device 100j according to Embodiment 10 with command amplitude generator 118a.

Embodiment 12

Hereinafter, a rotary machine control device according to Embodiment 12 that is configured by changing a portion of rotary machine control device 100j according to Embodiment 10 will be described. Here, in the rotary machine control device according to Embodiment 12, structural elements that are the same as those of rotary machine control device 100j are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100j.

FIG. 13 is a block diagram of magnetization characteristics determiner 120b included in the rotary machine control device according to Embodiment 3. FIG. 14 is a block diagram of magnetization characteristics determiner 120c that is another magnetization characteristics determiner included in the rotary machine control device according to Embodiment 3.

As shown in FIG. 13, the rotary machine control device according to Embodiment 12 is configured by replacing magnetization characteristics determiner 120 of rotary machine control device 100j according to Embodiment 10 with magnetization characteristics determiner 120b.

Magnetization characteristics determiner 120b shown in FIG. 13 may be replaced with magnetization characteristics determiner 120c shown in FIG. 14.

Embodiment 13

Hereinafter, a rotary machine control device according to Embodiment 13 that is configured by changing a portion of rotary machine control device 100j according to Embodiment 10 will be described. Here, in the rotary machine control device according to Embodiment 13, structural elements that are the same as those of rotary machine control device 100j are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100j.

FIG. 26 is a block diagram of position sensorless controller 106k included in the rotary machine control device according to Embodiment 13. FIG. 27 is a block diagram of command phase determiner 124k included in position sensorless controller 106k shown in FIG. 26.

As shown in FIG. 26, the rotary machine control device according to Embodiment 13 is configured by replacing position sensorless controller 106j of rotary machine control device 100j according to Embodiment 10 with position sensorless controller 106k.

Position sensorless controller 106k is different from position sensorless controller 106j mainly in that position sensorless controller 106k includes command phase determiner 124k, instead of command phase determiner 124j.

In the present embodiment, command speed w_ref* is input to position sensorless controller 106k. Command speed w_ref* represents a speed to be followed by synchronous rotary machine 400. Position sensorless controller 106k generates command voltage vectors v_u*, v_v*, and V_w* from command speed w_ref* and phase currents i_u and i_w. By performing control as described above, synchronous rotary machine 400 is controlled such that the speed of synchronous rotary machine 400 follows command speed w_ref*.

As shown in FIG. 27, command phase determiner 124k includes resonator 189, integrator 200, and adder 202. Command phase determiner 124k determines command phase θ_S* based on ripple compensation phase θ_ripple and a rotation speed command.

Resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple. For example, resonator 189 determines ripple compensation phase θ_ripple through calculation performed by replacing ΔT in Equation (26) described above with T_ripple.

Integrator 200 integrates command speed _Wref*.

Adder 202 adds ripple compensation phase θ_ripple to the value determined by integrator 200 to determine command phase θ_S*.

As described above, the rotary machine control device may include position sensorless controller 106k instead of position sensorless controller 106j.

Embodiment 14

Hereinafter, a rotary machine control device according to Embodiment 14 that is configured by changing a portion of the rotary machine control device according to Embodiment 13 will be described. Here, in the rotary machine control device according to Embodiment 14, structural elements that are the same as those of the rotary machine control device according to Embodiment 13 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 13.

FIG. 28 is a block diagram of command phase determiner 124I included in the rotary machine control device according to Embodiment 14.

As shown in FIG. 28, the rotary machine control device according to Embodiment 14 is configured by replacing command phase determiner 124k of the rotary machine control device according to Embodiment 13 with command phase determiner 124I.

Command phase determiner 124I: (i) determines movement amount Δθ of estimated phase θ_S of estimated magnetic flux Ψs for each control cycle by which estimated phase θ_S needs to move by using a rotation speed command input to synchronous rotary machine 400; and (ii) determines command phase θ_s* by using determined movement amount Δθ and ripple compensation phase θ_ripple. Command phase determiner 124I includes resonator 189, adder 202, multiplier 204, and adder 206.

Multiplier 204 multiplies command speed w_ref* by T_s to determine movement amount Δθ. Here, T_s represents a control cycle.

Adder 202 adds ripple compensation phase θ_ripple to movement amount Δθ.

Adder 206 adds estimated phase θ_S to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124I may include resonator 189, adder 202, multiplier 204, and adder 206.

The rotary machine control device according to Embodiment 14 further includes phase determiner 114 that determines estimated phase θ_S that is the phase of estimated magnetic flux Ψs based on estimated magnetic flux Ψ_s. Command phase determiner 124I: (i) determines movement amount Δθ of estimated phase Ψs for each control cycle by which estimated phase ψ_s needs to move by using a rotation speed command input to synchronous rotary machine 400; and (ii) determines command phase θ_s* by using determined movement amount Δθ, ripple compensation phase θ_ripple, and estimated phase θ_s.

With this configuration, command phase θ_s* can be determined by using movement amount Δθ of estimated phase ψ_s for each control cycle by which estimated phase ψ_s needs to move, ripple compensation phase θ_ripple, and estimated phase θ_s. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Embodiment 15

Hereinafter, a rotary machine control device according to Embodiment 15 that is configured by changing a portion of the rotary machine control device according to Embodiment 14 will be described. Here, in the rotary machine control device according to Embodiment 15, structural elements that are the same as those of the rotary machine control device according to Embodiment 14 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 14.

FIG. 29 is a block diagram of command phase determiner 124m included in the rotary machine control device according to Embodiment 15.

As shown in FIG. 29, the rotary machine control device according to Embodiment 15 is configured by replacing command phase determiner 124I of the rotary machine control device according to Embodiment 14 with command phase determiner 124m.

Command phase determiner 124m determines command phase θ_s* by further using estimated torque T_e. Command phase determiner 124m includes resonator 189, adder 202, adder 206, multiplier 208, high-pass filter 210, sign inverter 212, PI compensator 214, adder 216, and subtracter 217.

Multiplier 208 multiplies command speed ω_ref* by T_s to determine ω_ref*T_s.

High-pass filter 210 outputs torque T_H from estimated torque T_e.

Sign inverter 212 inverts the sign of torque T_H.

PI compensator 214 determines Δω_ref*T_s from torque -T_H.

Adder 216 adds ω_ref*T_s determined by multiplier 208 and Δω_ref*T_s determined by PI compensator 214 to determine torque phase Δθ_s.

Subtracter 217 subtracts T_e from -T_ripple.

Resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple. For example, resonator 189 determines ripple compensation phase θ_ripple through calculation performed by replacing ΔT in Equation (26) described above with -T_ripple-T_e.

Adder 202 adds ripple compensation phase θ_ripple to torque phase Δθ_s.

Adder 206 adds estimated phase θ_s to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124m may include resonator 189, adder 202, adder 206, multiplier 208, high-pass filter 210, sign inverter 212, PI compensator 214, adder 216, and subtracter 217.

The rotary machine control device according to Embodiment 15 further includes torque estimator 116 that computes estimated torque T_e based on estimated magnetic flux ψ_s and detection current i, and command phase determiner 124m determines command phase θ_s* by further using estimated torque T_e.

With this configuration, command phase θ_s* can be determined by further using estimated torque T_e. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be more effectively reduced.

Embodiment 16

Hereinafter, a rotary machine control device according to Embodiment 16 that is configured by changing a portion of the rotary machine control device according to Embodiment 13 will be described. Here, in the rotary machine control device according to Embodiment 16, structural elements that are the same as those of the rotary machine control device according to Embodiment 13 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 13.

FIG. 30 is a block diagram of command phase determiner 124n included in the rotary machine control device according to Embodiment 16.

As shown in FIG. 30, the rotary machine control device according to Embodiment 16 is configured by replacing command phase determiner 124k of the rotary machine control device according to Embodiment 13 with command phase determiner 124n.

Command phase determiner 124n includes resonator 189, integrator 200, adder 202, subtracter 217, high-pass filter 218, gain multiplier 220, and subtracter 222.

High-pass filter 218 outputs torque T_H from estimated torque T_e.

Gain multiplier 220 multiplies torque T_H by gain K₁.

Subtracter 222 subtracts K₁T_H from command speed ω_ref*

Integrator 200 integrates the value determined by subtracter 222.

Subtracter 217 subtracts T_e from -T_ripple.

Resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple. For example, resonator 189 determines ripple compensation phase θ_ripple through calculation performed by replacing ΔT in Equation (26) described above with -T_ripple-T_e.

Adder 202 adds ripple compensation phase θ_ripple to the value determined by integrator 200 to determine command phase θ_s*.

As described above, command phase determiner 124n may include resonator 189, integrator 200, adder 202, subtracter 217, high-pass filter 218, gain multiplier 220, and subtracter 222.

Embodiment 17

Hereinafter, a rotary machine control device according to Embodiment 17 that is configured by changing a portion of the rotary machine control device according to Embodiment 16 will be described. Here, in the rotary machine control device according to Embodiment 17, structural elements that are the same as those of the rotary machine control device according to Embodiment 16 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 16.

FIG. 31 is a block diagram of command phase determiner 124p included in the rotary machine control device according to Embodiment 17.

As shown in FIG. 31, the rotary machine control device according to Embodiment 17 is configured by replacing command phase determiner 124n of the rotary machine control device according to Embodiment 16 with command phase determiner 124p.

Command phase determiner 124p includes resonator 189, adder 202, multiplier 204, adder 206, subtracter 217, high-pass filter 218, gain multiplier 220, and subtracter 222.

Adder 202 adds ripple compensation phase θ_ripple to movement amount Δθ determined by multiplier 204.

Adder 206 adds estimated phase θ_s to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124p may include resonator 189, adder 202, multiplier 204, adder 206, subtracter 217, high-pass filter 218, gain multiplier 220, and subtracter 222.

Embodiment 18

Hereinafter, a rotary machine control device according to Embodiment 18 that is configured by changing a portion of the rotary machine control device according to Embodiment 17 will be described. Here, in the rotary machine control device according to Embodiment 18, structural elements that are the same as those of the rotary machine control device according to Embodiment 17 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from the rotary machine control device according to Embodiment 17.

FIG. 32 is a block diagram of command phase determiner 124q included in the rotary machine control device according to Embodiment 18.

As shown in FIG. 32, the rotary machine control device according to Embodiment 18 is configured by replacing command phase determiner 124p of the rotary machine control device according to Embodiment 17 with command phase determiner 124q.

Command phase determiner 124q includes resonator 189, adder 202, adder 206, multiplier 208, PI compensator 214, adder 216, subtracter 217, low-pass filter 224, and subtracter 226.

Multiplier 208 multiplies command speed ω_ref* by T_s to determine ω_ref*T_s.

Low-pass filter 224 outputs torque T_L from estimated torque T_e.

Subtracter 226 subtracts estimated torque T_e from torque T_L to determine torque -T_H.

PI compensator 214 determines Δω_ref*T_s from torque -T_H.

Adder 216 adds ω_ref*T_s determined by multiplier 208 and Δω_ref*T_s determined by PI compensator 214 to determine torque phase Δθ_s.

Adder 202 adds ripple compensation phase θ_ripple to torque phase Δθ_s determined by adder 216.

Adder 206 adds estimated phase θ_s to the value determined by adder 202 to determine command phase θ_s*.

As described above, command phase determiner 124q may include resonator 189, adder 202, adder 206, multiplier 208, PI compensator 214, adder 216, subtracter 217, low-pass filter 224, and subtracter 226.

Embodiment 19

Hereinafter, rotary machine control device 100r according to Embodiment 19 that is configured by changing a portion of rotary machine control device 100 according to Embodiment 1 will be described. Here, in rotary machine control device 100r according to Embodiment 19, structural elements that are the same as those of rotary machine control device 100 are given the same reference numerals, and a detailed description thereof will be omitted because they have already been described above. Accordingly, the following description will be given focusing on a difference from rotary machine control device 100.

As shown in FIG. 33, rotary machine control device 100r is configured by replacing position sensorless controller 106 of rotary machine control device 100 according to Embodiment 1 with position sensorless controller 106r.

As shown in FIG. 34, position sensorless controller 106r is configured by replacing magnetization characteristics determiner 120 and ripple compensation determiner 122 of position sensorless controller 106 with ripple compensation determiner 122r.

As shown in FIG. 35, ripple compensation determiner 122r determines magnet phase θ_dm that is the phase of magnet flux ψ_am based on estimated magnetic flux ψ_s and detection current i, and also determines ripple compensation phase θ_ripple, by using resonator 189, based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm of detection current i by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm. Specifically, ripple compensation determiner 122r determines magnet phase θ_dm that is the phase of magnet flux ψ_am based on estimated magnetic flux ψ_s and detection current i. Then, ripple compensation determiner 122r determines qm-axis current i_qm of detection current i by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm. Then, ripple compensation determiner 122r determines ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm of detection current i. Then, ripple compensation determiner 122r determines ripple compensation phase θ_ripple, by using resonator 189, based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm of detection current i. Ripple compensation determiner 122r includes magnet flux determiner 144, magnet phase determiner 146, a, β/qm converter 148, torque component determiner 228, and resonator 189.

Torque component determiner 228 determines ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm. Specifically, torque component determiner 228 determines ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm by using Equation (27).

${\text{T}}_{\text{ripple}}={\text{Ψ}}_{\text{am}}{\text{i}}_{\text{qm}}$

Resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm. Specifically, resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm by using Equation (28). Here, b₀ represents a coefficient, and is a preset constant. Also, ξ represents a damping coefficient, ω_n represents a natural frequency, and s represents a transfer function.

${\text{θ}}_{\text{ripple}}=\frac{b_0}{s^2+2\text{ξ}{\text{ω}}_{\text{n}}s+{\omega }_n{2}^{}}{\text{T}}_{\text{ripple}}$

In the manner as described above, resonator 189 determines ripple compensation phase θ_ripple based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm. For example, resonator 189 is a resonator device.

For example, position sensorless controller 106r may include command amplitude generator 118a instead of command amplitude generator 118. Also, for example, position sensorless controller 106r may include, instead of command phase determiner 124, command phase determiner 124c, command phase determiner 124d, command phase determiner 124e, command phase determiner 124f, command phase determiner 124g, or command phase determiner 124h, and command speed ω_ref* may be input to position sensorless controller 106r.

FIG. 36 is a graph showing a torque waveform in a rotary machine. Specifically, FIG. 36 is a graph showing the torque of a rotary machine obtained by simulating control on the rotary machine by using a rotary machine control device. In this example, the rotary machine was controlled by driving the rotary machine control device in accordance with a method according to a comparative example, and thereafter, the rotary machine was controlled by driving the rotary machine control device in accordance with a method according to an embodiment. As the rotary machine, a motor whose magnet flux has a harmonic component was used, and the rotary machine was controlled to cause the rotation speed to be 3600 r/min and 50% of the rated load. The method of the comparative example is the same method as the method disclosed in NPL 1, and the method according to the embodiment is the same method as the method performed by rotary machine control device 100r.

As shown in FIG. 36, when the rotary machine control device was driven by using the method of the embodiment, it was possible to reduce the torque ripple rate by about 22% as compared with that of when the rotary machine control device was driven by using the method of the comparative example. The torque ripple rate is determined by (maximum torque - minimum torque) / average torque.

Also, when the rotary machine control device was driven by using the same method as the method performed by rotary machine control device 100 of Embodiment 1, and when the rotary machine control device was driven by using the same method as the method performed by rotary machine control device 100j of Embodiment 10 as well, it was possible to reduce the torque ripple rate as compared with that of when the rotary machine control device was driven by using the method of the comparative example.

Advantageous Effects, Etc

Rotary machine control device 100r according to Embodiment 19 includes: magnetic flux estimator 112 that estimates a rotary machine magnetic flux that is a flux of synchronous rotary machine 400; command amplitude generator 118 that generates command amplitude | ψ_s* | that is an amplitude of command magnetic fluxes ψ_α* and ψ_β* by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of estimated magnetic flux ψ_s that is the estimated rotary machine magnetic flux and detection current i of synchronous rotary machine 400, the second inner product being a product of detection current i and estimated magnet flux ψ_am of a permanent magnet included in synchronous rotary machine 400; ripple compensation determiner 122r that determines magnet phase θ_dm that is a phase of magnet flux ψ_am based on estimated magnetic flux ψ_s and detection current i, and also determines ripple compensation phase θ_ripple by using resonator 189 based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm of detection current I by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; command phase determiner 124 that determines command phase θ_s* based on ripple compensation phase θ_ripple and a torque command or a rotation speed command; and command magnetic flux generator 126 that generates command magnetic fluxes ψ_α* and ψ_β* based on command amplitude | ψ_s* | and command phase θ_s*.

With this configuration, magnet phase θ_dm can be determined; qm-axis magnetic flux ψ_qm of estimated magnetic flux ψ_s and qm-axis current i_qm of detection current i can be determined by using a dm-qm coordinate system with the dm axis representing magnet phase θ_dm and the qm axis representing a phase shifted by 90 degrees from magnet phase θ_dm; ripple compensation phase θ_ripple can be determined based on ripple compensation torque T_ripple that includes the pulsation of qm-axis current i_qm of detection current i; and command phase θ_s* can be determined based on ripple compensation phase θ_ripple and a torque command or a rotation speed command. Accordingly, in the position sensorless magnetic flux control, the torque ripple can be effectively reduced.

Other Embodiments, Etc

The rotary machine control device according to one or more aspects of the present disclosure has been described above based on Embodiments 1 to 19. However, the present disclosure is not limited to these embodiments. Other embodiments obtained by making various modifications that can be conceived by a person having ordinary skill in the art to the above embodiments as well as embodiments constructed by combining structural elements of different embodiments without departing from the scope of the present disclosure are also included within the scope of the one or more aspects of the present disclosure.

In Embodiment 1 described above, an example has been described in which rotary machine control device 100 includes torque estimator 116 and phase determiner 114. However, the configuration is not limited thereto. For example, the rotary machine control device does not necessarily need to include torque estimator 116 and phase determiner 114. In this case, for example, the rotary machine control device may acquire estimated torque T_e and estimated phase θ_s from the outside. Also, for example, as shown in FIG. 16, command phase θ_s* may be determined without using estimated torque T_e and estimated phase θ_s.

Also, in Embodiment 1, an example has been described in which rotary machine control device 100 includes torque estimator 116, but the configuration is not limited thereto. For example, the rotary machine control device does not necessarily need to include torque estimator 116. In this case, for example, the rotary machine control device may acquire estimated torque T_e from outside. Also, for example, as shown in FIG. 17, command phase θ_s* may be determined without using estimated torque T_e. The same applies to Embodiments 2 to 9.

In the embodiments described above, the structural elements may be configured by using dedicated hardware, or may be implemented by executing a software program suitable for the structural elements. The structural elements may be implemented by a program executor such as a CPU (Central Processing Unit) or a processor reading and executing a software program recorded in a recording medium such as a hard disk or a semiconductor memory.

The present disclosure also encompasses the following cases.

Each of the devices described above is, specifically, a computer system that includes a microprocessor, a ROM, a RAM, a hard disk unit, a display unit, a keyboard, a mouse, and the like. A computer program is stored in the RAM or the hard disk unit. The functions of the device are implemented as a result of the microprocessor operating in accordance with the computer program. Here, the computer program is composed of a combination of a plurality of instruction codes that indicate instructions for the computer to achieve predetermined functions.

Some or all of the structural elements that constitute each of the devices described above may be composed of a single system LSI (Large Scale Integration). The system LSI is a super multifunctional LSI manufactured by integrating a plurality of structural elements on a single chip, and is specifically a computer system that includes a microprocessor, a ROM, a RAM, and the like. A computer program is stored in the RAM. The functions of the system LSI are implemented as a result of the microprocessor operating in accordance with the computer program.

Some or all of the structural elements that constitute each of the devices described above may be composed of an IC card or a single module that can be attached and detached to and from the device. The IC card or the module is a computer system that includes a microprocessor, a ROM, a RAM, and the like. The IC card or the module may include the above-described super multifunctional LSI. The functions of the IC card or the module are implemented as a result of the microprocessor operating in accordance with a computer program. The IC card or the module may have tamper resistance.

The present disclosure may be any of the methods described above. Alternatively, the present disclosure may be a computer program that implements any of the methods by using a computer, or may be a digital signal generated by the computer program.

Also, the present disclosure may be implemented by recording the computer program or the digital signal in a computer readable recording medium such as, for example, a flexible disk, a hard disk, a CD-ROM, a MO, a DVD, a DVD-ROM, a DVD-RAM, a BD (Blu-ray (registered trademark) Disc), or a semiconductor memory. Also, the present disclosure may be the digital signal recorded in the recording medium.

Also, the present disclosure may be implemented by transmitting the computer program or the digital signal via a telecommunication line, a wireless or wired communication line, a network as typified by the Internet, data broadcasting, or the like.

Also, the present disclosure may be a computer system that includes a microprocessor and a memory. The memory stores the computer program described above, and the microprocessor may operate in accordance with the computer program.

Also, the present disclosure may be implemented by another independent computer system by recording the program or the digital signal on the recording medium and transferring the program or the digital signal, or by transferring the program or the digital signal via the network described above or the like.

The embodiments and other embodiments described above may be combined.

While various embodiments have been described herein above, it is to be appreciated that various changes in form and detail may be made without departing from the spirit and scope of the present disclosure as presently or hereafter claimed.

Further Information About Technical Background to this Application

The disclosures of the following patent applications including specification, drawings, and claims are incorporated herein by reference in their entirety: Japanese Patent Application No. 2021-203816 filed on Dec. 16, 2021, Japanese Patent Application No. 2021-203968 filed on Dec. 16, 2021, and Japanese Patent Application No. 2022-085836 filed on May 26, 2022.

Industrial Applicability

The present invention is widely applicable to a rotary machine control device that controls a rotary machine, and the like.

Claims

1. A rotary machine control device comprising: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine;a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine;a magnetization characteristics determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a qm-axis magnetic flux of the estimated magnetic flux, a qm-axis current of the detection current, and a harmonic component of the magnet phase by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase;a ripple compensation determiner that determines a ripple compensation phase by using a ripple compensation torque obtained based on the qm-axis current and the harmonic component;a command phase determiner that determines a command magnetic flux vector phase based on (i) the ripple compensation phase and (ii) a torque command or a rotation speed command; anda command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

2. A rotary machine control device comprising: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine;a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine;a magnetization characteristics determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a qm-axis magnetic flux of the estimated magnetic flux, a qm-axis current of the detection current, and a harmonic component of the magnet phase by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase;a ripple compensation determiner that determines a ripple compensation torque based on the qm-axis current and the harmonic component;a command phase determiner that determines a command magnetic flux vector phase based on (i) a ripple compensation phase and (ii) a torque command or a rotation speed command, the ripple compensation phase being determined by a resonator based on the ripple compensation torque; anda command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

3. A rotary machine control device comprising: a magnetic flux estimator that estimates a rotary machine magnetic flux that is a magnetic flux of a synchronous rotary machine;a command amplitude generator that generates a command amplitude that is an amplitude of a command magnetic flux by executing feedback control that uses a first inner product or a second inner product, the first inner product being a product of an estimated magnetic flux that is the rotary machine magnetic flux estimated and a detection current of the synchronous rotary machine, the second inner product being a product of the detection current and an estimated magnet flux of a permanent magnet included in the synchronous rotary machine;a ripple compensation determiner that determines a magnet phase that is a phase of the magnet flux based on the estimated magnetic flux and the detection current, and also determines a ripple compensation phase by using a resonator based on a ripple compensation torque that includes a pulsation of a qm-axis current of the detection current by using a dm-qm coordinate system with a dm axis representing the magnet phase and a qm axis representing a phase shifted by 90 degrees from the magnet phase;a command phase determiner that determines a command magnetic flux vector phase based on (i) the ripple compensation phase and (ii) a torque command or a rotation speed command; anda command magnetic flux generator that generates the command magnetic flux based on the command amplitude and the command magnetic flux vector phase.

4. The rotary machine control device according to claim 1, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux; anda torque estimator that computes an estimated torque based on the estimated magnetic flux and the detection current,wherein the command phase determiner determines the command magnetic flux vector phase by adding a torque phase for converging the estimated torque on a command torque, the ripple compensation phase, and the estimated phase.

5. The rotary machine control device according to claim 1, wherein the command phase determiner: (i) determines a movement amount of an estimated phase of the estimated magnetic flux for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined and the ripple compensation phase.

6. The rotary machine control device according to claim 1, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux,wherein the command phase determiner: (i) determines a movement amount of the estimated phase for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined, the ripple compensation phase, and the estimated phase.

7. The rotary machine control device according to claim 5, further comprising: a torque estimator that computes an estimated torque based on the estimated magnetic flux and the detection current,wherein the command phase determiner determines the command magnetic flux vector phase by further using the estimated torque.

8. The rotary machine control device according to claim 6, further comprising: a torque estimator that computes an estimated torque based on the estimated magnetic flux and the detection current,wherein the command phase determiner determines the command magnetic flux vector phase by further using the estimated torque.

9. The rotary machine control device according to claim 1, wherein the command amplitude generator sets a target value of a result of computation of the first inner product or the second inner product to zero.

10. The rotary machine control device according to claim 2, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux; anda torque estimator that computes an estimated torque based on the estimated magnetic flux and the detection current,wherein the command phase determiner determines the command magnetic flux vector phase by adding a torque phase for converging the estimated torque on a command torque, the ripple compensation phase, and the estimated phase.

11. The rotary machine control device according to claim 2, wherein the command phase determiner: (i) determines a movement amount of an estimated phase of the estimated magnetic flux for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined and the ripple compensation phase.

12. The rotary machine control device according to claim 2, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux,wherein the command phase determiner: (i) determines a movement amount of the estimated phase for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined, the ripple compensation phase, and the estimated phase.

13. The rotary machine control device according to claim 2, wherein the command amplitude generator sets a target value of a result of computation of the first inner product or the second inner product to zero.

14. The rotary machine control device according to claim 3, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux; anda torque estimator that computes an estimated torque based on the estimated magnetic flux and the detection current,wherein the command phase determiner determines the command magnetic flux vector phase by adding a torque phase for converging the estimated torque on a command torque, the ripple compensation phase, and the estimated phase.

15. The rotary machine control device according to claim 3, wherein the command phase determiner: (i) determines a movement amount of an estimated phase of the estimated magnetic flux for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined and the ripple compensation phase.

16. The rotary machine control device according to claim 3, further comprising: a phase determiner that determines an estimated phase based on the estimated magnetic flux, the estimated phase being a phase of the estimated magnetic flux,wherein the command phase determiner: (i) determines a movement amount of the estimated phase for each control cycle by which the estimated phase needs to move by using the rotation speed command input to the synchronous rotary machine; and(ii) determines the command magnetic flux vector phase by using the movement amount determined, the ripple compensation phase, and the estimated phase.

17. The rotary machine control device according to claim 3, wherein the command amplitude generator sets a target value of a result of computation of the first inner product or the second inner product to zero.