CN116203419A - Motor energy efficiency detecting system based on multi-force field coupling action algorithm - Google Patents

Motor energy efficiency detecting system based on multi-force field coupling action algorithm Download PDF

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CN116203419A
CN116203419A CN202310496561.4A CN202310496561A CN116203419A CN 116203419 A CN116203419 A CN 116203419A CN 202310496561 A CN202310496561 A CN 202310496561A CN 116203419 A CN116203419 A CN 116203419A
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许晨旭
王欣仁
薛志钢
胡东明
李云飞
范雪骐
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Special Equipment Safety Supervision Inspection Institute of Jiangsu Province
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Abstract

A motor energy efficiency detection system based on a multi-force field coupling action algorithm comprises a multi-force field information coupling module, a motor parameter identification module and a loss detection module; the method comprises the steps of carrying out feature identification and extraction on an electric field and a magnetic field where a motor is located, coupling multidimensional force field environmental factors, carrying out on-line identification through a sensorless method to obtain motor rotating speed and torque parameters, carrying out signal spectrum analysis on the obtained motor rotating speed and torque parameters, calculating the power of the motor, and subtracting stray loss and wind friction loss in motor operation to obtain motor energy efficiency.

Description

Motor energy efficiency detecting system based on multi-force field coupling action algorithm
Technical Field
The invention relates to the field of motor energy efficiency detection, in particular to a motor energy efficiency detection system based on a multi-force field coupling action algorithm.
Background
At present, the energy problem is increasingly stressed, the climate problem is more and more important, and the energy problem is the focus of attention of various countries in the world. Energy conservation and emission reduction are important directions, the motor is widely applied to various devices, the electricity consumption accounts for most of the total electricity consumption, but the operation efficiency of the motor is low at present, so that the improvement of the operation efficiency of the motor is important in energy conservation and emission reduction. The problem of low motor operation efficiency is larger, but more main use problems are also included, such as low load rate and long service life of the motor. To achieve this objective, it is first necessary to accurately detect the actual operating efficiency of the motor without affecting the normal operation of the motor. The traditional detection method is difficult to finish on site and is more difficult to detect for a small motor, so that the detection method with simple operation is needed.
Disclosure of Invention
The invention aims to provide a motor energy efficiency detection system based on a multi-force field coupling action algorithm so as to solve the problems in the background technology.
In order to achieve the above purpose, a motor energy efficiency detection system based on a multi-force field coupling action algorithm is provided, which comprises a multi-force field information coupling module, a motor parameter identification module and a loss detection module; firstly, performing feature identification and extraction on an electric field and a magnetic field where a motor is positioned, and coupling multidimensional force field environmental factors; secondly, inputting a control signal to the motor, carrying out on-line identification through a sensorless method, acquiring the rotating speed and torque parameters of the motor, carrying out signal spectrum analysis on the acquired rotating speed and torque parameters of the motor, and calculating the power of the motor; and finally, calculating wind friction loss caused by bearing friction and ventilation when the motor rotates and load stray loss generated by the influence of relative motion of stator tooth grooves and rotor tooth grooves and higher harmonic components in a magnetic field in the stator and rotor iron cores, and obtaining energy efficiency after the stray loss and the wind friction loss are removed.
Further, the multi-force field information coupling module performs feature extraction on an electric field environment where the motor is located, performs electric field feature identification, and comprises the following detailed processes:
the electric field in the stator slot of the motor is concentrated at the conductor edge, and the maximum value of the electric field intensity is at the upper chamfer of the motor slot.
Further, the multi-force field information coupling module performs feature extraction on the magnetic field environment where the motor is located, performs magnetic field feature identification, and the detailed process is as follows
The magnetic field in the motor can be divided into an air gap magnetic field, a leakage magnetic field between motor magnetic poles, a leakage magnetic field in a slot, an electromagnetic field at the end of a winding, a magnetic field in a laminated iron core and a magnetic field in a solid rotor; the air gap magnetic field is the coupling of stator and rotor magnetic field, when the motor is in operation, under the action of air gap magnetic field, the armature winding will produce induced electromotive force, the motor magnetic field is symmetrically distributed when the rotor is unloaded under the action of electromagnetic force, the distribution of air gap magnetic field under one pole is a flat top wave magnetic, and the magnetic flux density at the geometric positions of two poles is zero.
Further, the multi-force field information coupling module couples the electric field and the magnetic field environmental factors, and the detailed process is as follows:
the invention provides a two-system coupling model, which comprises coordination and development between systems, wherein the coordination degree between the two systems is represented by a deviation difference coefficient, and the formula is as follows:
Figure SMS_1
Figure SMS_2
for the coefficient of deviation difference between systems X and Y, X represents the electric field system, Y represents the magnetic field system, further:
Figure SMS_3
wherein the method comprises the steps of
Figure SMS_4
M is the definition of two system cooperation schedules,
Figure SMS_5
the value range is between 0 and 1;
deriving a system development model to make
Figure SMS_6
As a state of the art of electric field systems,
Figure SMS_10
and
Figure SMS_13
respectively representing specific indexes and corresponding weights of the electric field system;
Figure SMS_7
indicating the level of development of the magnetic field system,
Figure SMS_9
and
Figure SMS_12
respectively representing indexes and corresponding weights contained in the magnetic field system; weights corresponding to two systems
Figure SMS_14
Figure SMS_8
To express, the comprehensive development model of the two systems is as follows:
Figure SMS_11
in summary, the coupling is a combination of two aspects of system coordination and development, and the derived coupling model is:
Figure SMS_15
e is the coupling degree of the two systems;
further, the motor parameter identification module performs low-pass filtering on the acquired signals, and the detailed process is as follows
The butterworth low-pass filter has the largest flat amplitude-frequency characteristic in the pass band, and the transfer function is as follows:
Figure SMS_16
Figure SMS_17
represents the butterworth transfer function,
Figure SMS_18
in order to be a frequency of the light,
Figure SMS_19
for the filter cut-off frequency, N represents the order and i represents the frequency coefficient; converting transfer function into Laplace domain analysis to make
Figure SMS_20
The formula translates into:
Figure SMS_21
after the processing, the Laplace domain plane obtains 2N symmetrical poles, and all poles are distributed on a unit circle taking an origin as a center;
the update transfer function formula is as follows:
Figure SMS_28
Figure SMS_22
representing transfer function coefficients, designing a Butterworth low-pass filter, and establishing a constraint condition formula aiming at a cut-off frequency:
Figure SMS_31
Figure SMS_25
representing the passband cut-off frequency,
Figure SMS_34
representing the stop-band cut-off frequency,
Figure SMS_33
representing the maximum attenuation of the pass-band,
Figure SMS_37
represents the maximum attenuation of the stop band by aboutThe beam condition, the theoretical order, is calculated as follows:
Figure SMS_23
Figure SMS_32
representing the number of theoretical steps in the order,
Figure SMS_29
representing an adjustment coefficient; the theoretical order is rounded up to obtain the final theoretical order
Figure SMS_36
The cut-off frequency is calculated by the following formula
Figure SMS_24
Figure SMS_30
Carry-in transfer function
Figure SMS_27
Obtaining a digital filter transfer function z under the sampling frequency:
Figure SMS_35
Figure SMS_26
representing the sampling frequency, followed by simulation analysis by matlab to build a butterworth filter.
Further, the motor parameter identification module uses stator current spectrum analysis based on rotor frequency, and the detailed process is as follows:
performing fast Fourier transform on the filtered signals to obtain a spectrogram, and converting the signals from a time domain to a frequency domain; performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm;
and performing complex modulation frequency shift, and positioning the frequency domain starting point at the coordinate zero point position. Discrete signal x 0 The discrete fourier transform of (n) is:
Figure SMS_38
(k=0,1,2,…,N-1) X (k) represents the discrete spectrum, X (n) represents the complex modulated frequency shifted signal, I is the number of fast fourier transform points, for a refined frequency band
Figure SMS_39
Center frequency
Figure SMS_40
The method comprises the following steps:
Figure SMS_41
for x 0 (n) performing complex modulation to obtain a complex modulation frequency shift signal x (n), wherein the formula is as follows:
Figure SMS_42
Figure SMS_43
in the form of a fourier series,
Figure SMS_44
is the sequence number of the center frequency in the spectrum.
Discrete spectra X (k) and X of X (n) 0 (n) discrete frequency spectrum
Figure SMS_45
Satisfies the following formula:
Figure SMS_46
resampling the original discrete signal to reduce the sampling frequency to
Figure SMS_47
H is a thinning multiple;
resampling to obtain new discrete signals;
ensuring that I is unchanged through zero padding treatment, and performing FFT to obtain a discrete frequency spectrum;
then frequency shift is performed, and the formula is as follows:
Figure SMS_49
g is a resolution calculation function, a ratio method is adopted to carry out spectrum correction, the spectrum function of a window function is f (x), and the window function is symmetrical relative to a Y axis and takes two points on the function
Figure SMS_52
And (3) making:
Figure SMS_56
by passing through
Figure SMS_50
Solving for
Figure SMS_53
I.e. spectral correction
Figure SMS_57
The construction function is as follows:
Figure SMS_59
w represents the ratio of the ordinate with an abscissa interval of 1, and the solution inverse function is:
Figure SMS_48
h is
Figure SMS_54
Will be the inverse function of
Figure SMS_55
The carry-in function is obtained:
Figure SMS_58
solving to obtain
Figure SMS_51
Further, the motor parameter identification module uses a rotation speed identification algorithm based on a stator current frequency spectrum to perform online identification by a sensorless method, and the detailed process is as follows:
analyzing current frequency spectrum, extracting rotor frequency, analyzing mechanical characteristic curve of motor, wherein the minimum value of rotor frequency is defined by rotor frequency at rated rotation speed, maximum value is rotation magnetic field frequency, frequency search region is between minimum value and maximum value, and frequency corresponding to maximum amplitude in search region is rotor frequency
Figure SMS_61
Figure SMS_64
Where p is the pole pair number of the motor,
Figure SMS_68
is the rated rotating speed of the motor,
Figure SMS_62
represents the rotor frequency and the rotating magnetic field frequency at the rated rotation speed,
Figure SMS_63
representing the lowest frequency; rotor frequency
Figure SMS_66
Interposed between
Figure SMS_69
Between, according to the rotor frequency
Figure SMS_60
Calculating the rotation speed of the motor
Figure SMS_65
Figure SMS_67
Further, the motor parameter identification module obtains motor torque by an air gap torque method, and the detailed process is as follows:
according to the fact that the instantaneous input power of the motor is equal to the sum of products of corresponding voltages and currents, the formula is as follows:
Figure SMS_70
p represents the instantaneous input power and,
Figure SMS_71
the type of voltage is indicated and,
Figure SMS_72
representing the current type, the voltage formula is:
Figure SMS_73
Figure SMS_74
representing the component of the stator flux linkage on each phase, r representing the stator resistance, t representing time; the motor stator flux linkage expression is:
Figure SMS_75
carry over into the instantaneous input power equation:
Figure SMS_76
transforming the coordinates, transferring the target coordinate system from the stator to the rotor, performing Clark transformation, and transforming the original coordinate system to
Figure SMS_83
The coordinate system, the formula is as follows:
Figure SMS_79
Figure SMS_85
representative of
Figure SMS_78
The current column vector is obtained under the coordinates,
Figure SMS_90
the conversion coefficient is represented by a number of coefficients,
Figure SMS_84
in order to transform the matrix,
Figure SMS_87
representing the current column vector under the original coordinate system; the conversion formula is brought into Park conversion and is converted into a rotation coordinate system d-q-0 to obtain the following formula:
Figure SMS_86
Figure SMS_94
the synchronous electrical angle of the motor is indicated,
Figure SMS_77
and (3) expressing a current column vector under a rotating coordinate system to obtain a Park equation of the voltage:
Figure SMS_88
wherein, the liquid crystal display device comprises a liquid crystal display device,
Figure SMS_82
the components of the voltage, the current and the stator flux linkage value are respectively on the d axis, the q axis and the 0 axis; improved output electric power
Figure SMS_93
The method comprises the following steps:
Figure SMS_91
Figure SMS_95
the air gap torque expression, representing the output coefficient, is:
Figure SMS_81
Figure SMS_89
which represents the electromagnetic torque and which is used to control the electromagnetic torque,
Figure SMS_80
the system parameters representing the electromagnetic torque, the expression for the input power is:
Figure SMS_92
further, the loss detection module detects that additional loss generated in the stator and rotor cores becomes load stray loss and mechanical loss caused by bearing friction and ventilation is called wind friction, and the detailed process is as follows:
the motor stray loss is obtained by adopting a recommended value method, the stray loss of the motor is measured by testing a series of motors, a typical motor stray loss database is formed, and the calculation formula of the motor stray loss is summarized:
Figure SMS_96
Figure SMS_97
as a result of the stray losses,
Figure SMS_98
is rated power; the wind friction calculation formula obtained through the no-load test is as follows:
Figure SMS_99
Figure SMS_100
represents the wind-powered electricity generation,
Figure SMS_101
indicating the rated output power.
Further, the loss detection module detects that additional loss generated in the stator and rotor cores becomes load stray loss and mechanical loss caused by bearing friction and ventilation is called wind friction, and the detailed process is as follows:
according to the input power, output power, stray loss and wind friction of the motor, the specific actual energy efficiency of the motor is calculated, and the calculation formula is as follows:
Figure SMS_102
Figure SMS_103
indicating the motor efficiency.
The invention has the beneficial effects that:
the invention provides a motor energy efficiency detection system based on a multi-force field coupling action algorithm, which comprises a multi-force field information coupling module, a motor parameter identification module and a loss detection module. The invention adopts a coupling model to perform characteristic identification and extraction on an electric field and a magnetic field where a motor is positioned, couples environmental factors of a multidimensional force field, analyzes coordination and development influence degree of two systems of the electric field and the magnetic field on the energy efficiency of the motor, designs a Butterworth low-pass filter, filters an input signal, and uses Laplace domain analysis to obtain sampling frequency. Performing fast Fourier transform on the filtered signals to obtain a spectrogram,designing different window functions to reduce spectrum leakage; and aiming at the dense signal area, performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm. After the current spectrum is obtained, the rotor frequency is extracted, the mechanical characteristic curve of the motor is analyzed, and after the rotor frequency is obtained, the rotating speed of the motor is calculated. The electromagnetic torque is calculated by an air gap torque method, the input voltage and the current quantity are obtained through the two ends of the motor, and then the original coordinate system is converted into the Clark through the Clark change
Figure SMS_104
The coordinate system is converted into a rotating coordinate system d-q-0 by Park transformation. A calculation formula of the stray loss and the wind friction of the motor is obtained through a large number of test methods, and the stray loss and the wind friction of the motor are calculated through the input power and the rated output power of the motor. And subtracting the stray loss and the wind friction from the rated energy efficiency to obtain the actual motor energy efficiency. The invention provides a motor energy efficiency detection system based on a multi-force field coupling action algorithm, which can quickly and simply calculate the actual motor energy efficiency of a motor under the on-site condition, changes the problems of complexity and difficult operability in the traditional motor energy efficiency detection method, and can comprehensively consider the interaction and synergistic effect among all parts in the motor and the influence of external environment, thereby realizing high-precision detection of motor energy consumption, accurately evaluating the motor energy efficiency and providing guidance significance for the improvement of the motor efficiency. The system data acquisition module can acquire and transmit data in real time, and can better know information such as load distribution, heat distribution, abrasion condition and the like of each part of the motor under the condition that normal operation of the motor is not affected, and perform data interaction with equipment such as a computer, so that the system data acquisition module has good expansibility and flexibility, can be customized and adjusted according to actual requirements, and can accurately identify potential hazards and potential problems possibly existing in the motor through analysis of motor operation parameters, thereby effectively maintaining the motor and prolonging the service life of the motor. Has important application value in the field of motor energy consumption detection.
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The invention will be further described with reference to the accompanying drawings, in which embodiments do not constitute any limitation on the invention, and other drawings can be obtained by one of ordinary skill in the art without undue effort from the following drawings.
Fig. 1 is a schematic diagram of the structure of the present invention.
Detailed Description
The invention is further described in connection with the following examples.
Referring to fig. 1, the present invention aims to provide a motor energy efficiency detection system based on a multi-force field coupling action algorithm, so as to solve the problems set forth in the background art.
In order to achieve the above purpose, a motor energy efficiency detection system based on a multi-force field coupling action algorithm is provided, which comprises a multi-force field information coupling module, a motor parameter identification module and a loss detection module; firstly, performing feature identification and extraction on an electric field and a magnetic field where a motor is positioned, and coupling multidimensional force field environmental factors; secondly, inputting a control signal to the motor, carrying out on-line identification through a sensorless method, acquiring the rotating speed and torque parameters of the motor, carrying out signal spectrum analysis on the acquired rotating speed and torque parameters of the motor, and calculating the power of the motor; finally, the wind friction loss caused by bearing friction and ventilation when the motor rotates and the load stray loss generated by the influence of the relative motion of stator tooth grooves and rotor tooth grooves and the higher harmonic component in the magnetic field in the stator and rotor iron cores are calculated, and the energy efficiency is obtained after the stray loss and the wind friction loss are removed, wherein the processes of each module are as follows:
in the multi-force field information coupling module: the electric field in the stator slot of the motor is mainly concentrated at the edge of a conductor, the maximum value of the electric field intensity is positioned at the chamfer of the upper part of the motor slot, and the maximum value of the electric field intensity is positioned at the bottom of the slot when the winding sequence of the wire group is changed; in the stator winding end insulation, the electric field is concentrated mainly at the slots, and as the voltage amplitude increases, the end electric field starts to increase.
The magnetic field in the motor can be divided into an air gap magnetic field, a leakage magnetic field between motor magnetic poles, a leakage magnetic field in a slot, an electromagnetic field at the end of a winding, a magnetic field in a laminated iron core and a magnetic field in a solid rotor; the air gap field is the coupling of stator and rotor fields, and when the motor is running, the armature winding will generate induced electromotive force under the action of the air gap field. The motor magnetic field is symmetrically distributed in no-load state, the distribution of the air gap magnetic field under one pole is a flat top wave magnetic, and the magnetic flux density at the geometric positions of the two poles is zero.
The invention provides a two-system coupling model, which comprises coordination and development between systems, wherein the coordination degree between the two systems is represented by a deviation difference coefficient, and the formula is as follows:
Figure SMS_105
Figure SMS_106
for the coefficient of deviation difference between systems X and Y, X represents the electric field system, Y represents the magnetic field system, further:
Figure SMS_107
wherein the method comprises the steps of
Figure SMS_108
M is the definition of two system cooperation schedules,
Figure SMS_109
the value range is between 0 and 1;
deriving a system development model, and for an electric field system and a magnetic field system, making
Figure SMS_110
As a state of the art of electric field systems,
Figure SMS_113
and
Figure SMS_118
respectively representing specific indexes and corresponding weights of the electric field system;
Figure SMS_112
indicating the level of development of the magnetic field system,
Figure SMS_114
and
Figure SMS_117
respectively representing indexes and corresponding weights contained in the magnetic field system; weights corresponding to two systems
Figure SMS_119
Figure SMS_111
To express, the comprehensive development model of the two systems is as follows:
Figure SMS_115
Figure SMS_116
representing the system development level, the derived coupling model is:
Figure SMS_120
e is the coupling degree of the two systems;
the motor parameter identification module is used for: and (3) carrying out low-pass filtering on the obtained signal, designing a Butterworth low-pass filter with the maximum flat amplitude-frequency characteristic in a passband, and the transfer function is as follows:
Figure SMS_121
Figure SMS_122
represents the butterworth transfer function,
Figure SMS_123
in order to be a frequency of the light,
Figure SMS_124
for the filter cut-off frequency, N represents the order and i represents the frequency coefficient; conversion of transfer function into Laplce domain analysis, order
Figure SMS_125
The formula translates into:
Figure SMS_126
after the processing, the Laplace domain plane obtains 2N symmetrical poles, and all pole distribution takes the origin as the centerIs a unit circle of (2);
updating a transfer function formula:
Figure SMS_128
Figure SMS_132
representing transfer function coefficients, designing a Butterworth low-pass filter, and establishing a constraint condition formula aiming at a cut-off frequency:
Figure SMS_136
Figure SMS_131
representing the passband cut-off frequency,
Figure SMS_140
representing the stop-band cut-off frequency,
Figure SMS_134
representing the maximum attenuation of the pass-band,
Figure SMS_137
representing the maximum attenuation of the stop band, calculating the theoretical order by constraint conditions, and the formula is as follows:
Figure SMS_139
Figure SMS_142
representing the number of theoretical steps in the order,
Figure SMS_127
representing an adjustment coefficient; the theoretical order is rounded up to obtain the final theoretical order
Figure SMS_141
The cut-off frequency is calculated by the following formula
Figure SMS_133
Figure SMS_135
Carry-in transfer function
Figure SMS_130
Obtaining a digital filter transfer function z under the sampling frequency:
Figure SMS_138
Figure SMS_129
representing the sampling frequency, followed by simulation analysis by matlab to build a butterworth filter.
Based on stator current spectrum analysis of rotor frequency, performing fast Fourier transform on the filtered signal to obtain a spectrogram, and converting the signal from a time domain to a frequency domain; performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm;
and performing complex modulation frequency shift, and positioning the frequency domain starting point at the coordinate zero point position. Discrete signal x 0 The discrete fourier transform of (n) is:
Figure SMS_143
(k=0, 1,2, …, N-1) X (k) represents discrete spectrum, X (N) represents complex modulated frequency shift signal, I is the number of fast fourier transform points, and the frequency band is required to be refined
Figure SMS_144
Center frequency
Figure SMS_145
The method comprises the following steps:
Figure SMS_146
for x 0 (n) performing complex modulation to obtain a complex modulation frequency shift signal x (n), wherein the formula is as follows:
Figure SMS_147
Figure SMS_148
in the form of a fourier series,
Figure SMS_149
representing the sequence number of the center frequency in the spectrum.
Discrete spectrum of x (n)X (k) and X 0 (n) discrete frequency spectrum
Figure SMS_150
Satisfies the following formula:
Figure SMS_151
then resampling the original discrete signal to reduce the sampling frequency to
Figure SMS_152
H is a thinning multiple;
resampling to obtain new discrete signals;
the zero padding treatment ensures that I is unchanged, FFT is carried out, discrete frequency spectrum is obtained, frequency shift is carried out, and the formula is as follows:
Figure SMS_154
g is a resolution calculation function, a ratio method is adopted to carry out spectrum correction, the spectrum function of a window function is f (x), and the window function is symmetrical relative to a Y axis and takes two points on the function
Figure SMS_158
And (3) making:
Figure SMS_162
by passing through
Figure SMS_156
Solving for
Figure SMS_157
I.e. spectral correction
Figure SMS_160
The construction function is as follows:
Figure SMS_163
w represents the ratio of the ordinate with an abscissa interval of 1, and the solution inverse function is:
Figure SMS_153
h is
Figure SMS_159
Will be the inverse function of
Figure SMS_161
The carry-in function is obtained:
Figure SMS_164
solving to obtain
Figure SMS_155
Analyzing current frequency spectrum, extracting rotor frequency, analyzing mechanical characteristic curve of motor, the minimum value of rotor frequency is defined by rotor frequency at rated rotating speed, maximum value is rotating magnetic field frequency, frequency search region is between minimum value and maximum value, and the frequency correspondent to maximum amplitude in search region is rotor frequency
Figure SMS_167
Figure SMS_170
Where p is the pole pair number of the motor,
Figure SMS_172
is the rated rotating speed of the motor,
Figure SMS_166
represents the rotor frequency and the rotating magnetic field frequency at the rated rotation speed,
Figure SMS_169
representing the lowest frequency; rotor frequency
Figure SMS_171
Interposed between
Figure SMS_174
Between, obtain the rotor frequency
Figure SMS_165
Then, the rotation speed of the motor is calculated
Figure SMS_168
Figure SMS_173
According to the motor, the instantaneous input power is equal to the sum of products of corresponding voltage and current, and the formula is as follows:
Figure SMS_175
p represents the instantaneous input power and,
Figure SMS_176
the type of voltage is indicated and,
Figure SMS_186
representing the current type, the voltage formula is:
Figure SMS_191
Figure SMS_181
representing the component of the stator flux linkage on each phase, r representing the stator resistance, t representing time; the motor stator flux linkage expression is:
Figure SMS_183
carry over into the instantaneous input power equation:
Figure SMS_195
then coordinate transformation is carried out, the target coordinate system is transferred from the stator to the rotor, clark change is firstly carried out, and the original coordinate system is converted into
Figure SMS_199
The coordinate system, the formula is as follows:
Figure SMS_180
Figure SMS_184
representative of
Figure SMS_193
The current column vector is obtained under the coordinates,
Figure SMS_200
the conversion coefficient is represented by a number of coefficients,
Figure SMS_182
in order to transform the matrix,
Figure SMS_187
representing the current column vector under the original coordinate system; the conversion formula is brought into Park conversion and is converted into a rotation coordinate system d-q-0 to obtain the following formula:
Figure SMS_194
Figure SMS_196
the synchronous electrical angle of the motor is indicated,
Figure SMS_179
a Park equation representing the current column vector in the rotating coordinate system and the voltage is obtained:
Figure SMS_185
wherein, the liquid crystal display device comprises a liquid crystal display device,
Figure SMS_190
the components of the voltage, the current and the stator flux linkage value are respectively on the d axis, the q axis and the 0 axis; improved output electric power
Figure SMS_198
The method comprises the following steps:
Figure SMS_177
Figure SMS_189
the output coefficient is represented, and the air gap torque expression is:
Figure SMS_192
Figure SMS_197
which represents the electromagnetic torque and which is used to control the electromagnetic torque,
Figure SMS_178
a system parameter indicative of the electromagnetic torque,the expression for the input power is therefore:
Figure SMS_188
at the loss detection module: the motor stray loss is obtained by adopting a recommended value method, the stray loss of the motor is measured by testing a series of motors, a typical motor stray loss database is formed, and then the calculation formula of the motor stray loss is summarized:
Figure SMS_201
Figure SMS_202
as a result of the stray losses,
Figure SMS_203
is rated power; the wind friction calculation formula obtained through the no-load test is as follows:
Figure SMS_204
Figure SMS_205
represents the wind-powered electricity generation,
Figure SMS_206
indicating the rated output power.
After the input power, the output power, the stray loss and the wind friction of the motor are obtained, the specific actual energy efficiency of the motor can be calculated, and the calculation formula is as follows:
Figure SMS_207
Figure SMS_208
indicating the motor efficiency.
The invention has the beneficial effects that:
the invention provides a motor energy efficiency detection system based on a multi-force field coupling action algorithm, which comprises a multi-force field information coupling module, a motor parameter identification module and a loss detection module. The invention adopts a coupling model to conduct characteristic distinction on the electric field and the magnetic field of the motorThe method comprises the steps of identifying and extracting, coupling environmental factors of a multidimensional force field, analyzing the coordination and development influence degree of an electric field system and a magnetic field system on the energy efficiency of a motor, designing a Butterworth low-pass filter, filtering an input signal, and analyzing by using a Laplace domain to obtain sampling frequency. Performing fast Fourier transform on the filtered signals to obtain a spectrogram, and designing different window functions to reduce frequency spectrum leakage; and aiming at the dense signal area, performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm. After the current spectrum is obtained, the rotor frequency is extracted, the mechanical characteristic curve of the motor is analyzed, and after the rotor frequency is obtained, the rotating speed of the motor is calculated. The electromagnetic torque is calculated by an air gap torque method, the input voltage and the current quantity are obtained through the two ends of the motor, and then the original coordinate system is converted into the Clark through the Clark change
Figure SMS_209
The coordinate system is converted into a rotating coordinate system d-q-0 by Park transformation. A calculation formula of the stray loss and the wind friction of the motor is obtained through a large number of test methods, and the stray loss and the wind friction of the motor are calculated through the input power and the rated output power of the motor. And subtracting the stray loss and the wind friction from the rated energy efficiency to obtain the actual motor energy efficiency. The invention provides a motor energy efficiency detection system based on a multi-force field coupling action algorithm, which can quickly and simply calculate the actual motor energy efficiency of a motor under the field condition, solves the problems of complexity and difficult operability in the traditional motor energy efficiency detection method, and can comprehensively consider the interaction and synergistic effect among all parts in the motor and the influence of external environment, thereby realizing high-precision detection of motor energy consumption, accurately evaluating motor energy efficiency and providing guidance significance for the improvement of motor efficiency. The system data acquisition module can acquire and transmit data in real time, better understand information such as load distribution, heat distribution, abrasion condition and the like of each part of the motor under the condition of not influencing the normal operation of the motor, perform data interaction with equipment such as a computer and the like, has good expansibility and flexibility, can customize and adjust according to actual requirements, and can accurately identify possible existence of the motor through analysis of motor operation parametersHidden danger and potential problem to carry out effectual maintenance to the motor, extension motor life. Has important application value in the field of motor energy consumption detection.
The present invention also provides a computer readable storage medium having stored therein at least one instruction that is loaded and executed by a processor to implement the above-described method. The computer readable storage medium may be, among other things, ROM, random access memory, CD-ROM, magnetic tape, floppy disk, optical data storage device, etc. The instructions stored therein may be loaded by a processor in the terminal and perform the methods described above.
The present invention is described with reference to flowchart illustrations and/or block diagrams of methods, terminal devices (systems), and computer program products according to embodiments of the invention. It will be understood that each flow and/or block of the flowchart illustrations and/or block diagrams, and combinations of flows and/or blocks in the flowchart illustrations and/or block diagrams, can be implemented by computer program instructions. These computer program instructions may be provided to a processor of a general purpose computer, embedded processor, or other programmable data processing terminal device to produce a machine, such that the instructions, which execute via the processor of the computer or other programmable data processing terminal device, create means for implementing the functions specified in the flowchart flow or flows and/or block diagram block or blocks.
These computer program instructions may also be stored in a computer-readable memory that can direct a computer or other programmable data processing apparatus to function in a particular manner, such that the instructions stored in the computer-readable memory produce an article of manufacture including instruction means which implement the function specified in the flowchart flow or flows and/or block diagram block or blocks. These computer program instructions may also be loaded onto a computer or other programmable data processing apparatus to cause a series of operational steps to be performed on the computer or other programmable apparatus to produce a computer implemented process such that the instructions which execute on the computer or other programmable apparatus provide steps for implementing the functions specified in the flowchart flow or flows and/or block diagram block or blocks.
The previous description of the disclosed embodiments is provided to enable any person skilled in the art to make or use the present invention. Various modifications to these embodiments will be readily apparent to those skilled in the art, and the generic principles defined herein may be applied to other embodiments without departing from the spirit or scope of the invention. Thus, the present invention is not intended to be limited to the embodiments shown herein but is to be accorded the widest scope consistent with the principles and novel features disclosed herein.

Claims (10)

1. The motor energy efficiency detection system based on the multi-force field coupling action algorithm is characterized by comprising a multi-force field information coupling module, a motor parameter identification module and a loss detection module;
the workflow of the system is as follows: firstly, performing feature identification and extraction on an electric field and a magnetic field where a motor is positioned, and coupling multidimensional force field environmental factors; secondly, inputting a control signal into a motor, filtering the input signal through a designed Butterworth low-pass filter, performing fast Fourier transform on the filtered signal, performing signal spectrum analysis on the acquired motor rotating speed and torque parameters, and performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm; calculating the power of the motor to calculate the power of the motor; and finally, calculating wind friction loss caused by bearing friction and ventilation when the motor rotates and load stray loss generated by the influence of relative motion of stator tooth grooves and rotor tooth grooves and higher harmonic components in a magnetic field in the stator and rotor iron cores, and obtaining energy efficiency after the stray loss and the wind friction loss are removed.
2. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 1, wherein the multi-force field information coupling module is used for extracting characteristics of an electric field environment where the motor is located and identifying electric field characteristics.
3. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 2, wherein the multi-force field information coupling module performs feature extraction on a magnetic field environment where the motor is located, performs magnetic field feature identification, and comprises the following detailed procedures:
the motor magnetic field is symmetrically distributed in no-load state, the distribution of the air gap magnetic field under one pole is a flat top wave magnetic, and the magnetic flux density at the geometric positions of the two poles is zero.
4. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 3, wherein the multi-force field information coupling module couples the electric field and the magnetic field environmental factors, and the detailed process is as follows:
the two-system coupling model comprises coordination and development between systems, wherein the degree of coordination between the two systems is represented by a deviation difference coefficient, and the formula is as follows:
Figure QLYQS_1
Figure QLYQS_2
for the coefficient of deviation difference between systems X and Y, X represents the electric field system, Y represents the magnetic field system, further: />
Figure QLYQS_3
Wherein->
Figure QLYQS_4
M is the definition of two system cooperation schedules,
Figure QLYQS_5
m is in the range of 0-1;
deriving a system development model to make
Figure QLYQS_8
For the electric field system development level, +.>
Figure QLYQS_9
And->
Figure QLYQS_12
Respectively representing specific indexes and corresponding weights of the electric field system; />
Figure QLYQS_7
Indicating the level of development of the magnetic field system,/->
Figure QLYQS_10
And->
Figure QLYQS_14
Respectively representing indexes and corresponding weights contained in the magnetic field system; />
Figure QLYQS_16
、/>
Figure QLYQS_6
The weight corresponding to the system is represented, and the comprehensive development model of the two systems is as follows:
Figure QLYQS_11
Figure QLYQS_13
representing the comprehensive development level of two systems, deriving a coupling model as follows: />
Figure QLYQS_15
E is the coupling degree of the two systems.
5. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 1, wherein the motor parameter identification module performs low-pass filtering on the acquired signals, and the detailed process is as follows:
the butterworth low pass filter transfer function is as follows:
Figure QLYQS_27
Figure QLYQS_19
representing the Butterworth transfer function, < >>
Figure QLYQS_31
For frequency +.>
Figure QLYQS_20
For the filter cut-off frequency, N represents the order and i represents the frequency coefficient; transfer function is converted into Laplace domain analysis, let ∈>
Figure QLYQS_28
The Laplace domain plane obtains 2N symmetrical poles, all poles are distributed on a unit circle with an origin as a center, and the update transfer function formula is as follows: />
Figure QLYQS_22
Figure QLYQS_25
Representing transfer function coefficients, establishing a constraint condition formula for the cut-off frequency:
Figure QLYQS_34
Figure QLYQS_35
represents passband cut-off frequency, < >>
Figure QLYQS_18
Represents stop band cut-off frequency, < >>
Figure QLYQS_29
Represents the passband maximum attenuation, < >>
Figure QLYQS_24
Representing the maximum attenuation of the stop band, calculating the theoretical order by constraint conditions, and the formula is as follows:
Figure QLYQS_30
Figure QLYQS_32
representing theoretical order, +.>
Figure QLYQS_36
Representing an adjustment coefficient; the theoretical order is rounded up to obtain the final theoretical order +.>
Figure QLYQS_21
Then calculate the cut-off frequency +.>
Figure QLYQS_23
:/>
Figure QLYQS_26
Bringing the transfer function to obtain a digital filter transfer function z at the sampling frequency: />
Figure QLYQS_33
Figure QLYQS_17
Representing the sampling frequency, performing simulation analysis by matlab, and establishing a Butterworth filter.
6. The motor energy efficiency detection system based on the multi-force field coupling action algorithm according to claim 1, wherein the motor parameter identification module uses a stator current spectrum analysis based on the following detailed procedures: performing fast Fourier transform on the filtered signals to obtain a spectrogram, and performing spectrum refinement by adopting a complex modulation ZoomFFT algorithm; positioning the frequency domain starting point at the coordinate zero point position; discrete signal x 0 The discrete fourier transform of (n) is:
Figure QLYQS_44
(k=0, 1,2, …, N-1) X (k) represents a discrete spectrum, and X (N) represents complex modulationFrequency shift signal, I is the number of fast Fourier transform points, for refined frequency band
Figure QLYQS_42
Center frequency +.>
Figure QLYQS_48
The method comprises the following steps: />
Figure QLYQS_43
For x 0 (n) performing complex modulation to obtain a complex modulation frequency shift signal x (n), wherein the formula is as follows: />
Figure QLYQS_50
Figure QLYQS_51
For Fourier series +.>
Figure QLYQS_56
Representing the sequence number of the center frequency in the frequency spectrum; discrete spectra X (k) and X of X (n) 0 Discrete spectrum +.>
Figure QLYQS_39
Satisfies the following formula: />
Figure QLYQS_45
Resampling the original discrete signal, reducing the sampling frequency to +.>
Figure QLYQS_37
H is a thinning multiple; resampling to obtain new discrete signals; the zero padding treatment ensures that I is unchanged, FFT is carried out, discrete frequency spectrum is obtained for frequency shift, and the formula is as follows:
Figure QLYQS_52
g is a resolution calculation function, a ratio method is adopted to carry out spectrum correction, the spectrum function of a window function is f (x), and the window function is symmetrical relative to a Y axis, and two points on the function are taken to be +.>
Figure QLYQS_40
And (3) making:
Figure QLYQS_46
by->
Figure QLYQS_41
Solving->
Figure QLYQS_49
I.e. spectral correction +.>
Figure QLYQS_54
The construction function is as follows: />
Figure QLYQS_58
W represents the ratio of the ordinate with an abscissa interval of 1, and the solution inverse function is: />
Figure QLYQS_53
h is->
Figure QLYQS_57
Will->
Figure QLYQS_38
The carry-in function is obtained: />
Figure QLYQS_47
Relieve->
Figure QLYQS_55
7. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 6, wherein the motor parameter identification module uses a rotational speed identification algorithm based on a stator current spectrum to perform online identification by a sensorless method, and the detailed process is as follows:
analysis of the current spectrumExtracting rotor frequency, analyzing mechanical characteristic curve of motor, determining minimum value of rotor frequency from rotor frequency at rated rotation speed, maximum value of rotor frequency is rotation magnetic field frequency, frequency search area is between minimum value and maximum value, frequency corresponding to maximum amplitude in search area is rotor frequency
Figure QLYQS_61
: />
Figure QLYQS_64
Wherein->
Figure QLYQS_66
For pole pair number of motor, < >>
Figure QLYQS_59
For rated rotational speed of the motor, ">
Figure QLYQS_62
Represents the rotor frequency and the rotating magnetic field frequency at the rated rotational speed, < >>
Figure QLYQS_65
Representing the lowest frequency; rotor frequency->
Figure QLYQS_67
Interposed between
Figure QLYQS_60
Between, calculate motor speed +.>
Figure QLYQS_63
8. The motor energy efficiency detection system based on the multi-force field coupling algorithm of claim 7, wherein the motor parameter identification module obtains motor torque by an air gap torque method, and the detailed process is as follows:
the instantaneous input power formula of the motor is calculated as follows:
Figure QLYQS_74
p represents instantaneous input power, < >>
Figure QLYQS_78
Indicating the voltage type>
Figure QLYQS_83
Representing the current type, the voltage formula is: />
Figure QLYQS_68
Figure QLYQS_75
Representing the component of the stator flux linkage on each phase, r representing the stator resistance, t representing time; the motor stator flux linkage expression is: />
Figure QLYQS_79
Carry over into the instantaneous input power equation:
Figure QLYQS_86
transforming the coordinates, transferring the target coordinate system from the stator to the rotor, performing Clark transformation, and transforming the original coordinate system to +.>
Figure QLYQS_70
The coordinate system, the formula is as follows: />
Figure QLYQS_82
Figure QLYQS_89
Represents->
Figure QLYQS_93
Coordinate current column vector, ">
Figure QLYQS_69
Representing conversion coefficient->
Figure QLYQS_81
For the conversion matrix +.>
Figure QLYQS_88
Representing the current column vector under the original coordinate system; the conversion formula is brought into Park conversion and is converted into a rotation coordinate system d-q-0 to obtain the following formula: />
Figure QLYQS_91
Figure QLYQS_72
Indicating the synchronous electrical angle of the motor, < >>
Figure QLYQS_76
And (3) expressing a current column vector under a rotating coordinate system to obtain a Park equation of the voltage:
Figure QLYQS_84
wherein (1)>
Figure QLYQS_90
The components of the voltage, the current and the stator flux linkage value are respectively on the d axis, the q axis and the 0 axis; improved output electric power->
Figure QLYQS_71
The method comprises the following steps: />
Figure QLYQS_80
Figure QLYQS_87
The air gap torque expression, representing the output coefficient, is: />
Figure QLYQS_92
Figure QLYQS_73
Representing electromagnetic torque +.>
Figure QLYQS_77
The system parameters representing the electromagnetic torque, the expression for the input power is: />
Figure QLYQS_85
9. The motor energy efficiency detection system based on the multi-force field coupling algorithm according to claim 1, wherein the loss detection module detects that additional loss generated in stator and rotor cores becomes load stray loss and mechanical loss caused by bearing friction and ventilation is called wind friction, and the detailed process is as follows: the motor stray loss is obtained by adopting a recommended value method, the stray loss of the motor is measured by testing a series of motors, a typical motor stray loss database is formed, and the calculation formula of the motor stray loss is summarized:
Figure QLYQS_94
Figure QLYQS_95
for stray losses +.>
Figure QLYQS_96
For rated power, the wind friction calculation formula obtained by the no-load test is as follows: />
Figure QLYQS_97
Figure QLYQS_98
Indicating wind consumption->
Figure QLYQS_99
Indicating the rated output power.
10. A system for detecting motor energy efficiency based on a multi-force field coupling action algorithm according to claim 1, wherein said lossThe detection module detects that additional loss generated in the stator and rotor iron cores becomes load stray loss and mechanical loss caused by bearing friction and ventilation is called wind friction, and the detailed process is as follows: the specific actual energy efficiency of the motor is calculated as follows:
Figure QLYQS_100
Figure QLYQS_101
indicating motor efficiency, +.>
Figure QLYQS_102
Representing the output electric power. />
CN202310496561.4A 2023-05-05 2023-05-05 Motor energy efficiency detecting system based on multi-force field coupling action algorithm Pending CN116203419A (en)

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