CN116365580A - Method for establishing short-circuit current calculation model of offshore wind power transmission system - Google Patents

Method for establishing short-circuit current calculation model of offshore wind power transmission system Download PDF

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CN116365580A
CN116365580A CN202211581933.5A CN202211581933A CN116365580A CN 116365580 A CN116365580 A CN 116365580A CN 202211581933 A CN202211581933 A CN 202211581933A CN 116365580 A CN116365580 A CN 116365580A
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negative sequence
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CN116365580B (en
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李博通
钟晴
焦新茹
陈晓龙
刘思源
李斌
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Tianjin University
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    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
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    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02JCIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY
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    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02MAPPARATUS FOR CONVERSION BETWEEN AC AND AC, BETWEEN AC AND DC, OR BETWEEN DC AND DC, AND FOR USE WITH MAINS OR SIMILAR POWER SUPPLY SYSTEMS; CONVERSION OF DC OR AC INPUT POWER INTO SURGE OUTPUT POWER; CONTROL OR REGULATION THEREOF
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Abstract

The invention relates to a method for establishing a short-circuit current calculation model of an offshore wind power transmission system, which is used for researching a transient fault current short-circuit calculation model considering the influence of a positive and negative sequence decomposition link, and obtaining a circuit equation under a dq axis coordinate system and a relation formula of positive/negative sequence calculation components of inverter outlet voltage and positive/negative sequence modulation signals by considering an SOGI transfer function in the positive and negative sequence decomposition link; and obtaining a short circuit calculation model by using a circuit equation, a control equation and a difference relation. The invention has scientific and reasonable design, can realize accurate calculation of the transient fault current, is suitable for different short circuit fault types, and accurately reveals the transient characteristic of the fault current.

Description

Method for establishing short-circuit current calculation model of offshore wind power transmission system
Technical Field
The invention belongs to the technical field of power systems and automation, relates to relay protection, and in particular relates to a method for establishing a short-circuit current calculation model of an offshore wind power transmission system.
Background
When different types of short-circuit faults occur in the offshore alternating current sending-out system, transient response of positive and negative sequence decomposition links in the control system can have significant influence on transient current output by the wind power plant. At present, the effect of low voltage ride through control is generally considered for steady-state fault current analysis, and a steady-state current value is obtained through sequential network analysis and calculation. Most of the documents equivalent a wind farm in a steady state after a short circuit fault to a controlled voltage source or a controlled current source, and establish a modeling program for simplifying fault analysis and calculation of a composite network under different fault conditions; the influence of links such as inverter control and phase-locked loop is considered in a calculation model aiming at transient fault current, and a transient current value is calculated through a train-write control link equation and an equivalent circuit differential equation.
However, the influence of the positive and negative sequence decomposition links on the short circuit calculation model is not considered in the prior art, so that the transient characteristics of the fault current cannot be accurately revealed. Aiming at the problem, the method fully considers the influence of positive and negative sequence decomposition links, establishes a fault current calculation model, and can reveal the transient characteristics of short-circuit current in the fault transient period in detail.
Disclosure of Invention
The invention aims to overcome the defects of the prior art and provides a method for establishing a short-circuit current calculation model of an offshore wind power transmission system.
The invention solves the technical problems by the following technical proposal:
a method for establishing a short-circuit current calculation model of an offshore wind power transmission system is characterized by comprising the following steps of: the method comprises the following steps:
s1, analyzing and deducing a fan grid-connected system circuit equation under a positive/negative sequence dq axis coordinate system in a positive/negative sequence decomposition link based on a positive/negative sequence decomposition process of a DSOGI-PLL
(1) Circuit equation in positive sequence dq axis coordinate system
Grid-connected point voltage u is written in array based on offshore wind power transmission system topological structure a 、u b 、u c To inverter outlet voltage v a 、v b 、v c The three-phase circuit equation is:
Figure BDA0003991672660000021
the three-phase circuit equation (1) is obtained by the Clark transformation to an alpha beta coordinate system:
Figure BDA0003991672660000022
wherein: v' α 、v' β For transforming to converter outlet voltage components under a two-phase stationary coordinate system;
i' α 、i' β outputting a current component for the converter under the transformation to the two-phase stationary coordinate system;
the SOGI element uses a transfer function in the complex frequency domain to represent the relationship between the input signal and the output signal:
Figure BDA0003991672660000023
carrying out Laplace transformation on the formula (2) to obtain a circuit equation under a complex frequency domain of a two-phase stationary coordinate system:
Figure BDA0003991672660000024
wherein: i' α (t 0 )、i' β (t 0 ) The current initial value is the current initial value under a two-phase static coordinate system during fault;
the SOGI link of (4) is performed by adopting a coordinate transformation mode to obtain positive sequence components under a two-phase static coordinate system
Figure BDA0003991672660000025
The method comprises the following steps:
Figure BDA0003991672660000026
transfer function G in equation (3) 1 (s)、G 2 (s) bringing into formula (5) and simplifying it to be available:
Figure BDA0003991672660000027
wherein:
Figure BDA0003991672660000028
the current initial value of the positive sequence component under the two-phase static coordinate system at the fault moment;
f 1 (s)、f 2 (s) is an oscillation damping component generated in the simplification process, and the specific expression is shown in the formula (7):
Figure BDA0003991672660000029
transforming equation (6) to the time domain yields:
Figure BDA0003991672660000031
finally, performing park transformation on the formula (8) to obtain a circuit equation under a positive sequence dq axis coordinate system:
Figure BDA0003991672660000032
wherein:
Figure BDA0003991672660000033
calculating a component for the inverter outlet positive sequence dq axis voltage after the decomposition of the DSOGI-PLL;
(2) Circuit equation under negative sequence dq axis coordinate system
The negative sequence circuit equation obtained according to the transformation process of (1) is:
Figure BDA0003991672660000034
wherein:
Figure BDA0003991672660000035
calculating a component for the negative sequence dq axis voltage of the inverter outlet after DSOGI decomposition;
h 1 (t)、h 2 and (t) is an attenuation component generated in the simplification process, and the specific expression is shown in the formula (11):
Figure BDA0003991672660000036
s2, writing a control loop equation according to the equivalent model of the positive and negative sequence control loop
(1) Positive sequence control loop equivalent calculation model
The positive sequence control adopts a low voltage ride through control scheme, and the basic principle is as follows: when the voltage u is the grid-connected point abc After falling, detecting the positive sequence voltage u of the grid-connected point pcc Falling amplitude, and determining an active reactive current reference value according to the voltage falling degree
Figure BDA0003991672660000037
The final control objective is: according to the short-circuit current tolerance capability of the converter, realizing the fault current i output after external fault abc Not more than 1.2 times the rated current;
when the voltage drop is less than 90%, the current control strategy is maintained unchangedI.e. generating an inner loop controlled dq-axis current reference value by outer loop control in accordance with a control strategy in normal operation
Figure BDA0003991672660000038
The mathematical equation of the outer loop control in the dq coordinate system is:
Figure BDA0003991672660000039
wherein: q (Q) *
Figure BDA00039916726600000310
Is the reference value of the reactive power and the direct current voltage of the outer ring;
Q、u dc is to actually send out reactive power and direct current side voltage;
Figure BDA0003991672660000041
respectively the reference values of the d axis and the q axis of positive sequence current generated by the outer loop control after voltage drop; since the output reactive power is generally 0 in normal operation, Q * Set to 0, at this point +.>
Figure BDA0003991672660000042
The method comprises the following steps:
Figure BDA0003991672660000043
when u is pcc After falling to 90%, the network side converter is required to provide a certain reactive support function, so as to improve the reactive response speed,
Figure BDA0003991672660000044
switching the outer loop reactive control to direct current control without the outer loop control generation, +.>
Figure BDA0003991672660000045
Will change to:
Figure BDA0003991672660000046
wherein: u (u) pcc Positive sequence voltage of dq axis with grid-connected point
Figure BDA0003991672660000047
The relation is:
Figure BDA0003991672660000048
at the position of
Figure BDA0003991672660000049
In the case of a determination, ->
Figure BDA00039916726600000410
By->
Figure BDA00039916726600000411
And->
Figure BDA00039916726600000412
Determining as shown in formula (16):
Figure BDA00039916726600000413
order the
Figure BDA00039916726600000414
And->
Figure BDA00039916726600000415
Equality, the voltage drop degree u 'of the grid-connected point when the d-axis is switched to direct current control can be obtained' pcc
Figure BDA00039916726600000416
And when u pcc When the voltage drops below 10%, the network-side converter only outputs reactive current, and the formulas (14) and (16) are modified as follows:
Figure BDA00039916726600000417
based on the low voltage ride through control strategy, when the handle
Figure BDA00039916726600000418
Regarded as u pcc Can be used to drop the voltage before and after +.>
Figure BDA00039916726600000419
Figure BDA00039916726600000420
The variation is represented by formula (19):
Figure BDA00039916726600000421
Figure BDA0003991672660000051
wherein: epsilon (u) pcc ) Is a step function;
finally, a control loop equation is obtained by utilizing the current reference value and the voltage current positive sequence component, wherein the control loop equation is as follows:
Figure BDA0003991672660000052
(2) Equivalent calculation model of negative sequence control loop
Because the direct current side capacitance of the grid-connected double PWM converter is larger, the double frequency pulsation of the direct current bus capacitor voltage is smaller under unbalanced voltage of smaller degree, and a large amount of negative sequence current is required to be injected into the power grid while active or reactive power fluctuation is restrained, which can aggravate unbalanced degree of the grid-side current, lead to uneven heating of the grid-connected converter and control wind of converter operationRisk increases; therefore, a control mode of controlling the negative sequence current of the power grid to be zero is generally adopted in the actual engineering at present, according to a negative sequence current inhibition control strategy of the wind turbine generator after the occurrence of faults, a negative sequence control current loop is often designed by combining a steady-state circuit equation of a main loop, and when a positive and negative sequence decomposition link is added in a control system, the decomposed negative sequence dq axis current is usually adopted
Figure BDA0003991672660000053
Grid-connected point negative sequence voltage->
Figure BDA0003991672660000054
Figure BDA0003991672660000055
Adding a negative sequence current loop and calculating to obtain a negative sequence dq axis inverter voltage modulation signal +.>
Figure BDA0003991672660000056
The negative sequence current reference is typically set to i d * 、i q * The available negative sequence suppression current loop control response equation for 0 is shown in equation (21):
Figure BDA0003991672660000057
wherein: l is the equivalent inductance of the filter between the network side converter port and the grid-connected point;
Figure BDA0003991672660000058
modulating a signal for a negative sequence dq-axis inverter voltage;
Figure BDA0003991672660000059
the actual output current of the converter under the negative sequence dq axis coordinate system is the measured current;
obtained by a negative-sequence current loop in a control system
Figure BDA00039916726600000510
Positive sequence voltage modulation signal +.>
Figure BDA00039916726600000511
Modulating an inverter by using a park inverse transformation to obtain a three-phase voltage modulation signal;
s3, analyzing the relation between the circuit equation decomposition quantity of the inverter outlet voltage and the modulation signal under the dq axis coordinate system
According to the coordinate transformation principle of the outlet voltage of the inverter, in a control system, the generation method of the modulating wave of the outlet voltage of the inverter comprises the following steps: the positive and negative sequence dq axis voltage obtained by the control of the inner loop positive and negative sequence current loop
Figure BDA00039916726600000512
Figure BDA00039916726600000513
Respectively through park inverse transformation and superposition to generate three-phase modulation wave, its value and converter outlet voltage v a 、v b 、v c Equal, there is thus a relationship as shown in the formula (22):
Figure BDA0003991672660000061
the equation (22) is subjected to coordinate transformation including positive and negative sequence decomposition links, and a decoupled positive and negative sequence equation can be obtained by taking the positive sequence equation into consideration when the right part of the equal sign of the equation (22) is subjected to positive and negative sequence decomposition links
Figure BDA0003991672660000062
Relation formula:
Figure BDA0003991672660000063
Figure BDA0003991672660000064
wherein: ", represents convolution;
"." represents the product;
g 1 (t)、g 2 (t) SOGI transfer functions G respectively 1 (s)、G 2 (s) reducing to a time domain expression;
from the formulas (23) and (24), the left-end circuit equation obtains the positive sequence component identical to the formula (9) after the coordinate transformation including the positive and negative sequence decomposition links
Figure BDA0003991672660000065
Thereby obtaining the positive sequence component +.>
Figure BDA0003991672660000066
Is shown in the specific relation of ∈and ∈>
Figure BDA0003991672660000067
The difference relation of the negative sequence components of the outlet voltage of the inverter can be obtained by the same method:
Figure BDA0003991672660000068
Figure BDA0003991672660000069
from the formulae (25) and (26), it can be seen that
Figure BDA00039916726600000610
S4, simultaneous equations are used for obtaining a transient short-circuit current time domain calculation model
The formula (9), the formula (20), the formula (23) and the formula (24) are combined to obtain a compound containing six unknowns
Figure BDA00039916726600000611
Second order differential equation set shape of six equationsThe positive sequence time domain short circuit model of the formula is shown in the formula (27):
Figure BDA0003991672660000071
the formula (10), the formula (21), the formula (25) and the formula (26) are combined to obtain a compound containing six unknowns
Figure BDA0003991672660000072
The negative sequence time domain short circuit model in the form of a second order differential equation set of six equations is shown in equation (28):
Figure BDA0003991672660000073
for simplified calculation, the difference between the component and the modulation signal is calculated for the inverter outlet voltage
Figure BDA0003991672660000074
Figure BDA0003991672660000075
Fitting is performed, and the fitting result is substituted as a known quantity to be calculated, and then the formula (27) and the formula (28) can be respectively simplified as:
Figure BDA0003991672660000076
Figure BDA0003991672660000077
the invention has the advantages and beneficial effects that:
according to the method for establishing the short-circuit current calculation model of the offshore wind power transmission system, a transient fault current short-circuit calculation model considering the influence of a positive and negative sequence decomposition link is researched, and an SOGI transfer function in the positive and negative sequence decomposition link is considered, so that a circuit equation under a dq axis coordinate system and a relation formula of positive/negative sequence calculation components of an inverter outlet voltage and positive/negative sequence modulation signals are obtained; the invention can realize accurate calculation of transient fault current, is applicable to different short-circuit fault types, and accurately reveals the transient characteristics of the fault current.
Drawings
FIG. 1 is a flow chart of the present invention;
FIG. 2 is a topology of the offshore wind turbine export system of the present invention;
FIG. 3 is a block diagram of a DSOGI-PLL of the present invention;
FIG. 4 is a diagram of a low voltage ride through control scheme in accordance with the present invention;
FIG. 5 is a diagram of a negative sequence current suppression scheme in accordance with the present invention;
FIG. 6 is a schematic diagram of the inverter outlet voltage coordinate transformation of the present invention;
FIG. 7 is a graph of the difference between the output of the inner loop and the output of the positive sequence dq-axis inverter according to the present invention;
fig. 8a is a graph of the calculation and simulation of the positive sequence d-axis current of the present invention, and fig. 8b is a graph of the calculation and simulation of the positive sequence q-axis current of the present invention.
Detailed Description
The invention is further illustrated by the following examples, which are intended to be illustrative only and not limiting in any way.
As shown in fig. 1, a method for establishing a short-circuit current calculation model of an offshore wind power transmission system is innovative in that: the method comprises the following steps:
step S1, as shown in FIG. 3, analyzing and deducing a fan grid-connected system circuit equation under a positive/negative sequence dq axis coordinate system in a positive/negative sequence decomposition link based on a positive/negative sequence decomposition process of a DSOGI-PLL
(1) Circuit equation in positive sequence dq axis coordinate system
As shown in FIG. 2, the grid-connected point voltage u is written based on the topology of the offshore wind power transmission system a 、u b 、u c To inverter outlet voltage v a 、v b 、v c The three-phase circuit equation is:
Figure BDA0003991672660000081
the three-phase circuit equation (1) is obtained by the Clark transformation to an alpha beta coordinate system:
Figure BDA0003991672660000082
wherein: v' α 、v' β For transforming to converter outlet voltage components under a two-phase stationary coordinate system;
i' α 、i' β outputting a current component for the converter under the transformation to the two-phase stationary coordinate system;
the SOGI element uses a transfer function in the complex frequency domain to represent the relationship between the input signal and the output signal:
Figure BDA0003991672660000091
carrying out Laplace transformation on the formula (2) to obtain a circuit equation under a complex frequency domain of a two-phase stationary coordinate system:
Figure BDA0003991672660000092
wherein: i' α (t 0 )、i' β (t 0 ) The current initial value is the current initial value under a two-phase static coordinate system during fault;
the SOGI link of (4) is performed by adopting a coordinate transformation mode to obtain positive sequence components under a two-phase static coordinate system
Figure BDA0003991672660000093
The method comprises the following steps:
Figure BDA0003991672660000094
in the formula (3)Transfer function G 1 (s)、G 2 (s) bringing into formula (5) and simplifying it to be available:
Figure BDA0003991672660000095
wherein:
Figure BDA0003991672660000096
the current initial value of the positive sequence component under the two-phase static coordinate system at the fault moment;
f 1 (s)、f 2 (s) is an oscillation damping component generated in the simplification process, and the specific expression is shown in the formula (7):
Figure BDA0003991672660000097
transforming equation (6) to the time domain yields:
Figure BDA0003991672660000098
finally, performing park transformation on the formula (8) to obtain a circuit equation under a positive sequence dq axis coordinate system:
Figure BDA0003991672660000099
wherein:
Figure BDA00039916726600000910
calculating a component for the inverter outlet positive sequence dq axis voltage after the decomposition of the DSOGI-PLL;
(2) Circuit equation under negative sequence dq axis coordinate system
The negative sequence circuit equation obtained according to the transformation process of (1) is:
Figure BDA0003991672660000101
wherein:
Figure BDA0003991672660000102
calculating a component for the negative sequence dq axis voltage of the inverter outlet after DSOGI decomposition;
h 1 (t)、h 2 and (t) is an attenuation component generated in the simplification process, and the specific expression is shown in the formula (11):
Figure BDA0003991672660000103
s2, writing a control loop equation according to the equivalent model of the positive and negative sequence control loop
(1) Positive sequence control loop equivalent calculation model
As shown in fig. 4, a low voltage ride through control scheme is adopted for positive sequence control, and the basic principle is as follows: when the voltage u is the grid-connected point abc After falling, detecting the positive sequence voltage u of the grid-connected point pcc Falling amplitude, and determining an active reactive current reference value according to the voltage falling degree
Figure BDA0003991672660000104
The final control objective is: according to the short-circuit current tolerance capability of the converter, realizing the fault current i output after external fault abc Not more than 1.2 times the rated current;
when the voltage drop is less than 90%, the current control strategy is maintained unchanged, namely the current reference value of the internal ring control dq axis is generated by the external ring control according to the control strategy in normal operation
Figure BDA0003991672660000105
The mathematical equation of the outer loop control in the dq coordinate system is:
Figure BDA0003991672660000106
wherein: q (Q) *
Figure BDA0003991672660000107
Is the reference value of the reactive power and the direct current voltage of the outer ring;
Q、u dc is to actually send out reactive power and direct current side voltage;
Figure BDA0003991672660000108
respectively the reference values of the d axis and the q axis of positive sequence current generated by the outer loop control after voltage drop; since the output reactive power is generally 0 in normal operation, Q * Set to 0, at this point +.>
Figure BDA0003991672660000109
The method comprises the following steps:
Figure BDA00039916726600001010
when u is pcc After falling to 90%, the network side converter is required to provide a certain reactive support function, so as to improve the reactive response speed,
Figure BDA00039916726600001011
switching the outer loop reactive control to direct current control without the outer loop control generation, +.>
Figure BDA00039916726600001012
Will change to:
Figure BDA0003991672660000111
wherein: u (u) pcc Positive sequence voltage of dq axis with grid-connected point
Figure BDA0003991672660000112
The relation is:
Figure BDA0003991672660000113
at the position of
Figure BDA0003991672660000114
In the case of a determination, ->
Figure BDA0003991672660000115
By->
Figure BDA0003991672660000116
And->
Figure BDA0003991672660000117
Determining as shown in formula (16):
Figure BDA0003991672660000118
order the
Figure BDA0003991672660000119
And->
Figure BDA00039916726600001110
Equality, the voltage drop degree u 'of the grid-connected point when the d-axis is switched to direct current control can be obtained' pcc
Figure BDA00039916726600001111
And when u pcc When the voltage drops below 10%, the network-side converter only outputs reactive current, and the formulas (14) and (16) are modified as follows:
Figure BDA00039916726600001112
based on the low voltage ride through control strategy, when the handle
Figure BDA00039916726600001113
Regarded as u pcc Can be used to drop the voltage before and after +.>
Figure BDA00039916726600001116
Figure BDA00039916726600001117
The variation is represented by formula (19):
Figure BDA00039916726600001114
wherein: epsilon (u) pcc ) Is a step function;
finally, a control loop equation is obtained by utilizing the current reference value and the voltage current positive sequence component, wherein the control loop equation is as follows:
Figure BDA00039916726600001115
(2) Equivalent calculation model of negative sequence control loop
Because the direct current side capacitance of the grid-connected double PWM converter is larger, the double frequency pulsation of the direct current bus capacitor voltage is smaller under unbalanced voltage of smaller degree, and a large amount of negative sequence current needs to be injected into the power grid while active or reactive power fluctuation is restrained, so that the unbalanced degree of the grid-side current can be aggravated, the grid-connected converter is nonuniform in heating, and the running control risk of the converter is increased; therefore, in the actual engineering at present, a control mode of controlling the negative sequence current of the power grid to be zero is generally adopted, according to a negative sequence current suppression control strategy of the wind turbine after the occurrence of faults, as shown in fig. 5, a negative sequence control current loop is often designed by combining a steady-state circuit equation of a main loop, and when a positive and negative sequence decomposition link is added in a control system, the decomposed negative sequence dq axis current is usually designed
Figure BDA0003991672660000121
Grid-connected point negative sequence voltage->
Figure BDA0003991672660000122
Adding a negative sequence current loop and calculating to obtain a negative sequence dq axis inverter voltage modulation signal +.>
Figure BDA0003991672660000123
The negative sequence current reference is typically set to i d * 、i q * The available negative sequence suppression current loop control response equation for 0 is shown in equation (21):
Figure BDA0003991672660000124
wherein: l is the equivalent inductance of the filter between the network side converter port and the grid-connected point;
Figure BDA0003991672660000125
modulating a signal for a negative sequence dq-axis inverter voltage;
Figure BDA0003991672660000126
the actual output current of the converter under the negative sequence dq axis coordinate system is the measured current;
obtained by a negative-sequence current loop in a control system
Figure BDA0003991672660000127
Positive sequence voltage modulation signal +.>
Figure BDA0003991672660000128
Modulating an inverter by using a park inverse transformation to obtain a three-phase voltage modulation signal;
s3, analyzing the relation between the circuit equation decomposition quantity of the inverter outlet voltage and the modulation signal under the dq axis coordinate system
As shown in fig. 6, according to the inverter outlet voltage coordinate transformation principle, in the control system, the inverter outlet voltage modulation wave generation method is as follows: the positive and negative sequence dq axis voltage obtained by the control of the inner loop positive and negative sequence current loop
Figure BDA0003991672660000129
Figure BDA00039916726600001210
Respectively through park inverse transformation and superposition to generate three-phase modulation wave, its value and converter outlet voltage v a 、v b 、v c Equal, there is thus a relationship as shown in the formula (22):
Figure BDA00039916726600001211
the equation (22) is subjected to coordinate transformation including positive and negative sequence decomposition links, and a decoupled positive and negative sequence equation can be obtained by taking the positive sequence equation into consideration when the right part of the equal sign of the equation (22) is subjected to positive and negative sequence decomposition links
Figure BDA00039916726600001212
Relation formula:
Figure BDA00039916726600001213
Figure BDA0003991672660000131
wherein: ", represents convolution;
"." represents the product;
g 1 (t)、g 2 (t) SOGI transfer functions G respectively 1 (s)、G 2 (s) reducing to a time domain expression;
from the formulas (23) and (24), the left-end circuit equation obtains the positive sequence component identical to the formula (9) after the coordinate transformation including the positive and negative sequence decomposition links
Figure BDA0003991672660000132
Thereby obtaining the positive sequence component +.>
Figure BDA0003991672660000133
Is shown in the specific relation of ∈and ∈>
Figure BDA0003991672660000134
The difference relation of the negative sequence components of the outlet voltage of the inverter can be obtained by the same method:
Figure BDA0003991672660000135
Figure BDA0003991672660000136
from the formulae (25) and (26), it can be seen that
Figure BDA0003991672660000137
S4, simultaneous equations are used for obtaining a transient short-circuit current time domain calculation model
The formula (9), the formula (20), the formula (23) and the formula (24) are combined to obtain a compound containing six unknowns
Figure BDA0003991672660000138
The positive sequence time domain short circuit model in the form of a second order differential equation set of six equations is shown in equation (27): />
Figure BDA0003991672660000139
The formula (10), the formula (21), the formula (25) and the formula (26) are combined to obtain a compound containing six unknowns
Figure BDA00039916726600001310
The negative sequence time domain short circuit model in the form of a second order differential equation set of six equations is shown in equation (28):
Figure BDA0003991672660000141
for simplifying calculation, components are calculated for the outlet voltage of the inverterDifference of modulated signals
Figure BDA0003991672660000142
Figure BDA0003991672660000143
Fitting is performed, and the fitting result is substituted as a known quantity to be calculated, and then the formula (27) and the formula (28) can be respectively simplified as:
Figure BDA0003991672660000144
Figure BDA0003991672660000145
taking symmetric faults as an example to verify the accuracy of the proposed model
And setting a simulation model to generate three-phase faults in 2s, and dropping the voltage of the grid-connected point to 7%. Observing the inverter outlet voltage difference waveform is shown in figure 7,
Figure BDA0003991672660000146
the method can be approximately regarded as damping oscillation trend, and the damping oscillation trend tend to be stable after a transient process, namely the difference value is 0, and the transient process has larger fluctuation and longer duration, which is about 80ms. Fitting the difference of the outlet voltage of the inverter to obtain:
Figure BDA0003991672660000147
/>
Figure BDA0003991672660000148
the dq-axis current transient calculation results obtained by substituting the formula (31) and the formula (32) as the known amounts into the formula (29) and calculating by the fourth-order longgrid-base method are shown in fig. 8 (a) and (b).
As can be seen from fig. 8 (a) and 8 (b), the difference between the positive sequence dq-axis transient current and the simulation current waveform solved by the formula is substantially small; simulation results prove that the transient current fault characteristic analysis method considering positive and negative sequence decomposition links provided by the patent application can effectively improve the accuracy of research results; and according to the waveform, positive and negative sequence decomposition links enable transient current to have obvious overshoot characteristics and longer duration.
Although the embodiments of the present invention and the accompanying drawings have been disclosed for illustrative purposes, those skilled in the art will appreciate that: various substitutions, changes and modifications are possible without departing from the spirit and scope of the invention and the appended claims, and therefore the scope of the invention is not limited to the embodiments and the disclosure of the drawings.

Claims (1)

1. A method for establishing a short-circuit current calculation model of an offshore wind power transmission system is characterized by comprising the following steps of: the method comprises the following steps:
s1, analyzing and deducing a fan grid-connected system circuit equation under a positive/negative sequence dq axis coordinate system in a positive/negative sequence decomposition link based on a positive/negative sequence decomposition process of a DSOGI-PLL
(1) Circuit equation in positive sequence dq axis coordinate system
Grid-connected point voltage u is written in array based on offshore wind power transmission system topological structure a 、u b 、u c To inverter outlet voltage v a 、v b 、v c The three-phase circuit equation is:
Figure FDA0003991672650000011
the three-phase circuit equation (1) is obtained by the Clark transformation to an alpha beta coordinate system:
Figure FDA0003991672650000012
wherein: v' α 、v' β For conversion to converter outlet electricity in two-phase stationary coordinate systemA pressing component;
i' α 、i' β outputting a current component for the converter under the transformation to the two-phase stationary coordinate system;
the SOGI element uses a transfer function in the complex frequency domain to represent the relationship between the input signal and the output signal:
Figure FDA0003991672650000013
carrying out Laplace transformation on the formula (2) to obtain a circuit equation under a complex frequency domain of a two-phase stationary coordinate system:
Figure FDA0003991672650000014
wherein: i' α (t 0 )、i' β (t 0 ) The current initial value is the current initial value under a two-phase static coordinate system during fault;
the SOGI link of (4) is performed by adopting a coordinate transformation mode to obtain positive sequence components under a two-phase static coordinate system
Figure FDA0003991672650000015
The method comprises the following steps:
Figure FDA0003991672650000016
transfer function G in equation (3) 1 (s)、G 2 (s) bringing into formula (5) and simplifying it to be available:
Figure FDA0003991672650000021
wherein:
Figure FDA0003991672650000022
the current initial value of the positive sequence component under the two-phase static coordinate system at the fault moment;
f 1 (s)、f 2 (s) is an oscillation damping component generated in the simplification process, and the specific expression is shown in the formula (7):
Figure FDA0003991672650000023
transforming equation (6) to the time domain yields:
Figure FDA0003991672650000024
finally, performing park transformation on the formula (8) to obtain a circuit equation under a positive sequence dq axis coordinate system:
Figure FDA0003991672650000025
wherein:
Figure FDA0003991672650000026
calculating a component for the inverter outlet positive sequence dq axis voltage after the decomposition of the DSOGI-PLL;
(2) Circuit equation under negative sequence dq axis coordinate system
The negative sequence circuit equation obtained according to the transformation process of (1) is:
Figure FDA0003991672650000027
wherein:
Figure FDA0003991672650000028
calculating a component for the negative sequence dq axis voltage of the inverter outlet after DSOGI decomposition;
h 1 (t)、h 2 and (t) is an attenuation component generated in the simplification process, and the specific expression is shown in the formula (11):
Figure FDA0003991672650000029
s2, writing a control loop equation according to the equivalent model of the positive and negative sequence control loop
(1) Positive sequence control loop equivalent calculation model
The positive sequence control adopts a low voltage ride through control scheme, and the basic principle is as follows: when the voltage u is the grid-connected point abc After falling, detecting the positive sequence voltage u of the grid-connected point pcc Falling amplitude, and determining an active reactive current reference value according to the voltage falling degree
Figure FDA0003991672650000031
The final control objective is: according to the short-circuit current tolerance capability of the converter, realizing the fault current i output after external fault abc Not more than 1.2 times the rated current;
when the voltage drop is less than 90%, the current control strategy is maintained unchanged, namely the current reference value of the internal ring control dq axis is generated by the external ring control according to the control strategy in normal operation
Figure FDA0003991672650000032
The mathematical equation of the outer loop control in the dq coordinate system is:
Figure FDA0003991672650000033
wherein: q (Q) *
Figure FDA0003991672650000034
Is the reference value of the reactive power and the direct current voltage of the outer ring;
Q、u dc is to actually send out reactive power and direct current side voltage;
Figure FDA0003991672650000035
respectively the reference values of the d axis and the q axis of positive sequence current generated by the outer loop control after voltage drop; since the output reactive power is generally 0 in normal operation, Q * Set to 0, at this point +.>
Figure FDA0003991672650000036
The method comprises the following steps:
Figure FDA0003991672650000037
when u is pcc After falling to 90%, the network side converter is required to provide a certain reactive support function, so as to improve the reactive response speed,
Figure FDA0003991672650000038
switching the outer loop reactive control to direct current control without the outer loop control generation, +.>
Figure FDA0003991672650000039
Will change to:
Figure FDA00039916726500000310
wherein: u (u) pcc Positive sequence voltage of dq axis with grid-connected point
Figure FDA00039916726500000311
The relation is:
Figure FDA00039916726500000312
at the position of
Figure FDA00039916726500000313
In the case of a determination, ->
Figure FDA00039916726500000314
By->
Figure FDA00039916726500000315
And->
Figure FDA00039916726500000316
Determining as shown in formula (16):
Figure FDA00039916726500000317
order the
Figure FDA00039916726500000318
And->
Figure FDA00039916726500000319
Equality, the voltage drop degree u 'of the grid-connected point when the d-axis is switched to direct current control can be obtained' pcc
Figure FDA00039916726500000320
And when u pcc When the voltage drops below 10%, the network-side converter only outputs reactive current, and the formulas (14) and (16) are modified as follows:
Figure FDA0003991672650000041
based on the low voltage ride through control strategy, when the handle
Figure FDA0003991672650000042
Regarded as u pcc Can be used to drop the voltage before and after +.>
Figure FDA0003991672650000043
Figure FDA0003991672650000044
The variation is represented by formula (19):
Figure FDA0003991672650000045
wherein: epsilon (u) pcc ) Is a step function;
finally, a control loop equation is obtained by utilizing the current reference value and the voltage current positive sequence component, wherein the control loop equation is as follows:
Figure FDA0003991672650000046
(2) Equivalent calculation model of negative sequence control loop
Because the direct current side capacitance of the grid-connected double PWM converter is larger, the double frequency pulsation of the direct current bus capacitor voltage is smaller under unbalanced voltage of smaller degree, and a large amount of negative sequence current needs to be injected into the power grid while active or reactive power fluctuation is restrained, so that the unbalanced degree of the grid-side current can be aggravated, the grid-connected converter is nonuniform in heating, and the running control risk of the converter is increased; therefore, a control mode of controlling the negative sequence current of the power grid to be zero is generally adopted in the actual engineering at present, according to a negative sequence current inhibition control strategy of the wind turbine generator after the occurrence of faults, a negative sequence control current loop is often designed by combining a steady-state circuit equation of a main loop, and when a positive and negative sequence decomposition link is added in a control system, the decomposed negative sequence dq axis current is usually adopted
Figure FDA0003991672650000047
Grid-connected point negative sequence voltage->
Figure FDA0003991672650000048
Figure FDA0003991672650000049
Adding a negative sequence current loop and calculating to obtain a negative sequence dq axisInverter voltage modulation signal
Figure FDA00039916726500000410
The negative sequence current reference is typically set to i d * 、i q * The available negative sequence suppression current loop control response equation for 0 is shown in equation (21):
Figure FDA00039916726500000411
wherein: l is the equivalent inductance of the filter between the network side converter port and the grid-connected point;
Figure FDA00039916726500000412
modulating a signal for a negative sequence dq-axis inverter voltage;
Figure FDA00039916726500000413
the actual output current of the converter under the negative sequence dq axis coordinate system is the measured current;
obtained by a negative-sequence current loop in a control system
Figure FDA0003991672650000051
Positive sequence voltage modulation signal obtained with positive sequence current loop
Figure FDA0003991672650000052
Modulating an inverter by using a park inverse transformation to obtain a three-phase voltage modulation signal;
s3, analyzing the relation between the circuit equation decomposition quantity of the inverter outlet voltage and the modulation signal under the dq axis coordinate system
According to the coordinate transformation principle of the outlet voltage of the inverter, in a control system, the generation method of the modulating wave of the outlet voltage of the inverter comprises the following steps: the positive and negative sequence dq axis voltage obtained by the control of the inner loop positive and negative sequence current loop
Figure FDA0003991672650000053
Figure FDA0003991672650000054
Respectively through park inverse transformation and superposition to generate three-phase modulation wave, its value and converter outlet voltage v a 、v b 、v c Equal, there is thus a relationship as shown in the formula (22):
Figure FDA0003991672650000055
the equation (22) is subjected to coordinate transformation including positive and negative sequence decomposition links, and a decoupled positive and negative sequence equation can be obtained by taking the positive sequence equation into consideration when the right part of the equal sign of the equation (22) is subjected to positive and negative sequence decomposition links
Figure FDA0003991672650000056
Relation formula:
Figure FDA0003991672650000057
Figure FDA0003991672650000058
wherein: ", represents convolution;
"." represents the product;
g 1 (t)、g 2 (t) SOGI transfer functions G respectively 1 (s)、G 2 (s) reducing to a time domain expression;
from the formulas (23) and (24), the left-end circuit equation obtains the positive sequence component identical to the formula (9) after the coordinate transformation including the positive and negative sequence decomposition links
Figure FDA0003991672650000059
And then obtainAnd the actual positive sequence component->
Figure FDA00039916726500000510
Is shown in the specific relation of ∈and ∈>
Figure FDA00039916726500000511
The difference relation of the negative sequence components of the outlet voltage of the inverter can be obtained by the same method:
Figure FDA00039916726500000512
Figure FDA00039916726500000513
from the formulae (25) and (26), it can be seen that
Figure FDA0003991672650000061
S4, simultaneous equations are used for obtaining a transient short-circuit current time domain calculation model
The formula (9), the formula (20), the formula (23) and the formula (24) are combined to obtain a compound containing six unknowns
Figure FDA0003991672650000062
The positive sequence time domain short circuit model in the form of a second order differential equation set of six equations is shown in equation (27):
Figure FDA0003991672650000063
the formula (10), the formula (21), the formula (25) and the formula (26) are combined to obtain a compound containing six unknowns
Figure FDA0003991672650000064
Negative sequence time domain short circuit in the form of a second order differential equation set of six equationsThe model is shown in formula (28):
Figure FDA0003991672650000065
for simplified calculation, the difference between the component and the modulation signal is calculated for the inverter outlet voltage
Figure FDA0003991672650000066
Figure FDA0003991672650000067
Fitting is performed, and the fitting result is substituted as a known quantity to be calculated, and then the formula (27) and the formula (28) can be respectively simplified as:
Figure FDA0003991672650000068
Figure FDA0003991672650000069
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Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN117240049A (en) * 2023-09-08 2023-12-15 东南大学 Quick voltage response and transient state ride through control method and system for converter

Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
WO2015035892A1 (en) * 2013-09-10 2015-03-19 国家电网公司 Method for calculating transient short circuit current of dfig set
CN107069800A (en) * 2017-02-21 2017-08-18 华北电力大学 A kind of method for building up of double-fed fan motor short circuit current flow model
CN115313473A (en) * 2022-07-06 2022-11-08 华北电力大学 Fault current analysis method considering inverter positive and negative sequence decoupling control

Patent Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
WO2015035892A1 (en) * 2013-09-10 2015-03-19 国家电网公司 Method for calculating transient short circuit current of dfig set
CN107069800A (en) * 2017-02-21 2017-08-18 华北电力大学 A kind of method for building up of double-fed fan motor short circuit current flow model
CN115313473A (en) * 2022-07-06 2022-11-08 华北电力大学 Fault current analysis method considering inverter positive and negative sequence decoupling control

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN117240049A (en) * 2023-09-08 2023-12-15 东南大学 Quick voltage response and transient state ride through control method and system for converter
CN117240049B (en) * 2023-09-08 2024-03-19 东南大学 Quick voltage response and transient state ride through control method and system for converter

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