RussianPatents.com
|
Method to control static stabilised sources of ac voltage operating in parallel for common load in case of its asymmetry. RU patent 2472269. |
|||||||||||||||||||||
IPC classes for russian patent Method to control static stabilised sources of ac voltage operating in parallel for common load in case of its asymmetry. RU patent 2472269. (RU 2472269):
|
FIELD: electricity. SUBSTANCE: in a control method, based on conversion of instantaneous values of voltage at a common load and output currents of sources from a three-phase abc-system of coordinates into a double-phase dq-system of coordinates, the first and second differential signals are generated by subtraction of accordingly d- and q-components of currents from only two sources, the first and second signals of comparison are generated for d- and q-components of a control signal, stabilising parameters of voltage of direct sequence on the common load and current-distributing loads of direct sequence between sources, in differential signals the final number of harmonic components is identified with maximum amplification ratio, generation of d- and q-components of a control signal is carried out by subtraction of the sum of identified harmonic components accordingly from the first and second differential signals from the first and second signals of comparison, amplitude and phase of modulating signals are generated by reverse conversion of d- and q-components of the control signal from a double-phase dq-system of coordinates into a three-phase abc-system of coordinates. EFFECT: increased evenness of load current distribution between parallel operating sources due to even distribution of current of reverse sequence of a load between sources. 3 dwg
The invention relates to the electrical engineering and power electronics and may be used for constructing systems of generation of electric energy of alternating current, or uninterruptible power supply systems, in which to achieve qualitative indicators output energy used static converters of electrical energy. The primary sources from unstable parameters of input of energy in such systems can serve as a network of industrial frequency with rectifier, synchronous generator with a variable speed of rotation of the shaft with rectifier or source DC voltage: battery, a fuel cell or solar battery. The function of maintenance of qualitative parameters of the generated electric power is vested in the static Converter and output power low pass filter. To increase the capacity and reliability of power supply sources are included in parallel to the overall load. This raises the problem of distribution (uniformly for the same rated power or proportional nominal power sources at different power sources) load voltage between parallel sources. There is a method to control the static stable sources of AC voltage, operating in parallel to the overall load [RF Patent №2381609, H02J 3/46. Way of management of the static stable sources of AC voltage, operating in parallel to the overall load / N. Borodin, S.A. Kharitonov. - Publ. 10.02.2010. - Bul. №4], which is that a measure of the instantaneous voltage values on the total load currents and springs, instantaneous values of the total voltage and current of each source transform of three-phase abc-coordinate systems in a rotating with a constant frequency W, two-phase dq-coordinate system, generate a reference voltage signals for d - and q-components of the overall voltage constant and relevant nominal values of amplitude and phase of General stress, form the first and second additional signals voltage proportional to d - and q-components total voltage, form the first and second differential voltage signals by subtracting the relevant additional voltage signals from the reference voltage signals form the first and second signals comparison voltage integration of first and second differential voltage signals form the first and second control signals voltage summation of the first and second signal comparison voltage signals proportional respectively the first and second differential voltage signals for each of the parallel sources form the first and the second reference signals proportional, respectively, to the first and second control signals voltage with coefficients of proportionality, equal treatment nominal current value of the source to the nominal value of the load current, form the first and second additional signals is proportional, respectively, d and q-components-current source, the first and second differential signals by subtracting the relevant additional signals from the reference signals, the first and second signals comparison by integrating the corresponding differential signals, the first and second control signals by summing the corresponding signals comparison, signals proportional to the first and second differential signals and signals proportional d and q-components of currents sources, form the baseband signals for each source by the conversion of the first and second control signals of the two-phase dq-system of coordinates in a three-phase abc-coordinate system. This method of control of parallel static sources using converting three-phase voltage and current sources from three-phase abc-coordinate system in two-phase rotating dq-a coordinate system and back, using the operations of integration in the formation of signals comparison effectively ensures stabilization of parameters only direct the sequence of General tension and distribution components only direct sequence currents sources with an unbalanced load. The method does not provide the distribution between sources of zero sequence currents arising from asymmetry of the load. Indeed, with an unbalanced load current of each phase a, b, c, each k-th source , can be represented as a sum of components of direct and inverse symmetric and zero sequences [Neiman LR Theoretical foundations of electrical engineering: 2 so the Textbook for high schools. Volume 1 / LR Neumann, HP Demircan. - Leningrad: Energoizdat. Leningrad. separa-tion, 1981. - 536 S.]: where , , - amplitude direct, inverse and zero sequence currents of the k-th source; V - main harmonic frequency component currents; Interval is a phase shift zero-sequence. Convert unbalanced currents of k-source (1) in a rotating with a constant frequency W dq-a coordinate system on the known relationships [Important A.I. Transients machines AC / A.I. the Important. - L: Energiya, Leningrad. separa-tion, 1980. - 256 C.]: where - d - q-components of currents of the k-th source; Phi is a phase shift of the rotating coordinate system relative to the vector direct sequence; , , - instantaneous output phase current sources. Substituting expression (1) in expression (2), we obtain: The last expression (3) show that the use of this method of control with an unbalanced load with the formation of d - and q-making currents of k-source, include the parameters of direct and inverse sequence currents. Direct sequence presented in d - and q-making currents of the k-th source of constant signals, and therefore, when you use when forming signals comparison operations of integration will be distributed in proportion to the nominal current of each source. The reverse sequence of the load current is presented in d - and q-making currents of the k-th root of the second harmonic component, and therefore will be shared between concurrent sources arbitrarily. In addition, there is a method to control the static stable sources of AC voltage, operating in parallel to the overall load [RF Patent №2380820, NM 5/297, NM 7/493, NR 13/00. Way of management of the static stable sources of AC voltage, operating in parallel to the overall load / N. Borodin, S.A. Kharitonov. - Publ. 27.01.2010. - Bul. №3], which is the prototype of the invention consists in that for each source measure instantaneous values of output voltage and current instantaneous value total voltage and output current of each source transform of three-phase abc-coordinate systems in a rotating with a constant two-phase frequency W dq-coordinate system, constitute a reference signals for d - and q-components output voltage source, form the signals is proportional to d - and q-component of the output voltage, form the signals is proportional to d - and q-component of current sources, each source form of the first differential signal by subtracting d-components of current sources and second the differential signal by subtracting q-components of current sources, and above first and second differential signals form, respectively, as the difference d - or q-making currents only two sources, namely the difference between making currents of this and other sources, or difference other components of current sources, and each difference in the formation of the corresponding differential signals is used only once, the first differential signal summarize with the signal that is proportional to d-component of the output voltage, the second differential signal summarize with the signal, proportional q-component of the output voltage, form the first signal comparison by integrating the differential reference signal for the d-component of the voltage source to the total signal corresponding to the difference d-components of current sources, and the second signal comparison by integrating the difference between the reference signal q-component of the voltage source to the total signal corresponding to the difference q-components of current sources, form d - a or q-components of the control signal, form the amplitude and phase modulation reverse conversion of d - and q-the components of the control signal of the two-phase dq-system of coordinates in a three-phase abc-coordinate system. This method also uses the conversion currents source of three-phase abc-coordinate systems in a rotating dq-coordinate system. So it is also fair above ratios (1)...(3), and in the exercise of this control method with an unbalanced load effectively will be distributed components of the load current direct sequence between sources. The reverse sequence of the load current is distributed randomly, and the uneven distribution of load current between the sources is low. In addition, the use of static converters that use, as a rule, pulse-width modulation sources, leads to the appearance in spectra generated voltage and current sources of a wide range of Raman harmonic components: where V - main harmonic frequency component of the modulating signal; V - switching frequency pulse-width modulation; p=1, 2, ...; n=0, 1, .... Some of these harmonics is converted in the reverse sequence, and they will be distributed between the sources are unevenly. Thus, the current distribution of the load between running in parallel sources with an unbalanced load is low due to uncontrolled and arbitrary distribution of the reverse current of the load between running in parallel sources. The task of the invention consists in increasing the uniform distribution of the load current between parallel sources due to an even distribution of current reverse sequence load between sources. This is achieved by the known method of management of the static stable sources of AC voltage, operating in parallel to the overall load when its asymmetry, for each source, measure instantaneous values of output voltage and current, instant total voltage and output current of each source transform of three-phase abc-coordinate systems in a rotating with a constant two-phase frequency W dq-coordinate system, constitute a reference signals for d - and q-components of the output voltage source, generate signals proportional d and q-component of the output voltage, form the signals is proportional to d - and q-component of current sources, each source form of the first differential signal by subtracting d-components of current sources and second differential signal by subtracting q-components currents sources, and above first and second differential signals form, respectively, as the difference d - or q-making currents only two sources, namely the difference between making currents of this and other sources, or the difference between the components of current other sources, and each the difference in the formation of the corresponding differential signals is used only once, the first differential signal summarize with the signal that is proportional to d-component of the output voltage, the second differential signal summarize with the signal that is proportional to q-component of the output voltage, form the first signal comparison by integrating the differential reference signal for the d-component of the voltage source to the total signal corresponding to the difference d-components of current sources, and the second signal comparison by integrating the difference between the reference signal q-component voltage source and the total signal corresponding to the difference between the q-components of current sources, form d and q-components of the control signal, form the amplitude and phase modulation reverse conversion of d - and q-components of the control signal of the two-phase dq-system coordinates in a three-phase abc-coordinate system, in the first and second differential signals allocate finite number of harmonic components with a maximum gain of, and the formation of d - and q-components of the control signal produced by subtracting from the first and second signals compare the amounts allocated harmonic components respectively from the first and second differential signals. Figure 1 shows one possible flowchart that implements the proposed control method. Figure 2 shows the graphs of the results of modeling of the prototype method in parallel work of three converters. Figure 3 shows the graphs of the results of modeling of the proposed method in parallel work of three converters. The block diagram in figure 1 includes N parallel three-phase sources EAST 1 , EAST 2 , ..., EAST N (1, 2, 3) for the total load N (4). Each source includes the source of the reference signal d-component of the output voltage (5) and the source of the reference signal q-component of the output voltage (6), which are connected with the first, umenshenie inputs schemes subtraction (7 and 8). Second, the deductible input circuits subtraction (7 and 8) are connected to the outputs proportional links for d - and q-components of the output voltage and (9, 10). Third, the deductible input circuits subtraction (7, 8) are connected to the outputs proportional links differences d and q-components of current sources and (11, 12). Outputs schemes subtraction (7, 8) connected to inputs integrators and (13, 14). Outputs integrators connected with umenshenie inputs schemes subtraction (15, 16). Deductible input circuits subtraction (15, 16) are connected to the outputs of adders (17, 18). Outputs schemes subtraction (15, 16) connected to inputs reverse converters coordinate PC -1 (19), the outputs are connected to inputs systems impulse-phase control SIFU i (20). Outputs systems impulse-phase control is connected with the power schemes static frequency converters PCH (21). Power circuit transducers are connected to the outputs of sources unstable voltage Uc i (22). Outputs of power schemes through a low-pass filters f i (23), gauges of the instantaneous phase current DTA, DTV, TPA (24 26...) are connected with a total load of N (4) and direct inputs converters coordinate output voltage PC (27). The direct outputs of the converters coordinate output voltage PC (27) connected to inputs proportional links and (9, 10). The outputs of the sensors momentary values of phase currents DTA, DTV, TPA (24 26...) connected to inputs direct converters coordinate output currents PC (28), the outputs are connected to inputs schemes subtraction (blocks 29...34). Outputs schemes subtraction (29...34) connected to inputs corresponding proportional links and (11, 12) and inputs allocation patterns of harmonic components Wp 1 Wp ...p (35...38). Outputs allocation patterns of harmonic components Wp 1 Wp ...p (35...38) connected to the inputs of the relevant adders (17, 18). Load N (4) can be a resistor or a serial or parallel resistor and throttle. Sources of reference signals for the d-component of the output voltage (5) for q-component of the output voltage (6), for example parametric stabilizer (see Sources of power electronic equipment: the manual / Under the editorship of G.S. Neivelt. - M: Radio and communication, 1986). Schema subtraction (units 7, 8, 15, 16 and 29, ..., 34)proportional units (blocks 9, ..., 12), integrators (13, 14) and adders (17, 18) are typical elementary units, known from theory of automatic control (see theory of automatic control. B1. Theory of linear systems of automatic control. Edited by A. A. Voronov. Textbook. the manual for high schools. - M: The High. school, 1977). Inverter coordinate PC -1 (19) implements known of electromechanics and theory of automated electric drive conversion of two dq-coordinate system of coordinates rotating with a constant frequency W, three-phase, with a constant frequency W abc-coordinate system (Important A.I. Transient processes in the machines of alternating current. - Leningrad: Energiya, Leningrad. separa-tion, 1980), and is a multiplier analog signals (Timokiev V.N., Velichko L.M., V.A. Tkachenko Analog multiplier products signals in electronic equipment. - M: Radio and communication, - 1982. - 112 S.). SETH i (20) - standard system impulse-phase control, which implements the principle of vertical management (see V.S. Rudenko, V. Senko, IM Chizhenko. Basics converters. - M: The High. school, 1980). Power circuit static source AC voltage of the inverter (21) can be a direct frequency Converter or serial connection of the rectifier and inverter or inverter (see V.S. Rudenko, V. Senko, IM Chizhenko. Basics converters. - M: The high. school, 1980). Source unstable voltage Uc (22) - industrial network or synchronous generator with variable rotational speed of the rotor or a rechargeable battery. Power filter f (23), for example, the single LC filter in each output phase or With filter on each output phase. Sensors instantaneous phase current (24...26), for example, current transformers. Direct converters coordinate PC (27, 28) implement known of electromechanics and theory of automated electric drive transformation of three-phase values (currents and voltages) of three-phase abc-coordinate system in a rotating with a constant frequency W, d and q-components of the system dq-coordinate (Important A.I. Transient processes in the machines of alternating current. - Leningrad: Energiya, Leningrad. separa-tion, 1980) and are multipliers of analog signals (Timokiev V.N., Velichko L.M., V.A. Tkachenko Analog multiplier products signals in electronic equipment. - M: Radio and communication. - 1982. - 112 S.). Scheme of allocation of harmonic components Wp 1 Wp ...p (35...38) can be a high-profile parts, for example, or ,implemented in analog form (see Theory of automatic control. Part 1. Theory of linear systems of automatic control. Edited by A. A. Voronov. Textbook. the manual for high schools. - M: The High. school, 1977), and to prevent the temperature dependence of the parameters of the links in the digital form (see Sergienko A.B. Digital processing of signalov. - SPb.: Peter. -2006. - 751 S.). The proposed method is as follows. Formed (units 5 and 6) reference signals for the d-component and q-component of the output voltage (5, 6), which is a constant voltage, coming at first, umenshenie inputs relevant schemes subtraction (7, 8). Converters coordinate PC (27, 28) convert three-phase system measured sine values, respectively output voltages and currents (24 26...) sources in rotating with a constant frequency W a system of two d - and q-coordinates, respectively, of voltages or currents ( , ), which represents the sum of DC voltage signal and harmonic components. D and q-components of the output voltage is transmitted through proportional links (9, 10) on the second, umenshenie inputs schemes subtraction (7, 8). D and q-components of currents sources come to the inputs schemes subtracting their sources with a positive sign and the inputs schemes subtracting other sources with a negative sign (29...34). Schema subtraction (29...34) form the difference between d-making currents and the difference between the q-making currents Differential signals through proportional links (11, 12) come on third, umenshenie inputs schemes subtraction (7, 8) and the inputs allocation patterns of harmonic components Wp 1 Wp ...p (35...38). Schema subtraction (7, 8) form the difference corresponding to the reference signal and the corresponding total signals. These tensions come on integrators (13, 14)that form the first (13) and the second (14) signals comparison by integrating the difference between the respective reference and total signals. Scheme of allocation of harmonic components Wp 1 Wp ...p (35...38) allocate from the corresponding differential signals a finite number of harmonic components depending on those frequencies, which are configured schemes, and on the outputs of adders (17, 18) is the sum of the signals allocated harmonic components. Output voltage integrators come on umenshenie inputs schemes subtraction (15, 16). Deductible inputs schemes subtraction (15, 16) receives signals allocated harmonic components. Output signals schemes subtraction (15, 16) come on inverter coordinate PC -1 (19), which establishes a three-phase system modulating stress, the amplitude and the phase of which is determined by the input signals PC -1 (19), that is, the results of the summation. In the system of phase-impulse regulation (20) modulating voltage is converted into a sequence of modulated pulses that provides switching of power switches schemes static source AC voltage of the inverter (21)that converts the energy source unstable voltage Uc i (section 22) AC voltage stable frequency Ω to the parameters controlling voltage SIFU i (20). Power filter f (23) largely exclude high-frequency components of the spectrum of the output voltage and current sources, ensuring their sinusoidally. Increasing the uniform distribution of the load current between parallel sources is due to the fact that there is an allocation in the differential signals harmonic components that define the reverse currents of sources, with maximum gain. Therefore, these components due to the negative feedback is the same. Let us prove that the proposed control method will be aligned currents reverse sequence sources. To do this get the difference images by Laplace d and q-making currents k-th and k+1 sources in closed systems of regulation the sources taking into account these transactions and analyze the ratio of the harmonic components in d - and q-making currents of the k-th and k+1 sources that according to expressions (1) are determined by the inverse sequence currents sources. According to the block diagram in figure 1 image for the Laplace d and q-components of the control signal of the k-th source arriving at the inputs reverse Converter coordinate PC -1 (19)can be represented in the form: where are pictures of reference signals output voltage to th source; , - coefficients proportionality, matching the levels of each of the reference signal and d and q-components of the output voltage of the k-th source; , images of d - and q-stress components on the overall workload; - the coefficients of proportionality, which determine the depth of the regulation on the difference between d - and q-components of current k-th and k+1 sources; , , , image d and q-making currents of the k-th and k+1 sources; - transfer function integrators d and q-components that form the signals of comparison; W pi (s) is the transfer function of the schemes of allocating the i-th harmonic component in the differential signals; p - the amount of harmonic components in the differential signals. Inverter coordinate PC -1 (19) performs conversion of two-phase dq-system of coordinates in a three-phase abc-coordinate system on the known relationships [Important A.I. Transient processes in the machines of alternating current. - L: Energiya, Leningrad. separa-tion, 1980]: where , , is instantaneous phase modulation of signals in abc-coordinate system k-source; L -1 {...} - operation inverse Laplace transform; where , is the sum of all other elements included in the expressions (14) and (15)containing variables and transfer functions with shifted by + jΩ and ±j2Ω complex variable S and d and q-components of voltage on the overall workload and appropriate reference signal; ;Express the difference between d - and q-components of current sources with parallel operation of two sources (N=2) expression (16) for k=1, 2: Analysis of expressions (17) and (18) shows that in the numerator of these expressions is the sum of the transfer functions of allocation patterns of harmonic components W pi (s) included in the first degree, and the denominator in the second. Scroll in expressions (17) and (18) transfer functions for the i-th harmonic component ω i , in the form of: Here is the expression (19) to a common denominator and define the difference harmonics ω i in d - and q-components of current sources. To do this, we will substitute the expressions (17) and (18) s=j·ω and i consider that the values of all the others, except corresponding to the expression (19), the transfer functions modulation i will take the final value. The amount on the frequency s=j·ω i will be zero. Therefore, the expression (17) and (18) when s=j·ω i converted to the form: The last expression (20) shows that the selected harmonic components from the differences in d - and q-components of current sources with the proposed control method will be equal. Consequently, reverse currents of sources, which determine these harmonics, will also be equal. With a larger number of parallel sources (N>2) expressions for the difference d and q-components of current sources will be more complicated than expressions (17) and (18). But the maximum number of works for the transfer functions of allocation patterns of harmonic components of the numerator will be in these ratios less per unit of the relevant maximum number of works for the transfer functions of allocation patterns of harmonic components of the denominator. The result will be performed ratio: Figure 2 presents plots of stress on the total load currents and sources obtained from simulation package PSim parallel operation of three sources for the total load for the prototype method. Static converters - inverter PWM. Output frequency 400 Hz, the frequency of 20 kHz, nominal current voltage is 115 V, load resistance: phase A - 1,65 Ohm, phase b and C - idle (1 MW). Figure 2 presents: instantaneous phase voltage on the total load ulo(A), u(B), UN(C) (first schedule), instantaneous values of currents loaded phase And three sources I 1 (A), I 2 (A), I, 3 (A) (second schedule), effective values of phase currents And sources I 1eff (A), I 2eff (A), I 3eff (A) (third schedule), instantaneous values of d - and q-making currents the first source d(1), q(1) (fourth schedule), second d(2), q(2) (fifth schedule) and third d(3), q(3) (sixth schedule) sources. Figure 3 presents similar graphs of these variables in the implementation of the proposed control method, selecting the second harmonic component (800 Hz) differences in d - and q-making currents in each source. The simulation results show that with the implementation of the proposed control method is the alignment of the instantaneous values of current sources (the second graphics) and current values of current sources (third graphics). Thus, the proposed method increases the uniform distribution of the load current between parallel sources due to an even distribution of current reverse sequence load between sources. Way of management of the static stable sources of AC voltage, operating in parallel to the overall load when it is unbalance, which is that for each source measure the instantaneous values of output voltage and current instantaneous value total voltage and output current of each source transform of three-phase abc-coordinate systems in a rotating with a constant two-phase frequency W dq-coordinate system, constitute a reference signals for d - and q-components of the output voltage of the source form of the signals is proportional to d - and q-components of the output voltage, form the signals is proportional to d - and q-component of current sources, each source form of the first differential signal by subtracting d-components of current sources, and second differential signal by subtracting q-components of current sources, with these first and second differential signals form respectively as the difference d - a or q-making currents only two sources, namely, the difference between making currents of this and other sources, or the difference between the components of current other sources, and each difference in the formation the corresponding differential signals is used only once, the first differential signal summarize with the signal that is proportional to d-component of the output voltage, the second differential signal summarize with the signal that is proportional to q-component of the output voltage, form the first signal comparison by integrating the differential reference signal for the d-component of the voltage source to the total signal corresponding to the difference d-components of current sources, and the second signal comparison by integrating the difference between the reference signal q-component of the voltage source and total signal corresponding to the difference q-components of current sources, form d and q-components of the control signal, form the amplitude and phase modulation reverse conversion of d - and q-components of the control signal of the two-phase dq-system of coordinates in a three-phase abcthe coordinate system, characterized in that in the first and second differential signals allocate finite number of harmonic components with a maximum gain of, and the formation of d - and q-components of the control signal produced by subtracting from the first and second signals comparison the amount allocated harmonic components respectively from the first and second differential signals.
|
© 2013-2014 Russian business network RussianPatents.com - Special Russian commercial information project for world wide. Foreign filing in English. |