CN113866628B - Switch state analysis method based on current and voltage double-phase sequence comparison - Google Patents
Switch state analysis method based on current and voltage double-phase sequence comparison Download PDFInfo
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- G01—MEASURING; TESTING
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Abstract
The invention provides a switch state analysis method based on current and voltage double-phase sequence comparison, 1) detecting current and voltage on upper and lower side lines of a switch subjected to double-phase sequence comparison by using a current meter and a voltage meter, and carrying out harmonic analysis; 2) According to the formulas of fundamental wave sinusoidal current and fundamental wave sinusoidal voltage, five points are respectively taken in each period on the obtained fundamental wave current graph and the obtained fundamental wave voltage graph through the formulas of periodic signals; 3) Connecting five points in each period on the fundamental wave current graph and the fundamental wave voltage graph, and changing the current and voltage harmonic graph into current and voltage triangular waves; 4) And a fixed direct current component is coupled on the triangular wave graph, and the time sequences of the direct current component, the current and voltage crossing values are identical, namely the points on the corresponding lines at the upper end and the lower end of the same switch. The power states of the upper side and the lower side of the switch are determined through comparison of the current and the voltage double-phase sequences, so that the method is simple and feasible, the occurrence of the phenomenon of line burnout is effectively reduced, and the cost consumption is reduced.
Description
Technical Field
The invention relates to the technical field of transformer switches, in particular to a switch state analysis method based on current and voltage double-phase sequence comparison.
Background
The requirements on the reliability of electricity consumption are relatively improved, uninterrupted and reliable power distribution live working is ensured, the stable development of various enterprises in China is promoted, the importance of the power distribution live working is highlighted, and the improvement of the reliability of power supply is a particularly important and difficult task. When live working is carried out, one section of power supply needs to be disconnected, and because a user supplies power, a load (a generator or other power supplies) is added to one end of the disconnected power supply, and at the moment, the upper end and the lower end of a switch between the generator and the load are required to be consistent, and the switch synchronization of an external power supply for live working is required.
Disclosure of Invention
In order to solve the technical problems of the background technology, the invention provides a switch state analysis method based on current and voltage double-phase sequence comparison, which is simple and feasible, effectively reduces the occurrence of line burning phenomenon and reduces the cost consumption by determining the power states of the upper side and the lower side of a switch through the current and voltage double-phase sequence comparison.
In order to achieve the above purpose, the invention is realized by adopting the following technical scheme:
a switch switching state analysis method based on current and voltage double phase sequence comparison comprises the following steps:
1) Detecting current and voltage on the upper and lower side lines of the switch which are compared with each other by using a current meter and a voltmeter, and carrying out harmonic analysis;
2) According to the formulas of fundamental wave sinusoidal current and fundamental wave sinusoidal voltage, five points are respectively taken in each period on the obtained fundamental wave current graph and the obtained fundamental wave voltage graph through the formulas of periodic signals;
3) Connecting five points in each period on the fundamental wave current graph and the fundamental wave voltage graph, and changing the current and voltage harmonic graph into current and voltage triangular waves;
4) And a fixed direct current component is coupled on the triangular wave graph, and the time sequences of the direct current component, the current and voltage crossing values are identical, namely the points on the corresponding lines at the upper end and the lower end of the same switch.
Further, the harmonic analysis in the step 1) specifically includes:
setting: the three phases of harmonic current at the upper end of the switch are respectively I A 、I B 、I C The three phases of the harmonic voltage at the upper end of the switch are U respectively A 、U B 、U C The three phases of the harmonic current at the lower end of the switch are respectively I a 、I b 、I c The three phases of the harmonic voltage at the lower end of the switch are U respectively a 、U b 、U c ,;
A periodic current is decomposed by fourier transformation into a linear superposition of a direct current component I0 and sinusoidal currents of different frequencies:m is the number of Fourier times, ω is the angular frequency; the three-phase harmonic current at the upper end of the switch and the three-phase harmonic current at the lower end of the switch are converted by using the formula;
similarly, a periodic voltage is decomposed by fourier transform into a linear superposition of a dc component U0 and a sinusoidal voltage of different frequencies:m is the Fourier frequency, ω is the angular frequency, and the three-phase harmonic voltages at the upper end of the switch and the three-phase harmonic voltages at the lower end of the switch are transformed by the formula.
Further, the five points in the step 2) are respectively:
the fundamental current is (0, 0), (pi/2, I) 1 ),(0,π),(3π/2,-I 1 ),(2π,0);
The fundamental voltage is (0, 0), (pi/2, U) 1 ),(0,π),(3π/2,-U 1 ),(2π,0)。
Further, the step 4) of coupling a fixed direct current component to the triangular wave pattern specifically includes:
in the obtained current triangle wave image, i=i is taken 1 2 and i= -I 1 2, counting the intersection points of the current triangular wave image and the two straight lines;
in the obtained voltage triangle wave image, u=u is taken 1 2 and u= -U 1 2, counting the intersection points of the voltage triangular wave image and the two straight lines;
upper three-phase current I of switch A 、I B 、I C Three phases of harmonic current at the lower end of the switch are respectively I a 、I b 、I c Comparing the obtained intersection points, wherein the intersection points are identical, namely the points on the corresponding lines at the two ends of the same switch;
three-phase voltage U at upper end of switch A 、U B 、U C The three phases of the harmonic voltage at the lower end of the switch are U respectively a 、U b 、U c And comparing the obtained intersection points, wherein the intersection points are identical, namely the points on the corresponding lines at the two ends of the same switch.
Compared with the prior art, the invention has the beneficial effects that:
1) The invention determines the power supply states of the upper side and the lower side of the switch by comparing the current and the voltage double phase sequences, and is simple and effective;
2) The circuit burning phenomenon is effectively reduced, the cost consumption is reduced, the occurrence of fire is reduced, and the safety of lives and properties of people is ensured.
Drawings
FIG. 1 is a flow chart of a method for analyzing the switching state of a switch based on current and voltage double phase sequence comparison;
fig. 2 is a plot of the harmonic, triangular, fixed dc component of the voltage/current of an embodiment of the present invention.
In the figure: the 1-fundamental current/fundamental voltage curve 2-harmonic curve takes five points 3-DC component 4-current and voltage triangle 5-crossing values every cycle.
Detailed Description
The following detailed description of the embodiments of the invention is provided with reference to the accompanying drawings.
As shown in fig. 1-2, a switch switching state analysis method based on current and voltage double phase sequence comparison comprises the following steps:
1) Detecting current and voltage on the upper and lower side lines of the switch which are compared with each other by using a current meter and a voltmeter, and carrying out harmonic analysis 1;
2) According to the formulas of fundamental wave sinusoidal current and fundamental wave sinusoidal voltage through the formulas of periodic signals, five points 2 are respectively taken in each period on the obtained fundamental wave current graph and the fundamental wave current/fundamental wave voltage curve 1 of the fundamental wave voltage graph;
3) Five points 2 in each period on the wiring fundamental wave current diagram and the fundamental wave voltage diagram change the current and voltage harmonic diagram into current and voltage triangular wave 4;
4) A fixed direct current component 3 is graphically coupled to the triangular wave 4,
5) Judging: the direct current component 3 and the current and voltage crossing value 5 have the same time sequence, namely the points on the corresponding lines at the upper end and the lower end of the same switch.
The specific implementation process of the method is as follows:
the harmonic analysis of step 1) is specifically:
setting: the three phases of harmonic current at the upper end of the switch are respectively I A 、I B 、I C The three phases of the harmonic voltage at the upper end of the switch are U respectively A 、U B 、U C The three phases of the harmonic current at the lower end of the switch are respectively I a 、I b 、I c The three phases of the harmonic voltage at the lower end of the switch are U respectively a 、U b 、U c ,;
A periodic current is decomposed by fourier transformation into a linear superposition of a direct current component I0 and sinusoidal currents of different frequencies:m is the number of Fourier times, ω is the angular frequency, and t is the time; the three-phase harmonic current at the upper end of the switch and the three-phase harmonic current at the lower end of the switch are converted by using the formula;
similarly, a periodic voltage is decomposed into a DC component U0 and sinusoidal voltages of different frequencies by Fourier transformationIs a linear superposition of:m is the Fourier frequency, ω is the angular frequency, t is the time, and the three-phase harmonic voltages at the upper end of the switch and the three-phase harmonic voltages at the lower end of the switch are transformed by the formula.
The step 2) is specifically as follows:
from the formula of the periodic signal, we can know that the formula of the fundamental sine current is i=i 1 sin(ωt+φ 1 ) According to this formula we take five points 2 on the resulting fundamental current plot, which are:
the fundamental current is (0, 0), (pi/2, I) 1 ),(0,π),(3π/2,-I 1 ),(2π,0)。
The formula of the fundamental sine voltage is u=u 1 sin(ωt+φ 1 ) According to this formula we take five points 2 on the resulting harmonic voltage plot, which are:
the fundamental voltage is (0, 0), (pi/2, U) 1 ),(0,π),(3π/2,-U 1 ),(2π,0)。
In the embodiment of fig. 2, the fundamental current and fundamental voltage curve 1 are located at the same point.
The step 3) is specifically as follows:
referring to fig. 2, the current and voltage harmonic diagram is formed into triangular wave 4 of current and voltage by connecting five points 2 in each period above the fundamental wave current diagram and the fundamental wave voltage diagram.
The triangular wave pattern in the step 4) is coupled with a fixed direct current component 3 specifically as follows:
in the obtained current triangle wave 4 image, i=i is taken 1 2 and i= -I 1 2, counting the intersection points of the current triangular wave image and the two straight lines;
in the obtained voltage triangle wave 4 image, u=u is taken 1 2 and u= -U 1 2, counting the intersection points of the voltage triangular wave image and the two straight lines;
in the embodiment of fig. 2, the two straight lines of the dc component 3 in the triangle wave 4 pattern of the current and voltage are identical in position.
Step 5) judging:
and (3) performing the operation on the voltages of all the measured points in the experiment, and comparing the obtained intersection points (the intersection value 5), wherein the intersection points are identical, namely the points on the two end lines of the same switch.
Upper three-phase current I of switch A 、I B 、I C Three phases of harmonic current at the lower end of the switch are respectively I a 、I b 、I c Comparing the obtained intersection points (5) and obtaining the same intersection point which is the point on the corresponding line of the two ends of the same switch;
three-phase voltage U at upper end of switch A 、U B 、U C The three phases of the harmonic voltage at the lower end of the switch are U respectively a 、U b 、U c And comparing the obtained intersection points (the intersection value 5), wherein the intersection points are identical, namely the points on the corresponding lines at the two ends of the same switch.
Comprehensive analysis
The analysis of the current and the voltage are combined, and only the pattern of the points on the two lines of the same switch is the pattern of the points on the two lines of the same switch. The method for analyzing the switching state of the switch by comparing the current and voltage double phase sequences effectively reduces the occurrence of the phenomenon of line burning, reduces the cost consumption, simultaneously reduces the occurrence of fire and ensures the safety of lives and properties of people.
The above examples are implemented on the premise of the technical scheme of the present invention, and detailed implementation manners and specific operation processes are given, but the protection scope of the present invention is not limited to the above examples. The methods used in the above examples are conventional methods unless otherwise specified.
Claims (2)
1. The switching state analysis method based on the comparison of the current and voltage double phase sequences is characterized by comprising the following steps:
1) Detecting current and voltage on the upper and lower side lines of the switch which are compared with each other by using a current meter and a voltmeter, and carrying out harmonic analysis;
2) According to the formulas of fundamental wave sinusoidal current and fundamental wave sinusoidal voltage, five points are respectively taken in each period on the obtained fundamental wave current graph and the obtained fundamental wave voltage graph through the formulas of periodic signals;
3) Connecting five points in each period on the fundamental wave current graph and the fundamental wave voltage graph, and changing the current and voltage harmonic graph into current and voltage triangular waves;
4) Coupling a fixed direct current component on the triangular wave graph, wherein the time sequences of the direct current component, the current and voltage crossing values are identical, namely the points on the corresponding lines at the upper end and the lower end of the same switch;
the five points of the step 2) are respectively:
the fundamental current is (0, 0), (pi/2, I) 1 ),(0,π),(3π/2,-I 1 ),(2π,0);
The fundamental voltage is (0, 0), (pi/2, U) 1 ),(0,π),(3π/2,-U 1 ),(2π,0)。
The step 4) of coupling a fixed direct current component on the triangular wave graph specifically comprises the following steps:
in the obtained current triangle wave image, i=i is taken 1 2 and i= -I 1 2, counting the intersection points of the current triangular wave image and the two straight lines;
in the obtained voltage triangle wave image, u=u is taken 1 2 and u= -U 1 And (2) counting the intersection points of the voltage triangular wave image and the two straight lines.
2. The method for analyzing the switch state based on the comparison of the current and the voltage double phase sequences according to claim 1, wherein the harmonic analysis in the step 1) is specifically as follows:
setting: the three phases of harmonic current at the upper end of the switch are respectively I A 、I B 、I C The three phases of the harmonic voltage at the upper end of the switch are U respectively A 、U B 、U C The three phases of the harmonic current at the lower end of the switch are respectively I a 、I b 、I c The three phases of the harmonic voltage at the lower end of the switch are U respectively a 、U b 、U c ,;
One or more ofThe periodic current is decomposed by fourier transformation into a linear superposition of a direct current component I0 and sinusoidal currents of different frequencies:m is the number of Fourier times, ω is the angular frequency; the three-phase harmonic current at the upper end of the switch and the three-phase harmonic current at the lower end of the switch are converted by using the formula;
similarly, a periodic voltage is decomposed by fourier transform into a linear superposition of a dc component U0 and a sinusoidal voltage of different frequencies:m is the Fourier frequency, ω is the angular frequency, and the three-phase harmonic voltages at the upper end of the switch and the three-phase harmonic voltages at the lower end of the switch are transformed by the formula.
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JPH0298675A (en) * | 1988-10-05 | 1990-04-11 | Kawasoo Tekuseru Kk | Phase checker |
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