Other advantages and features will become more clearly apparent from the following description of particular embodiments of the invention, given as non-restrictive examples only and represented in the accompanying figures.
The embodiment of the method of the invention represented in
The predetermined phase generally corresponds to a phase of the installation for which the values of the samples are incorrect, whatever the reason for which these values are incorrect, for example the measuring sensor on said phase is faulty, disconnected or non-existent.
A first acquisition step 1 enables electrical signals, i.e. a current I, to be obtained from a current sensor fitted on the correct phases of the installation only. In other embodiments that are not represented, the acquisition step can be an acquisition on all of the phases of the installation, the values of the samples of the predetermined phase being the object of correction by the method of the invention.
What is meant by correct phase is a phase for which the values of the samples are initially correct or representative of the electrical signal measured on said phase. In the multiphase installation on which the method of the invention is implemented, all the phases of the installation are called correct phases, except for the predetermined phase. In certain cases, the samples of the predetermined phase can be correct, the method thus enabling the values of the samples of the predetermined phase to be confirmed or verified.
The electrical signals I of each correct phase are then sent in an analog processing step 2, in this instance involving low-pass analog filtering, during which these electrical signals are processed so as to eliminate the high-frequency components. The low-pass filter used generally comprises a sufficiently high cut-off frequency to eliminate the noise of the electrical signals.
After analog processing 2, the electrical signals are sampled in a step (a) wherein current samples IK are successively supplied on each of the phases. This step (a) is represented in the flowchart of
The samples IK are supplied successively on each of the phases and in cyclic manner. Each sample is thus associated with a sampling index K and with a sampling time equal to the value of the index K multiplied by the sampling period Te.
After sampling, a sufficient number of current samples IK are therefore available to be able to reconstitute the samples of the predetermined phase or to correct the values of said samples. This sufficient number of samples can correspond to the storage capacity of a processing unit of a sampling device dedicated to implementation of the sampling method. The number Nmax of samples necessary to correct the values of the samples of the predetermined phase, with an acceptable precision, is determined in a subsequent step of the method. This number Nmax of necessary samples is obviously lower than or equal to the number of samples able to be stored in the memories of the processing unit of the sampling device.
In other embodiments, the step 3 of supplying samples can be a simple acquisition of samples already stored in memories and constitute, in this case, the first step of this method.
The samples IK of the electrical signals are then sent to a determination step 4 of the fundamental period Ts of the electrical signals. The fundamental period Ts can be determined by any means known to those specialized in the art. This step of determining the fundamental period Ts can be optional, it being set down that the fundamental period corresponds to the inverse of a known frequency of the power system.
For example, to determine the fundamental period Ts, or the fundamental frequency fs which is equal to the inverse of the period, we can base ourselves on determination of the period of the electrical signals over a sufficiently large time span. This generally begins by checking the sign of each sample of a voltage or current signal and, as soon as the sign of this signal changes, a first time to corresponding to the first zero crossing of this signal is stored in a memory. This process is repeated for a number of zero crossings equal to 2K+1, corresponding to K elapsed fundamental periods Ts of the signal, retaining only the time of the last zero crossing, t2K+1. In this way, the fundamental frequency of the signals can be determined by the following formula:
From the fundamental period determined in step 4, the number Ne of samples supplied during a fundamental period is determined in a step 5 of the method of the invention. In general, the number Ne of samples supplied during a fundamental period equal to the sum of one and of the number of integral sampling periods Te during a fundamental period Ts. The number Ne of samples can be determined by the following formula:
i.e. by determining the integral part by default of the ratio of the fundamental period Ts over the sampling period Te. It should be noted that the samples supplied during a fundamental period Ts do not correspond to the consecutive samples of any one phase, but to the samples successively supplied on each of the phases of the installation.
From the fundamental period determined in step 4, a reconstituted period G is determined in a step 6. This reconstituted period G corresponds to the difference between the superposed samples IK on one and the same fundamental period. Superposition of the samples on one and the same fundamental period is a subsequent step of the method of the invention involving positioning of each sample of a correct phase over one and the same fundamental period. This superposition step is described in the following in a more detailed manner. The step 6, for its part, enables a reconstituted period G to be previously determined, this period being used by the method of the invention in the subsequent superposition step. The reconstituted period G determined in step 6 is substantially equal to the difference between the product of the sampling period Te by the number Ne of samples supplied during a fundamental period Ts and the fundamental period Ts. The reconstituted period can thereby be determined by the following formula: G=Ne*Te−Ts
From the fundamental period determined in step 4, the number Nmax of samples necessary to correct values of the samples of the predetermined phase with an acceptable precision is determined in a step 7. This number Nmax of necessary samples is substantially equal to an integer of fundamental periods during which sampling is performed. This number is determined according to the total sampling time Tmax, for example by means of the following formula:
At least a part of the samples of each correct phase supplied in step 3 are then superposed on one and the same fundamental period of said phase. This superposition step constitutes step (b) of the method of the invention, represented in the flowchart of
The superposition step is illustrated by the graphs represented in
Superposition of the samples of a phase on the same fundamental period involves determining a relative time, for each of these samples, that corresponds to the temporal position of the sample with respect to a time reference of said fundamental period. Generally, this time reference is defined with respect to the sampling time of the first sample of the phase involved.
In the case illustrated in
The samples of the phase P1 are therefore separated by a time of 4 ms which corresponds to the reconstituted period determined in step 6 of the method of
The superposition step 8 is followed by a step 9 of determining a limit Lj for each of the correct phases of the installation, said limit being equal to the value of the sampling index K of a sample ILj, for which the difference between the relative time associated with said sample and the sampling time associated with the first sample of the predetermined phase is minimized. This step 9 of the embodiment represented in
According to a preferred embodiment, the superposition step 8 and the step 9 of determining a limit Lj are performed for each of the correct phases of the installation by the same iterative process in which the superposition index M is incremented. This iterative process of steps 8 and 9, corresponding to the superposition step (b) and to the step (c) of determining a limit Lj, is performed according to the flowchart represented in
The iterative process, for a given correct phase, and for each sample of said correct phase, comprises:
In more detailed manner, the step 102 of determining a corrected time difference J(M) begins, for a sample of the correct phase considered, by determination of the relative time associated with said sample, defined with respect to the first sample of said correct phase, by multiplying the reconstituted period G by the superposition index M.
Then, for this same sample of the correct phase considered, a time difference associated with said sample is determined, between the relative time, i.e. the product G*M of the reconstituted period G by the superposition index M, and the sampling time associated with the first sample of the predetermined phase. In the case of an installation with four phases P1, P2, P3 and N, and considering that the phase P2 is the predetermined phase, the time difference associated with a sample of the correct phases P1, P3 and N is substantially equal to the difference between the product G*M and a constant Cj varying according to the phase j considered. For the phase P1, the constant Cp1 is equal to once the sampling period Te, the latter being counted positively due to the fact that the first sample of the predetermined phase P2 is lagging by once the reconstituted period with respect to the first sample of the phase P1. For the phase P3, the constant CP3 is equal to once the sampling period Te, the latter being counted negatively due to the fact that the first sample of the predetermined phase P2 is leading by once the reconstituted period with respect to the first sample of the phase P3. For the phase N, the constant CN is equal to twice the sampling period Te, the latter being counted negatively due to the fact that the first sample of the predetermined phase P2 is leading by twice the reconstituted period with respect to the first sample of the phase N. Thus, in the case of an installation with four phases P1, P2, P3 and N, and considering that the phase P2 is incorrect, the time differences associated with a sample of the correct phases P1, P3 and N are respectively equal to G*M−Te, G*M+Te and G*M+2Te.
Then, for this same sample of the correct phase considered, a correction of the time difference is made to express this difference over one and the same fundamental period. Thus, when the time difference associated with a sample is greater than the fundamental period, said difference is corrected by determining a remainder that corresponds to the rest of said difference divided by the fundamental period Ts to obtain an integer. This remainder can also be expressed by a mathematical function, known by the name of modulo, by a formula of the type Mod(a,b)=a−b*INT(a/b), the function INT(a/b) corresponding to the integer part by default of a/b. Thus, in the case of an installation with four phases P1, P2, P3 and N, and considering that the phase P2 is incorrect, the corrected time differences J(M) associated with a sample of the correct phases P1, P3 and N are respectively equal to Mod(G*M−Te,Ts), Mod(G*M+Te,Ts) and Mod(G*M+2Te,Ts).
Steps 8 and 9 involving superposition and determination of a limit Lj, dealt with in detail above by the description of
Step 10 of selection of a series of consecutive samples on each of the correct phases is followed by a step 11 of correction of a series of the first consecutive samples of the predetermined phase, the number of samples of said series being equal to the number Ne of samples supplied during a fundamental period. The series of the first samples of the predetermined phase is corrected from the values of the samples of the series selected in the previous step 9. This step 11 of the embodiment represented in
In this correction step (11) or (e), each sample of the series of the first samples of the predetermined phase can be corrected from samples having the same rank of the series of consecutive samples of each of the correct phases. The method of the invention does in fact enable series of Ne consecutive samples to be determined, on each of the phases of the installation, for which the samples of the same rank of each of said series can be considered to have been supplied substantially at the same time, or more exactly, with a minimized time difference. Taking the laws of electricity governing the electrical signals of each of the phases into consideration, it is therefore possible, from the set of samples having the same rank on each of the series, to correct the sample of the predetermined phase according to the other samples of the correct phases.
In the embodiment of
The sampling device of the invention is represented in
As represented in
The processing means 202 perform correction of the samples of the predetermined phase from samples of the correct phases by means of the sampling method described in the above. These processing means comprise a memory module, not represented, for storing the current samples of each of the phases.
One advantage of the invention is in particular to minimize the size of this memory module of the processing means.
Another advantage of the invention is the absence of synchronization of the sampling frequency, which in particular enables the processing means to be simplified.
Number | Date | Country | Kind |
---|---|---|---|
06 04944 | Jun 2006 | FR | national |