Method and device for operating a flow meter

Abstract

The invention relates to a method and a device for operating a flow meter, in particular magnetically inductive flow meters but also capacitive meters, as well as those which comprise electrodes which can be used in order to feed a signal into the fluid to be measured, according to the preamble of patent claim 1. In order to record a diagnosis both of the meter per se, but also of the changes in the constitution or consistency of the flowing medium at any time during measurement operation, according to the invention a signal E1i in the form of a current or a voltage is applied to at least one electrode and, at another electrode E2i which does not receive the signal or is not currently activated, impedances are determined and/or voltage(s) and/or current(s) are measured, wherein these values are set in comparison/ratio with previous values and the status/a perturbation of the device and/or of the measurement medium is deduced first qualitatively and then quantitatively therefrom.

Description

The invention is represented in the drawings and explained in more detail below. In which:

FIG. 1 shows an equivalent circuit diagram of the measurement method according to the invention

FIG. 2 shows gas bubble detection

FIG. 3 shows conductivity measurement

FIG. 4 shows a schematic measurement tube representation in 3D view.

FIG. 1 shows the measurement tube of a flow meter, for example of the inductive or capacitive type, merely schematically and in cross section. Inside the measurement tube, the flowing measurement medium is contacted by electrodes E₁ and E₂ routed from the outside and DC or capacitively coupled to the measurement medium. E₁ and E₂ are the electrodes, E₁ being the electrode on which the actual initiation signal is imposed, for example as an AC signal. E₂, however, measures merely the response signal.

The external interconnection is also schematically represented. Furthermore, a possible equivalent circuit diagram for the impedances existing between the electrodes among themselves and the electrodes and chassis or ground is represented inside the measurement tube.

EXEMPLARY EMBODIMENT

The resistor R is connected in front of the electrode E₂. With the switch S closed, the real ohmic impedance R is therefore grounded in parallel with the impedance Z₂. Measurements are taken once with the switch open and once with the switch closed, specifically the voltage at E₁ as a function of the current and the voltage at E₂ as a function of the current.

The following formal relations are obtained for the two switching states switch S open and switch S closed:

$S:\mathrm{closed}Z_1=\frac{U_{\mathrm{in}}\left(I\right)-U_{E2}\left(I\right)}{I_{E2}\left(I\right)}\mathrm{with}I_{E2}\left(I\right)=\frac{U_{E2}\left(I\right)}{R}$ $S:\mathrm{open}Z_2=\frac{Z_1·U_{E2}\left(I\right)}{U_{\mathrm{in}}\left(U\right)-U_{E2}\left(U\right)}$

All signals are processed with amplitude and phase information ( complex notation in the aforementioned formulae)

The signal evaluation is substantially different to that which has been carried out in known measuring instruments. The impedance determined in this way also does not correspond to the impedance which is measured in the known measuring instrument, since here the impedance of a part of the system is represented by the equivalent circuit diagram.

FIG. 2 describes essentially the measurement mode for the detection of gas bubbles in the flowing medium, which per se do generate a measurement error when not taken into account.

The electric field, or a voltage induced on the electrode E₂, is in this case measured as a function of time. The signal is fed to the electrode E₁, usually an AC signal with a frequency of 2 kHz, at 0.1 V. The output signal or response signal is then measured at E₂. As a formal relation, the standard deviation σ_n of the signal E₂ (for example of the amplitude A) and its evaluation according to formula:

${\sigma }_n=\sqrt{\frac{1}{\left(n-1\right)}\sum _{i=1}^n{\left(A_i-\stackrel{\_}{A}\right)}^2}\left(n>1\right)$

are used.

The lower image part of FIG. 2 illustrates a measurement waveform in which the standard deviation, i.e. the already cleaned noise, is represented as a function of time. Around a mean value with 0% gas bubbles in the measurement medium, the standard deviation σ_n is close to 0. With a gas bubble proportion of 1%, σ already rises significantly to a second plateau above the average value, and likewise with 2% gas bubbles in the measurement medium and so on. This means that this method is very well-suited for the detection of gas bubbles and is moreover very highly reproducible. Even a quantitative inference is possible.

Moreover, the determination of the conductivity aL in the measurement medium furthermore plays a role in respect of FIG. 3. FIG. 3 shows the conductivity plotted as a function of the resistance. The crosses above the measurement diagram stand for the measured values and the conductivity determined from the formal relation. The triangles are the results of the reference measurement of the conductivity with a meter. An excellent match of the two conductivities is obtained in this case.

The formal relation used for this is

${\sigma }_L=\frac{k}{\mathrm{Re}\left(Z\right)}$

Here, k is a geometrical constant. Re(Z) denotes the real part of the impedance Z.

FIG. 4 shows again in a very simplified representation a corresponding measurement tube in longitudinal representation, the electrodes E₁ and E₂ here being placed opposite in the measurement tube wall. These may however be continued in sequence, and optionally also be arranged distributed pairwise along the measurement tube length direction. This gives a three-dimensional measurement field, so that the mass and volume flow rates can also thereby be determined as accurately as possible.

In respect of the undesired covering of the electrodes with adsorbates from the liquid, this is determined by evaluating the imaginary part of the aforementioned impedances and displayed as a measurement series, or the values are stored in an adaptive memory array (not further represented here). Drifts in the impedance values can then be identified, so that deposit formation can in turn be deduced. By ultrasound or electromagnetically fed short-term signals on the electrodes, these can then be freed from the deposit again. In this case, however, it is necessary that the deposits can already be registered very early, that is to say in very thin layers.

For this evaluation, the effect that a deposit formation leads to a very pronounced change of the boundary layer between the electrode and the fluid is physically employed. It is visible as a strong capacitance change, which is visible in the imaginary part of the impedance. This is utilized here.

It should furthermore be mentioned that this method may be employed both for magnetically inductive flow meters and for capacitive flow meters, and all those via which a signal can be fed into the measurement medium by means of electrodes.

Claims

1. A method for operating a flow meter, in particular magnetically inductive flow meters but also capacitive meters, as well as those which comprise electrodes, wherein a signal E1i in the form of a current or a voltage is applied to at least one electrode and, at another electrode E2i which does not receive the signal or is not currently activated, impedances are determined and/or voltage(s) and/or current(s) are measured, wherein these values are set in comparison/ratio with previous values and the status/a perturbation of the device and/or of the measurement medium is deduced first qualitatively and then quantitatively therefrom.

2. The method as claimed in claim 1, wherein the corresponding flow rate value/display is corrected in the event that a status change is determined.

3. The method as claimed in claim 1, wherein a deposit (coating or fouling) which may have formed on the electrode or electrodes or the insulating layer (the so-called liner) is detected from the impedance(s) which is (are) determined.

4. The method as claimed in claim 3, wherein an ultrasound signal or a electromagnetic signal or a heavy-current or high-voltage signal is delivered to the electrodes in order to clean them in the event that a deposit is detected.

5. The method as claimed in claim 1, wherein switching is carried out between measurement and diagnostic cycles.

6. The method as claimed in claim 1, wherein the measurement and diagnostic cycles also temporally overlap and are therefore measured simultaneously with different frequencies, so there the measurement cycle and diagnostic cycle do not perturb each other i.e. their signals would perturbingly interfere.

7. The method as claimed in claim 1, wherein the conductivity of the medium is determined via a current-voltage measurement on at least one electrode.

8. The method as claimed in claim 1, wherein partial filling or gas bubbles, or solids, are deduced from a statistical analysis of the temporal noise of one of the measured signals or a quantity determined therefrom.

9. The method as claimed in claim 1, wherein the asymmetry of a signal when interchanging the functionality of the electrodes or the temporal noise is used in order to determine the installation position of the meter, and a warning or message signal is generated in the event of an incorrect (not according to specification) installation position.

10. The method as claimed in claim 1, wherein the status or a status change can be deduced by forming ratios in particular impedances or their temporal profile (for example in the event of a deposit or fouling or clogging of the system).

11. A magnetically inductive or capacitive flow meter, in which a signal is fed into the fluid to be measured by at least one electrode and a measurement signal is tapped at least at one further electrode, wherein electronic means are provided by which a signal E1i can be applied to at least one electrode and, at another electrode E2i which does not receive the signal or is not currently activated, the impedance is determined and/or voltage and/or current is measurable or determinable, wherein these values can be set in ratio with previous values in an evaluation unit, and a perturbation in the device and/or in the measurement medium are deduced first qualitatively and then quantitatively therefrom, and this can be displayed in a display.

12. The magnetically inductive or capacitive flow meter as claimed in claim 11, wherein the values are stored in an adaptive, data memory together with the respective acquisition time.

13. The magnetically inductive or capacitive flow meter as claimed in claim 11, wherein the determined status/a status change/a perturbation can be forwarded to a superordinate management system via a corresponding data link.

14. The magnetically inductive or capacitive flow meter as claimed in claim 11, wherein electronic means are provided in order to compare the data of measurements, the functionality of the individual electrodes having temporally changed.