FLOW METER FOR MEASURING FLOW VELOCITY IN OIL CONTINUOUS FLOWS

Abstract

Flow meter and method for measuring the flow velocity of an oil continuous multiphase flow, said flow including water droplets. The flow meter including at least one magnetic field generator configured to provide a magnetic field with a known strength into said flow, the flow meter also including at least one sensor for measuring the charge at the sensor relative to a ground level, the sensor being positioned at a distance from the center of the magnetic field axis and the flow axis, in essentially the same axial position as the magnetic field axis, wherein the meter also including a calculating means for calculating a measure of the flow velocity based on the measured charge.

Claims

1-15. (canceled)

16. A flow meter for measuring the flow velocity of water in a non-conductive oil continuous multiphase flow, the flow meter including at least one magnetic field generator configured to provide a magnetic field with a known strength into the flow, the flow meter also including at least one sensor for measuring the charge at the sensor relative to a ground level, the sensor having low impedance circuitry and being positioned at a distance from the center of the magnetic field axis and the flow axis, in essentially the same axial position as the magnetic field axis, wherein the flow meter also including a calculating means for calculating a measure of the flow velocity based on the measured charge.

17. The flow meter according to claim 16, wherein the at least one sensor is positioned at a distance in the perpendicular direction from the axis of the flow as well as the magnetic field.

18. The flow meter according to claim 16, including at least two sensors positioned on opposite sides of the pipe and magnetic field.

19. The flow meter according to claim 16, wherein the magnetic field has a time varying magnetic field strength, the flow meter being configured to measure the response of the varying field on the at least one sensor.

20. The flow meter according to claim 16, wherein the at least one sensor is positioned in the pipe wall being electrically insulated from the flow.

21. The flow meter according to claim 16, wherein the at least one sensor is positioned in the pipe wall being in electrical contact with the flow.

22. The flow meter according to claim 16, including a plurality of sensors distributed along the inner pipe surface, the sensors being connected to a measuring instrument for determining the water velocity distribution over the flow cross section.

23. The flow meter according to claim 16, including a water volume fraction measuring instrument, measuring the water content of the flow, the calculation means being adapted to calculate the water velocity also based on the determined water content.

24. The flow meter according to claim 16, including a storage device including predetermined information including the water content of the fluid flow, the calculation means being adapted to calculate the water velocity also based on the predetermined water content.

25. The flow meter according to claim 16, wherein the calculation unit is calibrated based on known flow conditions, measuring the velocity of the water based on the measured deviations from the known flow conditions.

26. A method for measuring the flow velocity of water in a non-conductive hydrocarbon continuous fluid flow in a pipe the fluid, the method including the steps of: applying a magnetic field across the fluid flow using a sensor at the pipe wall positioned outside the magnetic field axis measuring the charge at the sensor, the sensor having low-impedance circuitry, calculating the water flow velocity based on the measured charge at the sensor.

27. The method according to claim 26, wherein the water flow velocity is calculated based on measured charge and the water volume fraction WVF of the flow.

28. The method according to claim 27, also including the step measuring the WVF of the flow prior to the calculation.

Description

[0007] The present invention will be described below with reference to the accompanying drawings illustrating the invention by way of examples.

[0008] FIG. 1a,b illustrates the measurements according to the prior art, e.g. as presented in U.S. Pat. No. 9,163,967.

[0009] FIG. 2a,b illustrates the measurements according to the present invention.

[0010] FIG. 3a-e illustrates the effects of the magnetic field on the water droplets in the flow according to the invention.

[0011] FIG. 4 illustrated the practical implementation of the present invention.

[0012] FIG. 5 illustrates the relationship between water velocity, WVF and voltage measured according to the present invention.

[0013] In the basic relation is of the known art is illustrated in FIG. 1a, illustrating the cross section of a pipe 1 with at least one electrode 2 used for measuring the velocity. Two coils B1,B2 are used to generate an essentially homogenous magnetic field B extending through the pipe 1, the pipe material being chosen so as not to disturb the magnetic field B. The measuring principle is based on the fact that as the water continuous fluid 4a, possibly including oil droplets 4b, flows through the magnetic field B Faradays law of induction states that an induced voltage is created when a moving conductor such as the water continuous flow passes through the magnetic field. This is indicated in FIG. 1a as the positive and negative changes +/− at the pipe wall 1. The voltage induced by this can be measured at electrodes 2 positioned at a distance from the magnetic field axis and flow axis, the voltage thus corresponds to

ΔE=kBvD

[0014] ΔE is the potential between the two opposite electrodes, k is a calibration constant, B is magnetic field strength, v is the water velocity and D is the distant between the two-measuring electrode. The water velocity, v, can be simply calculated. It has been demonstrated, as discussed in U.S. Pat. No. 9,163,967, that a good performance may be achieved using the magnetic field and voltage measurements to measure water velocity in multiphase flow. The measured differential voltage is a function of local water velocity and local water volume fraction (WFV). Thus measured difference in potential is expressed as

ΔE=f(v.sub.ij,wvf.sub.ij)

[0015] As can be seen in the lower part of FIG. 1b the potential at the electrode 2 may be measured using well known circuitry 2b.

[0016] In FIG. 1a the velocity electrode 2 is constituted by one of a number of electrodes e1-e6, e.g. used for permittivity measurements, which also can be used for velocity measurements at other positions relative to the magnetic field axis and thus also provide information about the velocity distribution over the pipe cross section.

[0017] The present invention is illustrated in FIG. 2a,b, where magnetic field B is applied by to coil B1,B2 to provide an homogenous magnetic field B with a defined direction through a pipe 1 with an oil-continuous multiphase flow 3b containing droplets of water 3a. The necessary amount of water will depend on the flow conditions and the accuracy of the measurements, but with a stable water content the relative differences in the measurements will provide an indication of the flow velocity of the fluid.

[0018] In addition to the Faradays law the droplets 3a in the oil continuous flow 3b the Lorentz force will apply combining the electric and magnetic force on the electrical charge in the water droplets 3a in the hydrocarbon flow 3b. The electromagnetic field and the induced voltage gives an electromotive force that is defined by the circulation motion of the electrical charge in a conductor in the closed loop defined by the water droplet in the non-conducting flow. In FIG. 2a this is illustrates by positive and negative charges in the droplets but in reality there is a circulation of charge in the droplets. The principles of this will be described more in detail below.

[0019] When the water droplet pass 3a thought a magnetic field B, an induced electrical potential by the magnetic field is created within each water droplet 3a as shown in FIG. 2a. These individual potentials will generate an electrical field which is capacitively coupled to an electrode, and the charge is pickup by the charge measurement electronic (charge amplifier) A. The measured differential charge is a function of local water velocity and local water volume fraction (WVF). However, measured differential charge has a linear relationship with water velocity but nonlinear relationship with WVF.

ΔQ=f(v.sub.ij,wvf.sub.ij)

[0020] where, ΔQ is the induced charge relative to ground.

[0021] This way a measured change in the charge will indicate a corresponding change in the flow velocity. The measurement may be relative, depending on change relative to a measurement under known conditions or be based on a predetermined model taking into account predetermined WVF measurements or WVF measured real-time in relation to the velocity measurement.

[0022] Again, in FIG. 2b the circuitry 2a for measuring the charge at each electrode is shown. The flow velocity can be measured using one electrode 2, preferably positioned in a position perpendicular to the magnetic field direction and flow direction to optimize the signal/noise ratio, but a number of electrodes e1-e6 may be used to provide an indication of the flow profile.

[0023] The magnetic field may be constant or varying at a known frequency. The latter would mean that the measured charge would change in synchronization with the varying field, which could be used to remove errors and disturbances in the measurements.

[0024] The measurements may be calibrated or adjusted for the known water volume fraction, salinity etc to reduce the uncertainty in the velocity measurements, either based on periodical samples of the flow content or by measurements performed in the vicinity of the measurements so as to have a precise knowledge about the flow conditions.

[0025] In FIGS. 3a-3e the principles behind the present invention is illustrated. In FIG. 3a the typical magnetic field B distribution in the pipe 1 is illustrated. This may deviate from the practical solutions depending on the coils and materials, possibly at a cost of less accurate measurements.

[0026] FIG. 3b shows the induced electrical current density 3c in a water droplet 3a traveling at a velocity under an imposed magnetic field B. The water droplet 3a is immersed in a non-conducting phase (gas or oil) multiphase flow 3b. Note that the denser lines represent increasing current density.

[0027] FIG. 3c illustrates the induced voltage created from the electrical current density in 3b.

[0028] FIG. 3d illustrates the electrical field distribution created from the electrical potential in FIG. 3c in the nonconducting fluid phase 3b. Again, the denser lines represent increasing electric field strength.

[0029] FIG. 3e illustrates the electrical field distribution E from multiple water droplets 3a traveling at a velocity in a non-conducting phase 3b. The electrical charge from these water droplets is capture by the electrode 2 and transfer to the low impedance circuit (charge amplifier) 2a. As discussed above the electrode 2 in this embodiment is positioned in a direction perpendicular to the magnetic field and flow to optimize the measurements, and the measured capacitance will provide a measure of the flow velocity.

[0030] FIG. 4 illustrates a practical solution where the coils B1,B2 are positioned on opposite sides of the pipe 1. This may be combined with other measuring units, e.g. as disclosed above or in U.S. Pat. No. 7,276,916 B2 where they use additional coils B3,B4 for measuring Water Volume Fraction. It can also be combined with the solution discussed in WO2020084132/NO20181382, using the same electrodes but possibly with additional measuring circuits connected to them.

[0031] In FIG. 5 the output voltage from the charge measurement electronic 2a illustrated in FIG. 2b at different WVFs. The WVF1 is 40%, WVF2 is 20%, WVF3 is 10% and WVF4 is 5%. The graph demonstrates the relationship of the charge with water velocity and the WVF, and as can been seen the accuracy of the measurements is increased with the WVF, but depending on the sensor circuitry the measurements are reliable at least down to 5% WVF and less.

[0032] To summarize the present invention relates to a flow meter and corresponding method for measuring the flow velocity of an oil continuous multiphase flow where the flow includes water droplets, preferably having a known WVF. The meter includes at least one magnetic field generator configured to provide a magnetic field with a known strength into said flow and also at least one sensor for measuring the charge at the sensor relative to a ground level or reference level, the sensor may be a capacitance sensor or high impedance sensor. The sensor being positioned at a distance from the center of the magnetic field axis and the flow axis in essentially the same axial position as the magnetic field axis. The meter including calculating means for calculating a measure of the flow velocity based on the measured charge.

[0033] Preferably the at least one sensor is positioned at a distance in the perpendicular direction from the axis of the flow as well as the magnetic field in order to maximize the sensitivity of the measurements. In order to further increase the sensitivity at least two sensors may be positioned on opposite sides of the pipe and magnetic field. Another embodiment may include a plurality of sensors distributed along the inner pipe surface, the sensors being connected to a measuring instrument for by analyzing the charge distribution determining the velocity distribution over the flow cross section.

[0034] The magnetic field strength may be time varying magnetic field strength and the flow meter may then be configured to measure the response of the varying field on said at least one sensor.

[0035] The at least one sensor is positioned in the pipe wall and may be electrically insulated from the flow or be in electric contact with the flow depending on the available sensor and application.

[0036] The flow meter may also include a water volume fraction measuring instrument, measuring the water content of the flow, the calculation means being adapted to calculate the velocity also based on the determined water content or a storage device including predetermined information regarding the water content of the fluid flow, the calculation means being adapted to calculate the velocity also based on the determined water content. The calculation unit is calibrated based on a known flow conditions, measuring the velocity of the flow based on the measured deviations from the known flow conditions.