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Technical Specifications
| Measured variable | Direct measured: Flow velocity Calculated value: Volume flow, mass flow. |
| Flow velocity range | Typically range of flow velocity: 0.5m/s~5m/s |
| Nominal diameter | DN10~DN1000 |
| Supply voltage | 100VAC~240VAC, 50/60Hz;20VDC~28VDC |
| Power consumption | ≤15W |
| Cable entries | M20*1.5 Cable gland |
| Reference operating conditions | Medium: water Temperature: 20℃ Pressure: 0.1MPa Installation requirements: Inlet run≥10DN, Outlet run≥5DN |
| Accuracy | ±0.5% of measured value; ±0.3% of measured value (available for selected pipe sizes) Note: Applicable to flow velocity range of 0.5 m/s to 5 m/s |
| Repetitiveness | 0.16% |
| Medium temperature range | CR liner: -10℃~70℃ PU liner: -10℃~60℃ PTFE/F46 liner-10℃~120℃ |
| Rated pressure | DN10~DN250: PN<1.6MPa DN300~DN1000: PN<1.0MPa |
| Conductivity | ≥50μS/cm |
| Ambient temperature | Integrated type: -10℃~55℃ Remote type: Converter(-20℃~55℃),Sensor(-10℃~55℃) |
| Storage temperature | -20℃~55℃ |
| Protection level | IP65 Converter:IP68 |
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Applications
Water supply and wastewater treatment
Chemical and petrochemical industries
Coal, mining, and slurry measurement
Environmental protection and water monitoring projects
Metallurgy and steel plants
Papermaking and pulp processing
Food and beverage industry (conductive liquids only)
Light textile and dyeing industries
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Measuring principle
The operating principle of the electromagnetic flowmeter is based on Faraday's law of electromagnetic induction. The two electromagnetic coils at the upper and lower ends, as shown in Figure 1, generate a constant or alternating magnetic field. When the conductive medium flows through the electromagnetic flowmeter, the induced electromotive force can be detected between the left and right electrodes on the wall of the flowmeter tube. The magnitude of the induced electromotive force is proportional to the electrically conductive medium flow rate, the magnetic induction density of the magnetic field, and the width of the conductor (the inner diameter of the flowmeter measuring tube), and the flow rate of the medium can be obtained by calculation. The induced electromotive force equation is as follows:
E=K×B×V×D
Where: E－Induced electromotive force
K－Meter constant
B－Magnetic induction density
V－Average flow speed in the cross-section of the measuring tube
D－Inner diameter of measuring tube
When measuring the flow, the fluid flows through a magnetic field which is perpendicular to the flow direction. The flow of conductive fluid induces a potential proportional to the average flow velocity, thus requiring the conductivity of the measured flowing liquid to be higher than the minimum conductivity. The induced voltage signal is detected by two electrodes and transmitted to the converter via a cable. After a series of analog and digital signal processing, the accumulated flow and real-time flow are displayed on the display of the converter.
