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BayMeters
SUP-LDG-A100D Explosion-Proof Electromagnetic Flowmeter
SUP-LDG-A100D Explosion-Proof Electromagnetic Flowmeter
Regular price
$1,504.00 USD
Regular price
Sale price
$1,504.00 USD
This is an all-inclusive reference price (product, international shipping, and import duties), based on a few selected configurations. Actual pricing may vary by size, options, and order quantity. Minimum order may apply for low-value items, while better pricing may be available for larger requirements. For a confirmed quote or to place an order, please contact us.
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Introduction
Electromagnetic meters are a leading choice to deliver the performance and precision your applications require. These meters are applicable for all conductive liquids, such as water, acids, alkalis, slurries and many others. Typical applications are monitoring of liquids, filling, dosing and precise measurement in custody transfer.
Specification
Measured variable:
- Direct measured variables: Flow velocity
- Calculated measured variables: Volume flow, mass flow.
Velocity of flow:
- Typically Velocity of flow:0.5m/s~5m/s
- Flow range:0.32m³/h~1270m³/h
Nominal diameter:
- DN15~DN300
Range ratio:
- 10:1
Ex symbol:
- Ex db ib IIC T6...T4 Gb
Current output:
- (4~20)mA, 24VDC,≤750Ω
Pulse output:
- Fmax ≤ 5000 cp/s
Output pulse width:
- 0.1ms~2000ms
- This value is lower than the maximum duty cycle, with a maximum duty cycle of 1:1 Fmax ≤ 5000 cp/s
Communications:
- RS485, MODBUS-RTU, Hart (optional)
Supply voltage:
- 100VAC~230VAC
- 50/60Hz
- 20VDC~28VDC
Power consumption:
- ≤15W
Cable entries:
- M20*1.5 or NPT1/2
Accuracy Measurement:
- Value±0.5%
- Flow velocity:0.5m/s~5m/s
Repetitiveness:
- 0.16%
Conductivity:
- ≥50μS/cm
Pressure rating:
- DN15~DN250:PN<1.6MPa
- DN300: PN<1.0MPa
- High pressure can be customized
Ambient temperature:
- 10℃~55℃
Storage temperature:
- 20℃~55℃
Ingress protection:
- IP65
Measuring principle
Mag meter works based on Faraday's law, when the liquid goes through the pipe at the flow rate of v with a diameter D, within which a magnetic flux density of B is created by an exciting coil, the following electromotive E is generated in proportion to flow speed v:
E=K×B×V×D
Where:
E-Induced electromotive force
K-Meter constant
B-Magnetic induction density
V-Average flow speed in cross-section of measuring tube
D-Inner diameter of measuring tube