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Flow Standards
Most forms of continuous flow measurement are inferential; that is, we measure flow indirectly by
measuring some other variable (such as pressure, voltage, or frequency) directly. With this in mind, we
may usually achieve reasonable calibration accuracy simply by calibrating the primary sensor and
replacing the flow element (if inspection proves necessary).
In the case of an orifice plate used to measure fluid flow rate, this would mean calibrating the differential
pressure transmitter to measure pressure accurately and replacing the orifice plate if it shows signs of
wear. In some cases, though, direct validation of flow measurement accuracy is needed. Most
techniques of flow rate validation take the form of measuring accumulated fluid volume over time. This
may prove to be complicated, especially if the fluids in question are hazardous in any way, and/or the
flow rates are large, and/or the fluid is a gas or vapor.
For simple validation of liquid flow rates, the flow may be diverted from its normal path in the process
and into a container where either accumulated volume or accumulated weight may be measured over
time. If the rate of flow into this container is constant, the accumulated volume(or weight) should
increase linearly over time. The actual flow rate may then be calculated by dividing the change in
volume (?V ) by the time period over which the change in volume was measured (?t). The resulting
quotient is the average flow rate between those two points in time, which is an approximation of
instantaneous flow rate:
If a suitable vessel exists in the process with level-measuring capability (e.g. a liquid storage vessel
equipped with a level transmitter), you may apply the same mathematical technique: use that vessel as an
accumulator for the flow in question, tracking the accumulated (or lost) volume over time and then
calculating ?V/?t . The accuracy of this technique rests on some additional factors, though:
The accuracy of the level transmitter (as a volume measuring instrument!)
ability to ensure only one flow path in or out of that vessel
The first condition listed here places significant limitations on the flow calibration accuracy one can
achieve with this method. In essence, you are using the level instrument as the “test gauge” for the flow
instrument, so it needs to be high-accuracy in order to achieve even reasonable accuracy for the
flowmeter being calibrated.
A more sophisticated approach for direct flow validation is the use of a device called a flow prover. A
“flow prover” is a precision piston-and-cylinder mechanism used to precisely measure a quantity of
liquid over time. Process flow is diverted through the prover, moving the piston over time. Sensors on
the prover mechanism detect when the piston has reached certain positions, and time measurements
taken at those different positions enable the calculation of average flow (?V/?t ).

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Flow standards

  • 1. Flow Standards Most forms of continuous flow measurement are inferential; that is, we measure flow indirectly by measuring some other variable (such as pressure, voltage, or frequency) directly. With this in mind, we may usually achieve reasonable calibration accuracy simply by calibrating the primary sensor and replacing the flow element (if inspection proves necessary). In the case of an orifice plate used to measure fluid flow rate, this would mean calibrating the differential pressure transmitter to measure pressure accurately and replacing the orifice plate if it shows signs of wear. In some cases, though, direct validation of flow measurement accuracy is needed. Most techniques of flow rate validation take the form of measuring accumulated fluid volume over time. This may prove to be complicated, especially if the fluids in question are hazardous in any way, and/or the flow rates are large, and/or the fluid is a gas or vapor. For simple validation of liquid flow rates, the flow may be diverted from its normal path in the process and into a container where either accumulated volume or accumulated weight may be measured over time. If the rate of flow into this container is constant, the accumulated volume(or weight) should increase linearly over time. The actual flow rate may then be calculated by dividing the change in volume (?V ) by the time period over which the change in volume was measured (?t). The resulting quotient is the average flow rate between those two points in time, which is an approximation of instantaneous flow rate: If a suitable vessel exists in the process with level-measuring capability (e.g. a liquid storage vessel equipped with a level transmitter), you may apply the same mathematical technique: use that vessel as an accumulator for the flow in question, tracking the accumulated (or lost) volume over time and then calculating ?V/?t . The accuracy of this technique rests on some additional factors, though: The accuracy of the level transmitter (as a volume measuring instrument!) ability to ensure only one flow path in or out of that vessel The first condition listed here places significant limitations on the flow calibration accuracy one can achieve with this method. In essence, you are using the level instrument as the “test gauge” for the flow instrument, so it needs to be high-accuracy in order to achieve even reasonable accuracy for the flowmeter being calibrated. A more sophisticated approach for direct flow validation is the use of a device called a flow prover. A “flow prover” is a precision piston-and-cylinder mechanism used to precisely measure a quantity of liquid over time. Process flow is diverted through the prover, moving the piston over time. Sensors on the prover mechanism detect when the piston has reached certain positions, and time measurements taken at those different positions enable the calculation of average flow (?V/?t ).