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For orifice plates, the user must provide the design and manufacturing party with parameters such as process flow rate, fluid type, operating pressure, temperature, and diameter. The design and manufacturing party then carries out the calculations and manufacturing process, prepares a calculation sheet for the orifice plate, and provides the designed pressure difference. The user selects a differential pressure transmitter that matches this designed pressure difference. Here is a question: Is the flow rate measured by the orifice plate the operating flow rate? If so, then I can just add a pressure transmitter and a temperature sensor for temperature and pressure compensation ; But if the orifice plate is used to measure flow rate under standard conditions, then what should we do to approach a more scientific method?
It seems to be like this: users can provide flow rates under standard conditions, or they can provide flow rates under actual operating conditions. The manufacturer will calculate the corresponding differential pressure range based on the data provided by the user, and then determine the appropriate transmitter. Since the differential pressures corresponding to the standard-condition flow rate and the actual-condition flow rate differ significantly, once the instrument calibration is completed, it is essentially impossible to perform a conversion between standard conditions and actual conditions on-site. I’ve encountered this in the field: for a batch of flowmeters, the user wanted to convert from standard conditions to actual operating conditions, only to find that neither the transmitter nor the orifice plate was suitable for this purpose. The instrument can only be replaced with a new one. However, most flowmeters should output flow rates at standard conditions. Personal suggestion, for reference only! ! !
My question is this: if the orifice plate is designed and manufactured based on the operating flow rate, then we can apply the standard gas equation for temperature and pressure compensation. In this case, we can consider that the differential pressure transmitter outputs the flow rate parameter under operating conditions; we then use pressure transmitters and temperature sensors to measure pressure and temperature data, and finally employ an intelligent flow integrator to carry out the compensation calculations. But if the orifice plate is designed and manufactured for standard conditions of flow, how do we make corrections when the actual pressure and temperature differ from the design values? What is the basis?
It’s the same; the design pressure and temperature are calculated based on the standard data provided by the user. Of course, real-time data on temperature, pressure, and density must be used for the compensation calculations.
According to the operating pressure and temperature specified by the design institute
You don’t understand where my confusion lies. When the flow rate measured by the orifice plate is at standard conditions, the data for that standard-flow rate cannot be directly substituted into the standard gas equation for compensatory calculations; further processing is required. Also, the flow rate measured by the orifice plate is the correct standard-condition flow rate only when the actual pressure and temperature are exactly the same as those specified for the orifice plate design. So, how do we make corrections when the pressure and temperature change? My current method is to divide the flow rate measured by the orifice plate under standard conditions by the corresponding ratio of design pressure and temperature, thereby converting it to a flow rate under operating conditions; this value is then used in the ideal gas equation to account for the actual pressure and temperature. However, the premise of this method is that the orifice plate is always used to calculate the standard flow rate based on the design pressure and temperature. I don’t have a clear answer to this yet; I hope some expert can offer some guidance.
Orifice plates are designed for standard conditions, not for actual operating conditions
The measurement principle of the orifice plate flow meter is based on the relationship between differential pressure and flow rate. What the orifice plate measures is the differential pressure, that is, the difference in pressure after the fluid passes through the orifice plate. This differential pressure value is then converted into the corresponding flow rate using appropriate formulas in a flow calculator; this represents the flow rate under the actual operating conditions (not under standard conditions). Since the density of gas changes with temperature and pressure, temperature and pressure compensation is necessary to achieve accurate measurement. To facilitate the uniform use of data, the flow rates are converted to those under standard conditions. These standard-condition flow rates are determined by the metering instrument, rather than being measured by the orifice plate flowmeter.
What was said upstairs makes sense; by using orifice plates, we provide the manufacturer with operating condition data, and precise measurement of steam and gases is carried out within the DCS, with temperature and pressure adjustments made according to standard conditions.
Operating conditions and standard conditions can be converted into one another; both operating conditions and standard conditions can be used for design parameters and displayed flow rates. The calculation for orifice plates is carried out based on the operating conditions; the Reynolds number, flow velocity, viscosity, density, and other values used are all those corresponding to those operating conditions.
Any measuring instrument is used in industrial and mining settings, and it must be converted to standard conditions!