Power Calculation Algorithm
Presentation
The algorithms are given for both calculation methods (2 wattmeters and 3 wattmeters). The power definitions and calculation are given for a network with harmonics.
The MicroLogic E trip unit displays all the calculated quantities as follows:
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Using the communication network
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On the FDM121 display
With the 2-wattmeter calculation method, it is not possible to deliver power metering for each phase.
Input Data
The input data are the voltages and currents for each phase. For more information about calculating harmonics, see harmonic currents.
Using this data, the MicroLogic E trip unit calculates the various power ratings according to the sequence described below.
Active Powers
Metering on a 3-pole or 4-pole circuit breaker with ENVT option |
Metering on a 3-pole circuit breaker without ENVT option |
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The active power for each phase and total active power is calculated. |
Only the total active power can be calculated. |
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PW1 and PW2 are the fictional powers calculated by the 2-wattmeter method.
Apparent Powers for Each Phase
Reactive Powers With Harmonics for Each Phase
Reactive power with harmonics is not physically significant.
Reactive Powers
The reactive power of the fundamental corresponds to the physical reactive power.
Metering on a 3-pole or 4-pole circuit breaker with ENVT option |
Metering on a 3-pole circuit breaker without ENVT option |
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The reactive power for each phase and total reactive power is calculated. |
Only the total reactive power can be calculated. |
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QfundW1 and QfundW2 are the fictional reactive powers calculated by the 2-wattmeter method.
Distortion Power
Distortion power is the quadratic difference between the reactive power with harmonics and the reactive power (fundamental).
Metering on a 3-pole or 4-pole circuit breaker with ENVT option |
Metering on a 3-pole circuit breaker without ENVT option |
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The distortion power for each phase and the total distortion power is calculated. |
Only the total distortion power can be calculated. |
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Dw1 and Dw2 are the fictional powers calculated by the 2-wattmeter method.
Total Reactive Power (With Harmonics)
The total reactive power (with harmonics) is not physically significant.