Calculate Harmonics Current Angle
Here is the equation PTW32 used for harmonics current angle:
Ang = HiwaveAngleintheLib + order*(LFangle4FirstOrder - FirstOrderAngleintheLib)
For the 3rd harmonics in the example below:
Ang3 = 5.42 + 3*(-40.58 – (-70.32)) = 94.64
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)
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)
Ang = HiwaveAngleintheLib + order*(LFangle4FirstOrder - FirstOrderAngleintheLib)
For the 3rd harmonics in the example below:
Ang3 = 5.42 + 3*(-40.58 – (-70.32)) = 94.64