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Ground Fault Protection - engineering site - Schneider Electric

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Study 1: management of neutral currentsTo simplify the reasoning process, this study is conducted on the basis of thefollowing diagram:b normal operation Nb load U1 generating neutral currents (harmonic and/or unbalance), i.e. phaselU1 = ∑ → I ph, neutral lU = INb no load U2, i.e. phase lU2 = 0, neutral lU2 = 0b no faults on U1/U2, i.e. ∑ → I ph + → I N = 0.DB117262Diagram 33b - U1 Neutral currentb From the remarks formulated above (see paragraph 4.2.1.), the following can bededuced:→ →v I→ = I N1 + I N2v primary current in GFP1: → I 1 = → I N1 + ∑ → I ph = - → I N2v secondary current of GFP1: i1 = - iN2.b Likewise, the measurement currents of GFP2 and GFP3:v secondary current of GFP2 : i2 = iN2v secondary current of GFP3 : i3 = - iN2.b With respect to secondary measurements, iA, iB and iC allow management of thefollowing GFPs:v iA = i1 - i3 → iA = 0v iB = - i1 - i2 → iB = 0v iC = i2 + i3 → iC = 0.b Conclusion: no (false) detection of faults: criterion a1 is properly verified.Study 2: management of fault currentsDB117263 activated. activated. gives rhe fault value.Diagram 33c - simplified fault on U1: no neutral current (∑ I → ph = 0, IN = 0)32

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