Method for detecting line-to-ground fault location in power network
AssigneeMyongji University
InventorsMyoen-Song Choi, Seung-Jae Lee
Life of this patent
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Abstract
The present invention relates to a method for detecting a line-to-ground fault location in power network, and more particularly, detecting the line-to-ground fault location by direct 3-phase circuit analysis without using a symmetrical component transformation, so even in an unbalanced 3-phase circuit, the line-to-ground fault location can be accurately detected. In the method using direct 3-phase circuit analysis of this invention, inverse lemma is used to simplify matrix inversion calculations, thus the line-to-ground fault location can be easily and accurately determined even in the case of an unbalanced network without symmetrical component transformation
Claims4
A method for detecting a line-to-ground fault location in a power network comprising the steps of:
- determining elements of a line impedance matrix and phase voltage and current at a relay;
- determining a line-to-ground fault distance by substituting said elements of line impedance matrix, said phase voltage and current into a fault location equation based on direct circuit analysis;
- wherein said fault location equation is derived from a model consisting of said phase voltage and current at the relay, a fault current, a fault resistance and the line-to-ground fault distance;
- wherein the model is described by the equation:
- VSab=(1−d)×Zlabc×ISabc+Vfabc,
- where, VSabc=[VSaVSbVSc]′:
- phase voltage vector, ISabc=[ISaISbISc]′:phase current vector, Vfabc=[VfaVfbVfc]′:
- phase voltage vector at the fault location,
- 16 Zl abc = [ Zl aa Zl ab Zl a c Zl ba Zl bb Zl bc Zl ca Zl cb Zl cc ]
- line impedance matrix, If:
- fault current, 1−d:
- fault distance;
- wherein said fault location equation is derived by using the matrix inverse lemma:
- (A−1+BCD)−1=A−AB(C−1+DAB)−1DA, to simplify an inverse matrix calculation;
- and
- wherein the fault location equation is derived by direct circuit analysis without using the conventional symmetrical component transformation method.
Dependencies are inferred from the claim text.