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Analysis of unsymmetrical faults using the bus impedance matrix, Faults through impedance, Computer calculations of fault currents

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10/4/20171

Analysis of unsymmetrical faults using the bus impedance matrix, Faults through impedance, Computer calculations of fault currents

Presented by:NameRoll No.Enrollment No.Nakum Dharemsh M.46150863109005Nayakwade Ragini b.47150863109006 Parmar Ashish kumar48150863109007Patel Bhavin S.49150863109008

(2160908 EPS II)Laxmi Institute of Technology, Sarigam, Gujarat

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Symmetrical faults : That fault which gives rise to symmetrical fault currents (i.e. equal faults currents with 120o displacement) is called a symmetrical fault. Example: when all the three conductors of a 3-phase line are brought together simultaneously into a short-circuit condition.Unsymmetrical faults: Those faults which give rise to unsymmetrical currents (i.e. unequal line currents with unequal displacement) are called unsymmetrical faults.Single line-to-ground fault Line-to-line fault Double line-to-ground fault

Common: a short-circuit from one line to ground

INTRODUCTION

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INTRODUCTION OF UNSYMMETRICAL FAULTS Most Of the faults that occur on power systems are unsymmetrical faults, which may consist of unsymmetrical short circuits, unsymmetrical faults through impedances, or open conductors. Unsymmetrical Faults occur as single line--to--ground faults, line--to--line faults, or double line--to--ground faults. The Path of the fault current from line to line or line to ground may or may not contain impedance. One Or two open conductors result in unsymmetrical faults, through either the breaking of one or two conductors or the achon of fuses and other devices that may not open the three phases simultaneously

Analysis of unsymmetrical faults using bus impedance matrix

Sequence ImpedancesSlide 10 of 11Each element of power system will offer impedance to different phase sequence components of current which may not be the same. Therefore, in unsymmetrical fault calculations, each piece of equipment will have three values of impedanceone corresponding to each sequence current viz.(i) Positive sequence impedance (Z1)(ii) Negative sequence impedance (Z2)(iii) Zero sequence impedance (Z0)

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