Abstract:
The calculation of fault current distribution between ground wires and ground is important for the operation of modern power systems. A new method is presented based on a...Show MoreMetadata
Abstract:
The calculation of fault current distribution between ground wires and ground is important for the operation of modern power systems. A new method is presented based on an approach whereby the current distribution is solved through the computation of driving-point impedances. The method is applied to three phase systems with mutual couplings between conductors (phase and ground, respectively) included. Currents computed by this method and methods published in recent literature are compared and are found in good agreement. Results show that the method is more efficient in terms of CPU time and memory space.
Published in: IEEE Transactions on Power Apparatus and Systems ( Volume: PAS-104, Issue: 3, March 1985)
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- IEEE Keywords
- Index Terms
- Current Distribution ,
- Transmission Line ,
- Ground Fault ,
- Power System ,
- Phase System ,
- Ground Wire ,
- Left Side ,
- Computation Time ,
- Matrix Elements ,
- Matrix Inequalities ,
- Hyperbolic Tangent ,
- Power Network ,
- Fault Location ,
- Impedance Data ,
- Matrix Method ,
- Triangular Matrix ,
- Upper Triangular ,
- Lower Triangular ,
- Computational Sequence ,
- Spanking ,
- Transmission Line Model ,
- Single Circuit ,
- Impedance Matrix ,
- Small Machine
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Current Distribution ,
- Transmission Line ,
- Ground Fault ,
- Power System ,
- Phase System ,
- Ground Wire ,
- Left Side ,
- Computation Time ,
- Matrix Elements ,
- Matrix Inequalities ,
- Hyperbolic Tangent ,
- Power Network ,
- Fault Location ,
- Impedance Data ,
- Matrix Method ,
- Triangular Matrix ,
- Upper Triangular ,
- Lower Triangular ,
- Computational Sequence ,
- Spanking ,
- Transmission Line Model ,
- Single Circuit ,
- Impedance Matrix ,
- Small Machine