Impact of six phase transmission line faults on turbine-generator shaft torsional torques

Faried, S.O.; Upadhyay, S.; Al-Senaidi, Saleh

doi:10.1109/tpwrs.2002.1007905

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Processing Time Reduction1

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Cited by 12 publications

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“…Using (28), we obtain T matrix − T scalar = 2 • (2N 2 + N ) • (t matrix − t scalar ). Denote by t p the average execution time required for computing a single scalar component of ( 7), ( 8), (20)(21)(22)(23). In the scalar formulation, t scalar = P • t p .…”

Section: Processing Time Reductionmentioning

confidence: 99%

Matrix-Based Generalization for Power-Mismatch Newton-Raphson Load Flow Computations With Arbitrary Number of Phases

Corrêa

Vieira

2020

IEEE Access

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The standard power-mismatch Newton method is still frequently used for computing load flow due to its simplicity and generality. In this paper, a matrix-based generalization for the usual power flow equations to an arbitrary number of phases is derived. The proposed equations enable computing power injections and the Jacobian matrix in terms of submatrices that compose the network admittance matrix. Besides the more compact representation, another advantage of the proposed generalization is execution time reduction compared to the standard scalar formulation. Simulations are carried out to demonstrate the time reduction achieved via the proposed equations.

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