Advanced Technologies by Kankesu Jayanthakumaran (Editor)

By Kankesu Jayanthakumaran (Editor)

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The final results of all the test systems agree with those obtained using NRSE method. The details are discussed in Section 7. 32 Advanced Technologies 7. Simulation In order to simulate the NRSE algorithm, data obtained from power flow studies is used. e. 0 degree. 001. The performance of the algorithm in simulation studies is assessed by comparing the estimated values of the states and the measured values of the state with the true value (from power flow solution) of the state. The performance indices in Eq.

0 or 1. Therefore they need not to be computed at each iteration resulting in very small computation time. The sub-matrices of Hpij, Hpji, Hqij and Hqji have exactly the same zero and nonzero structures as the network branches. This is because each line flow is incident to its two terminal buses. Thus, these sub-matrices are sparse and may not take longer time to compute. On the other hand, the sub-matrices of HP and HQ involve derivatives of real and reactive power injections into the buses. When the measurement set is full, the sub matrix in matrix HP and HQ will be of size N x N.

1968) and IEEE 14-bus system, IEEE 24-bus system, IEEE 30-bus system, IEEE 57-bus system, local utility 103-bus system, IEEE 118-bus system and IEEE 300-bus system. The final results of all the test systems agree with those obtained using NRSE method. The details are discussed in Section 7. 32 Advanced Technologies 7. Simulation In order to simulate the NRSE algorithm, data obtained from power flow studies is used. e. 0 degree. 001. The performance of the algorithm in simulation studies is assessed by comparing the estimated values of the states and the measured values of the state with the true value (from power flow solution) of the state.

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