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The continuation power flow: a tool for steady state voltage stability analysis

IEEE Transactions on Power Systems · 1992 · Vol. 7(1) · pp. 416–423
Venkataramana AjjarapuColin Christy

Abstract

The authors present a method of finding a continuum of power flow solutions starting at some base load and leading to the steady-state voltage stability limit (critical point) of the system. A salient feature of the so-called continuation power flow is that it remains well-conditioned at and around the critical point. As a consequence, divergence due to ill-conditioning is not encountered at the critical point, even when single-precision computation is used. Intermediate results of the process are used to develop a voltage stability index and identify areas of the system most prone to voltage collapse. Examples are given where the voltage stability of a system is analyzed using several different scenarios of load increase.< <ETX xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">&gt;</ETX>

Power System Optimization and StabilityOptimal Power Flow DistributionPower System Reliability and MaintenanceControl theory (sociology)ContinuationElectric power systemVoltageStability (learning theory)Divergence (linguistics)Steady state (chemistry)Operating pointComputer scienceMathematics
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References
Estimating the Voltage Stability of a Power System
IEEE Transactions on Power Delivery · 1986 · 1,104 citations
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