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With a solution to the remaining variables a complete description of current and power ows through the grid is available. We do not present the mathematical formulation of the power ow problem as it is beyond the scope of this text. A general treatment of the problem is found in standard power systems analysis texts such as that of Bergen. Remarks on the Power Flow Analysis Conditions for the power ow problem are set to match predicted power demands at a single instant of time. The solution provides a snapshot of events for the same instant in time. One can change these conditions to determine whether the outcome of Phase 1 is suf ciently robust to address contingencies. As examples, one could simulate a line outage by removing a line and resolving the problem, increase the reactive power requirements, or simulate a unit outage and bring on the units that are identi ed for primary and secondary reserves. The undetermined real power level at the reference bus provides an additional degree of freedom that is required to solve the power ow equations. The need comes from the fact that system losses are not known a priori; the extra degree of freedom is required so that the solution balances supply with demand and java ean 128 Java EAN-128 /GS1-128 - Barcode SDK
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