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Line 50: currently implemented into industrial-strength real-time and off-line packaged EMS applications. == Background == Line 142 ⟶ 141: provides new insights not previously available with the iterative numerical methods. == Methodology and Applications == Line 154 ⟶ 152: This makes HELM particularly suited for real-time applications, and mandatory for any EMS software based on exploratory algorithms, such as contingency analysis, and under alert and emergency conditions solving operational limits violations and restoration providing guidance through action plans. == Holomorphic Embedding == Line 187 ⟶ 184: A more detailed discussion about this procedure is offered in Ref. <ref name="helmpaper" />. == Analytic Continuation == Line 196 ⟶ 192: These properties confer the load-flow method with the ability to unequivocally detect the condition of voltage collapse: the algebraic approximations are guaranteed to either converge to the solution if it exists, or not converge if the solution does not exist. == Notes == {{Reflist\|group=note}} == References == {{Reflist}} == External links ==

Holomorphic Embedding Load-flow method: Difference between revisions