1981
DOI: 10.1109/mper.1981.5511270
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On the Formulation of Power Distribution Factors for Linear Load Flow Methods

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Cited by 46 publications
(39 citation statements)
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“…is the system marginal cost of generation, µ k is the shadow price of transmission along line k (derived from the solution of the OPF in equation 4), and H ik is the ikth entry of the power transfer distribution matrix: Sauer (1981) and Baldick (2003) provide an explicit formula for the entries of the distribution factor matrix under the DC power flow assumptions.…”
Section: Wheatstone Network and The Braess Paradoxmentioning
confidence: 99%
“…is the system marginal cost of generation, µ k is the shadow price of transmission along line k (derived from the solution of the OPF in equation 4), and H ik is the ikth entry of the power transfer distribution matrix: Sauer (1981) and Baldick (2003) provide an explicit formula for the entries of the distribution factor matrix under the DC power flow assumptions.…”
Section: Wheatstone Network and The Braess Paradoxmentioning
confidence: 99%
“…For the formulation of PTDFs for linear load flows see for instance Sauer (1981). In case that physical transmission resulting from the day-ahead dispatch exceeds physical transmission capacities, redispatch measures are needed.…”
Section: Wilmar Joint Market Model -Descriptionmentioning
confidence: 99%
“…However, for medium to large systems, such approaches need to be supplemented to give an overall view of the system. More recently, due to the growing popularity of power transfer distribution factors (PTDFs) [7], [8], the flow representation issue has also been expanded to include PTDFs. PTDFs are used extensively in the operation of the North American electric grid.…”
Section: Background On Flow Visualization and Animationmentioning
confidence: 99%