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Convex optimization / Linear programming / Relaxation / Power flow study / Applied mathematics / Mathematics / Matrix / Physics / Operations research / Electric power / Mathematical optimization


IEEE TRANS. ON CONTROL OF NETWORK SYSTEMS, 1(1):15–27, MARCH[removed]WITH PROOFS) 1 Convex Relaxation of Optimal Power Flow Part I: Formulations and Equivalence
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Document Date: 2014-05-06 00:32:33


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File Size: 878,83 KB

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City

Rethymnon / /

Company

Southern California Edison / /

Country

Taiwan / Greece / /

/

Facility

Caltech’s Resnick Institute / /

IndustryTerm

power flow solutions / power networks / early solution / optimization algorithms / power network / feasible solution / nonlinear algorithms / radial networks / /

Organization

Los Alamos National Lab / National Science Council of Taiwan / Caltech’s Resnick Institute / National Science Foundation / /

Person

Denote / Consider / Steven H. Low / /

Position

A. Bus injection model / model / and proves equivalence relations among them / model / and clarifies their relationship / Branch flow model / B. Branch flow model / /

Product

A. Bus injection / PTIMAL POWER FLOW A. Bus injection / II-A Bus injection / Optimal power flow III-A Bus injection / /

ProgrammingLanguage

DC / /

Region

Southern California / /

Technology

optimization algorithms / /

SocialTag