Ray,
Thanks a lot, this clears a lot confusions i had. i appreciate.


On 12 December 2012 21:24, Ray Zimmerman <[email protected]> wrote:

> Álvaro's answers are correct, but maybe these additions will help too …
>
> On Dec 9, 2012, at 12:20 PM, Fred Kanjelesa <[email protected]> wrote:
>
> I am using MATPOWER to run OPF for a 60 bus network modeled based on a
> real power system. the output window indicates MIPS is the solver used and
> converges in quite a few iterations.
>
> *Question 1*
> what i do not understand is whether MATPOWER uses Quadratic Programing
> (QP) for power systems defined with quadratic generation cost functions or
> it uses Linear Programing (LP)
>
>
> For the AC problem, it does not use QP or LP, it solves the full NLP
> problem. For DC OPF it uses a QP if the costs are quadratic, otherwise an
> LP.
>
> *Question 2*
> If it uses LP is there a way of knowing in how many linear segments the
> polynomial/quadratic cost function is converted to linearize it?
>
>
> MATPOWER can model both polynomial cost functions (only up to quadratic
> for DC OPF) or piecewise linear. For AC it uses the full non-linear cost
> function. For DC it picks the solver based on the cost function, but it
> will not automatically convert a polynomial to a piecewise linear cost.
> MATPOWER does include a utility function (poly2pwl.m) that can do this, but
> it is not used internally.
>
> *Question 3*
> Is there a way of knowing the confidence level of the results obtained
> from an OPF MATPOWER simulation, i.e. a value or something to use one can
> use to convince others the certainity of the results.
>
>
> Each algorithm has a set of parameters it uses as termination criteria.
> Typically using smaller values will give more precise results, but there is
> a limit to how small you can go before you reach numerical limitations. I
> don't think there is a simple "confidence level" number MATPOWER can give
> you, but in practice if you solve the same problem with multiple solvers,
> the differences between the solutions should give you an estimate of the
> numerical accuracy of the solution.
>
> --
> Ray Zimmerman
> Senior Research Associate
> 419A Warren Hall, Cornell University, Ithaca, NY 14853
> phone: (607) 255-9645
>
>


-- 
*Fred Kanjelesa.*
KU/Nepal.

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