Thanks Ray, Thanks Carlos. This looks like a nice approach :)Mariusz
Oryginalna wiadomość Od: Ray Zimmerman
Data: 25.06.2019 00:16 (GMT+01:00) Do: MATPOWER discussion forum
Temat: Re: Least squares OPF Quite true. Good
catch, Carlos. RayOn Jun 24, 2019, at 11:17 AM
AM, m.drabe...@onet.eu <mailto:m.drabe...@onet.eu>
>>> wrote:
>>>
>>> Dear All,
>>>
>>>
>>> I am currently working on extensions of OPF problem and got one question.
>>>
>>> Could you please advise if Matpo
working on
extensions of OPF problem and got one question.
Could you please advise if
Matpower provides any possibility for easy coding of
“least squares” OPF problems of the following form
ocs/MATPOWER-manual-7.0.pdf>.
Ray
> On Jun 17, 2019, at 5:43 AM, m.drabe...@onet.eu wrote:
>
> Dear All,
>
>
> I am currently working on extensions of OPF problem and got one question.
>
> Could you please advise if Matpower provides any possibility for easy co
Dear All,
I am currently working on extensions of OPF problem and got one question.
Could you please advise if Matpower provides any possibility for easy
coding of "least squares" OPF problems of the following form:
Minimize sum( (P_setpoint^i - P_G^i)^2+(Q_setpoint^i
