Sir,
  Thank you very much for your support. Now I want to minimize generation
cost as well as transmission cost.      Obj = sum(fuel cost) + sum(
transmission cost )

where     transmission cost = (power flow / line limit) * constant


The fuel cost minimization is already available. Now  I want to add
Transmission cost which is depending on Pflow. Is it possible to add
transmission cost in MATPOWER.



On Thu, Mar 26, 2009 at 10:01 PM, Ray Zimmerman <[email protected]> wrote:

> You will need to add some user defined constraints and costs as described
> in Section 3.4.1 of the User's Manual.
>
> If you call the base dispatch (where the line overload exists) P0, then
> you'll need to define two new variables for each generator, one Pplus to
> represent the upward deviation from P0 and another Pminus to represent the
> downward deviations. You can put whatever costs on them you like using the
> generalized cost function. You'll also need some extra constraints to define
> their values ...
>
>    Pg - Pplus <= P0
>    P0 <= Pg + Pminus
>
>    0 <= Pplus
>    0 <= Pminus
>
> You will have to use one of the OPF solvers that uses the generalized OPF
> formulation (MINOPF, TSPOPF or fmincon) to solve this however. You can find
> an example of a case with extra linear user constraints & costs in
> t/t_opf_minopf.m or t/t_opf_fmincon.m.
>
> Hope this helps,
>
> --
> Ray Zimmerman
> Senior Research Associate
> 428-B Phillips Hall, Cornell University, Ithaca, NY 14853
> phone: (607) 255-9645
>
>
>
> On Mar 26, 2009, at 9:44 AM, RAVIKUMAR V wrote:
>
>  I am using the lpopf.m file to solve the OPF.
>>
>> 1. case I
>>
>> for minimizing the cost as objective using lpopf.m . (This is given
>> directly so I did it.)
>> 2. case II
>>
>> This is congestion removal by generation resheduling. After adding
>> bilateral transaction some of the lines get overloaded, In order to remove
>> this overload, I want to reshedule the generation but the change is as
>> minimum as possible and given by
>> f =  C( Del (Pg+ )) - C( Del (Pg-))
>>
>> where C is the cost function for increase/ decrease in generation.
>>
>> Here I have to solve the OPF by same lp method, but objective is to reduce
>> the cost for change in generation.
>> Can I get detailed help for this implementation?
>>
>>
>> -------------------------------------------------------------
>> WITH REGARDS,
>>
>> V.RAVIKUMAR PANDI,
>> Research Scholar,
>> -------------------------------------------------------------
>> HAVE A NICE DAY
>> -------------------------------------------------------------
>>
>>
>
>


--------------------------------------------------------------
WITH REGARDS,

V.RAVIKUMAR PANDI,
Research Scholar,
-------------------------------------------------------------
HAVE A NICE DAY
-------------------------------------------------------------

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