On May 20, 2013, at 11:49 AM, spyros gian wrote:

> This is what I thought you meant and this is what i did. 
> I went to the file  'caseConstr.m'  and set the following: 
> 
> %     bus     Pg         Qg               Qmax                Qmin      Vg    
> mBase   status  Pmax    Pmin    
> mpc.gen = [
>       1       100     37.832       37.832     37.832  1       100             
>  1                100         100     ;
>       2       30       66.286       66.286       66.286       1       100     
>          1                  30         30       ;
>       3       23.039  0            0                       0  1       100     
>          1               23.039 23.039 ;        
> ];
> 
> So here,you can see that Pg= Pmax=Pmin and Qg=Qmax=Qmin for each of the 3 
> generators. 
> 
> When previously you mentioned that setting Pgmax=Pgmin=Pg (similarly for Qg) 
> solves the problem, did u mean 
> a different way of setting them ? 

Hmm, I think the OPF may not converge if you try to set hard limits on all the 
generators. This is because there could be some small numerical mismatch that 
is not being met by OPF tolerance. For e.g., the actual Pg for generator 1 
could be 100.0045687 but you are asking it to be fixed to 100. Could you try 
setting limits on only 2 generators and allow OPF to find the operating point 
for the third generator. 

Shri
> 
> From: [email protected]
> Subject: Re: Constraining matpower
> Date: Mon, 20 May 2013 11:41:24 -0500
> To: [email protected]
> 
> Try setting Pmax, Pmin, Qmax, Qmin in the case file directly.
>  
> On May 20, 2013, at 11:12 AM, spyros gian wrote:
> 
> Dear Shri,
> Exactly. 
> I am taking the solution (Pgeneration and Qgeneration for each generator) 
> from another optimisation tool.
> Then I want to make matpower take these values and produce the remaining 
> results ie voltages etc.
> So I want to tell matpower  ' only use the values for Pg and Qg that I give 
> you, so that i see whether you converge and if yes, 
> then what solution you give'.
> 
> I then go to the mpc.gen matrix, and - as you say - set Pg=Pmax=Pmin, and 
> Qg=Qmax=Qmin, for each generator. 
> I run the OPF, and matpower solves the problem without taking this constraint 
> into account i.e. giving another Pg and another Qg!
> Ie it converges to the same result as the one I had before constraining 
> matpower.
> 
> So we say the same thing here. Why doesnt it work?
> 
> 
> From: [email protected]
> Subject: Re: Constraining matpower
> Date: Mon, 20 May 2013 11:03:37 -0500
> To: [email protected]
> 
> I am not sure if I am understanding you correctly here. What I figured you 
> were doing was to compare the solution of another optimization tool with 
> MATPOWER's
> OPF. To do this you are taking the generation output (Pg, Qg) from the 
> optimization tool and using it as "fixed" input for MATPOWER's OPF. Hence I 
> suggested that you set the
> Pmax=Pmin=Pg and Qmax=Qmin=Qg so that Pg and Qg remain fixed in MATPOWER's 
> OPF solution. 
> 
> 
> Shri
> 
> ***** Note that your assumption of the optimization tool and MATPOWER's 
> solutions "matching" also implicitly assumes that the optimization tool uses 
> the same objective function, constraints as used in MATPOWER.
> 
> On May 20, 2013, at 10:31 AM, spyros gian wrote:
> 
> Dear Shri,
> 
> I am running an ACOPF not a simple power flow. When I set in the mpc.gen 
> matrix that
> Pg=  Pmax=Pmin and Qg=Qman=Qmin (ie the corresponding columns having the same 
> value)
> and then runopf ('caseExample') then , matpower ignores this constraint, ie 
> that pmax=pmin=pg.
> Are you sure it works for you?
> Yes, for MATPOWER's case9 system, I constrained Pg and Qg for generators 2 
> and 3 to fixed values by setting Pmax=Pmin=Pg and
> Qmax=Qmin=Qg and this is what runopf() produces. I don't know why, and its 
> strange that, the constraints are being ignored in your case.
> Perhaps you are not setting something correctly? or the solution has not 
> converged?
> 
> 
> MATPOWER Version 4.1, 14-Dec-2011 -- AC Optimal Power Flow
> MATLAB Interior Point Solver -- MIPS, Version 1.0, 07-Feb-2011
> Converged!
> 
> Converged in 0.07 seconds
> Objective Function Value = 5334.26 $/hr
> ================================================================================
> |     System Summary                                                          
>  |
> ================================================================================
> 
> How many?                How much?              P (MW)            Q (MVAr)
> ---------------------    -------------------  -------------  -----------------
> Buses              9     Total Gen Capacity     490.0        -320.3 to 279.7
> Generators         3     On-line Capacity       490.0        -320.3 to 279.7
> Committed Gens     3     Generation (actual)    318.7              -6.8
> Loads              3     Load                   315.0             115.0
>   Fixed            3       Fixed                315.0             115.0
>   Dispatchable     0       Dispatchable          -0.0 of -0.0      -0.0
> Shunts             0     Shunt (inj)             -0.0               0.0
> Branches           9     Losses (I^2 * Z)         3.69             39.16
> Transformers       0     Branch Charging (inj)     -              160.9
> Inter-ties         0     Total Inter-tie Flow     0.0               0.0
> Areas              1
> 
>                           Minimum                      Maximum
>                  -------------------------  --------------------------------
> Voltage Magnitude   1.070 p.u. @ bus 9          1.100 p.u. @ bus 8   
> Voltage Angle      -3.98 deg   @ bus 9          6.66 deg   @ bus 2   
> P Losses (I^2*R)             -                  1.73 MW    @ line 8-9
> Q Losses (I^2*X)             -                 11.67 MVAr  @ line 8-2
> Lambda P           21.53 $/MWh @ bus 8         22.51 $/MWh @ bus 5   
> Lambda Q           -0.02 $/MWh @ bus 2          0.10 $/MWh @ bus 9   
> 
> ================================================================================
> |     Bus Data                                                                
>  |
> ================================================================================
>  Bus      Voltage          Generation             Load          
> Lambda($/MVA-hr)
>   #   Mag(pu) Ang(deg)   P (MW)   Q (MVAr)   P (MW)   Q (MVAr)     P        Q 
>   
> ----- ------- --------  --------  --------  --------  --------  -------  
> -------
>     1  1.100    0.000*    78.69     13.54       -         -      22.311     -
>     2  1.098    6.662    150.00      1.93       -         -      21.536  
> -0.018
>     3  1.087    3.825     90.00    -22.25       -         -      21.630   
> 0.011
>     4  1.093   -2.161       -         -         -         -      22.311   
> 0.001
>     5  1.084   -3.545       -         -       90.00     30.00    22.510   
> 0.028
>     6  1.100    1.296       -         -         -         -      21.631   
> 0.011
>     7  1.089   -0.147       -         -      100.00     35.00    21.755   
> 0.026
>     8  1.100    2.209       -         -         -         -      21.533  
> -0.018
>     9  1.070   -3.976       -         -      125.00     50.00    22.499   
> 0.095
>                         --------  --------  --------  --------
>                Total:    318.69     -6.78    315.00    115.00
> 
> ================================================================================
> |     Branch Data                                                             
>  |
> ================================================================================
> Brnch   From   To    From Bus Injection   To Bus Injection     Loss (I^2 * Z) 
>  
>   #     Bus    Bus    P (MW)   Q (MVAr)   P (MW)   Q (MVAr)   P (MW)   Q 
> (MVAr)
> -----  -----  -----  --------  --------  --------  --------  --------  
> --------
>    1      1      4     78.69     13.54    -78.69    -10.50     0.000      3.04
>    2      4      5     32.20     -3.57    -32.05    -14.33     0.152      0.82
>    3      5      6    -57.95    -15.67     59.08    -22.10     1.125      4.90
>    4      3      6     90.00    -22.25    -90.00     26.51     0.000      4.26
>    5      6      7     30.92     -4.41    -30.82    -19.78     0.101      0.85
>    6      7      8    -69.18    -15.22     69.53      0.29     0.346      2.93
>    7      8      2   -150.00      9.74    150.00      1.93     0.000     11.67
>    8      8      9     80.47    -10.03    -78.74    -17.30     1.732      8.71
>    9      9      4    -46.26    -32.70     46.49     14.07     0.231      1.97
>                                                              --------  
> --------
>                                                     Total:     3.687     39.16
> 
> ================================================================================
> |     Voltage Constraints                                                     
>  |
> ================================================================================
> Bus #  Vmin mu    Vmin    |V|   Vmax    Vmax mu
> -----  --------   -----  -----  -----   --------
>     1      -      0.900  1.100  1.100     0.977
>     6      -      0.900  1.100  1.100    44.627
>     8      -      0.900  1.100  1.100   113.932
> 
> ================================================================================
> |     Generation Constraints                                                  
>  |
> ================================================================================
>  Gen   Bus                Active Power Limits
>   #     #    Pmin mu    Pmin       Pg       Pmax    Pmax mu
> ----  -----  -------  --------  --------  --------  -------
>    2     2    5.164    150.00    150.00    150.00    0.000
>    3     3    1.420     90.00     90.00     90.00    0.000
> 
> Gen  Bus              Reactive Power Limits
>  #    #   Qmin mu    Qmin       Qg       Qmax    Qmax mu
> ---  ---  -------  --------  --------  --------  -------
>   2    2   0.018      1.93      1.93      1.93    0.000
>   3    3   0.000    -22.25    -22.25    -22.25    0.011
> 
> 
>  IS there a way for this Dr Zimmerman?
> 
> Thank you
> 
> Subject: Re: Constraining matpower
> From: [email protected]
> Date: Mon, 20 May 2013 08:47:09 -0500
> To: [email protected]
> 
> Setting Pgmax=Pgmin=Pg (similarly for Qg) should constrain the generator 
> output to a fixed value.
> 
> Shri
> 
> On May 20, 2013, at 8:01 AM, spyros gian <[email protected]> wrote:
> 
> Dear Dr Zimmerman,
> 
> I have solved an ACOPF in an optimisation tool. 
> I would like to get the solutions from this tool, and plug them to the 
> matpower.
> In particular, I want to get the solutions for the Pgeneration and 
> Qgeneration for each generator that the optimisation tool gave me,
> and plug them into matpower.
> 
> This will allow me to see whether the matpower gives the same values for 
> voltage magnitudes that I got.
> 
> Should I program some code in matlab so that i constrain matpower's mpc.gen 
> matrix to have these values? 
> 
> I guess that if i put these values to the columns Pg,Qg of the matpower 
> mpc.gen matrix, this will not constrain matpower. 
> 
> 
> Thank you for your insight
> 
> Syros Giannakos

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