Thank you Ray; Merry Christmas and the best for you and your loved ones in 2017.
Best regards
José Luis
________________________________
De: [email protected] 
[[email protected]] en nombre de Ray Zimmerman 
[[email protected]]
Enviado: viernes, 23 de diciembre de 2016 15:32
Para: MATPOWER discussion forum
Asunto: Re: ANNOUNCE: MATPOWER 6.0, GitHub and dev list

For case13659pegase, the OPF does not solve via MIPS with the step_control 
option turned off. But if you turn it on, it solves it with no problems (see 
below).

   Ray

>> mpc = loadcase('case13659pegase');
>> mpopt = mpoption('opf.ac.solver', 'MIPS', 'verbose', 2, 'mips.step_control', 
>> 1);
>> r = runopf(mpc, mpopt);

MATPOWER Version 6.0, 16-Dec-2016 -- AC Optimal Power Flow
MATPOWER Interior Point Solver -- MIPS-sc, Version 1.2.2, 16-Dec-2016
 (using built-in linear solver)
 it    objective   step size   feascond     gradcond     compcond     costcond
----  ------------ --------- ------------ ------------ ------------ ------------
  0     603490.64               0.0283287        0.005      4351.97            0
  1      453527.4     151.54    0.0101827      9.75233      809.824     0.244443
  2     430405.94     189.53    0.0109808      5.30636      811.953    0.0498815
  3     427040.25     93.171    0.0102798      4.35084      667.906   0.00764225
  4     420206.63     516.05    0.0089644      3.83141      1051.43    0.0156361
  5     412043.72     125.26    0.0068166      2.87197      1064.07    0.0189744
  6      410381.9     29.014   0.00726312      2.40311      1000.79   0.00393754
  7     408557.71     40.662   0.00669889      2.41615      933.536   0.00433938
  8     403582.26     142.34   0.00521995       1.8859      785.114    0.0118871
  9     403348.12     384.34   0.00502694      1.43533      730.692  0.000566127
 10     400201.31     40.955   0.00532589      1.26497      655.678   0.00761297
 11     400257.18     325.36   0.00531446     0.433566      649.357  0.000136185
 12     400177.85     849.78   0.00525704      0.39752      640.569   0.00019335
 13     399904.19     82.287   0.00519886     0.398468      644.031  0.000667191
 14     399904.19     17.885   0.00519886     0.383555      643.376  7.68447e-09
 15     399879.03     355.08   0.00519015     0.542706      579.881  6.13839e-05
 16     399131.37     547.59   0.00497134     0.592794      570.513   0.00182411
 17     397672.25     495.75   0.00462847      1.05644      551.734   0.00356638
 18     396707.56     11.892   0.00430327     0.874628       489.67   0.00236633
 19     396151.26     19.462   0.00444283     0.800823       468.95   0.00136781
 20     392280.55     114.98   0.00374406     0.661955      356.616   0.00953023
 21     391293.06     49.858   0.00264844     0.567844      309.357   0.00245472
 22      391247.9     581.32   0.00324766     0.631507      306.479  0.000112544
 23     390583.47     25.143   0.00221148     0.597679      282.115   0.00165591
 24     390595.41     286.08   0.00220616     0.465001      261.586  2.98203e-05
 25     390428.79     146.94   0.00179155     0.446775      243.286  0.000415928
 26     390372.22     434.71   0.00172962     0.411703       226.01  0.000141288
 27     390454.04     294.43   0.00133205     0.439519      223.886  0.000204362
 28     390192.58     52.257    0.0011818      0.17825       140.85  0.000652917
 29     390008.81     30.837   0.00100727    0.0984891      81.9882  0.000459183
 30     389903.27     30.152  0.000174552    0.0611142      40.1254  0.000263859
 31     389892.79     9.9626  0.000137222    0.0359755      10.0626  2.62047e-05
 32     389721.19     3.2956  1.02512e-05   0.00349992       1.3069  0.000429101
 33     388453.54       15.7  0.000256588    0.0104369      1.07514   0.00317135
 34     387722.37     19.529  0.000246483    0.0217193     0.717008   0.00183501
 35     387334.09     11.759  7.40872e-05    0.0132285     0.327493  0.000976268
 36     387307.91     1.0907   7.0692e-05    0.0126478     0.314123  6.58763e-05
 37     386941.74     13.119  0.000173869   0.00766564      0.18797  0.000921626
 38     386766.45     9.2453  7.41087e-05   0.00425106    0.0865031  0.000441617
 39     386541.53     8.6513  5.74557e-05   0.00917594    0.0386066  0.000566867
 40     386426.24     7.0041   3.5527e-05   0.00813906    0.0234503  0.000290744
 41     386388.43     7.6536  2.89758e-05   0.00723934    0.0147446  9.53801e-05
 42     386300.35     6.7176  1.90977e-05   0.00421493   0.00879397  0.000222219
 43     386260.93     6.2864  1.61581e-05   0.00297628   0.00594115  9.94658e-05
 44     386231.27     6.5216  1.41249e-05   0.00299056   0.00388931   7.4831e-05
 45     386214.83     4.5453  1.27756e-05   0.00264752   0.00343229  4.14931e-05
 46     386210.25     6.6269  1.23084e-05   0.00270949   0.00323511  1.15646e-05
 47      386191.3     6.5121  1.07846e-05   0.00166448    0.0030225  4.78303e-05
 48     386180.41     5.7019  9.64403e-06   0.00181775   0.00284526  2.74762e-05
 49     386165.55     5.1818  8.13163e-06   0.00130053   0.00213259  3.75273e-05
 50     386158.76     4.5864  7.29279e-06   0.00133926   0.00184597  1.71202e-05
 51     386151.26     4.2563  6.35362e-06     0.003752  0.000977928  1.89425e-05
 52     386139.78     4.3889  6.03442e-06   0.00327798  0.000675708  2.89687e-05
 53     386132.86     8.4713  5.41839e-05   0.00241102   0.00056965  1.74871e-05
 54     386130.82     3.0223   4.9349e-05   0.00329594  0.000336801  5.15198e-06
 55     386125.95     3.3048   3.7878e-05   0.00276376  0.000225873  1.22935e-05
 56     386123.82      2.556  3.22676e-05   0.00257081  0.000154914  5.36218e-06
 57     386119.31     2.3231   1.9772e-05   0.00164822  8.74242e-05  1.14006e-05
 58     386116.87     1.6439  1.18681e-05   0.00107557  4.22071e-05  6.13841e-06
 59     386115.43     1.2229  6.46371e-06  0.000668839  1.83415e-05  3.64065e-06
 60     386114.87    0.82146   4.0326e-06  0.000409945  1.23173e-05  1.43165e-06
 61     386114.37    0.56667  2.54383e-06  0.000233347  4.84225e-06  1.25201e-06
 62     386114.25    0.80039  1.43661e-05  0.000134993  3.49968e-06  2.98022e-07
 63     386114.15    0.26999  7.64586e-06  9.11682e-05  1.69869e-06  2.58815e-07
 64     386114.08    0.20353  2.59397e-06  4.99894e-05  5.13271e-07  1.73918e-07
 65     386114.06    0.25421  9.45025e-07   2.1835e-05  1.87895e-07  5.60687e-08
 66     386114.05    0.12936  3.33392e-07  5.99386e-06  3.98056e-08  2.70993e-08
 67     386114.05   0.063044  9.51785e-08  3.81842e-07  4.64937e-09  5.16113e-09
Converged!

Converged in 30.86 seconds
Objective Function Value = 386114.05 $/hr
================================================================================
|     System Summary                                                           |
================================================================================

How many?                How much?              P (MW)            Q (MVAr)
---------------------    -------------------  -------------  -----------------
Buses          13659     Total Gen Capacity   981300.0       -790500.0 to 
995580.0
Generators      4092     On-line Capacity     981300.0       -790500.0 to 
995580.0
Committed Gens  4092     Generation (actual)  386114.0           48213.6
Loads           5544     Load                 381431.9           98523.4
  Fixed         5544       Fixed              381431.9           98523.4
  Dispatchable     0       Dispatchable          -0.0 of -0.0      -0.0
Shunts          8754     Shunt (inj)           -387.4           128445.9
Branches       20467     Losses (I^2 * Z)      4294.83          78136.17
Transformers    5713     Branch Charging (inj)     -                0.0
Inter-ties         0     Total Inter-tie Flow     0.0               0.0
Areas              1

                          Minimum                      Maximum
                 -------------------------  --------------------------------
Voltage Magnitude   0.837 p.u. @ bus 3054       1.164 p.u. @ bus 8400
Voltage Angle     -31.35 deg   @ bus 12945      44.38 deg   @ bus 5000
P Losses (I^2*R)             -                 23.07 MW    @ line 6497-8183
Q Losses (I^2*X)             -                308.74 MVAr  @ line 13646-13522
Lambda P            0.91 $/MWh @ bus 3671       1.18 $/MWh @ bus 3054
Lambda Q           -0.17 $/MWh @ bus 1535       0.16 $/MWh @ bus 11476
>>



On Dec 20, 2016, at 6:04 AM, De La Fuente Oconnor, Jose Luis 
<[email protected]<mailto:[email protected]>> wrote:

Dear Ray,
CONGRATULATIONS on your new Matpower 6.0, and what’s more, on your magnificent 
work, innovations, and new improvements.
I have tested the 13,659 buses case and as far as PF refers, it works 
perfectly. How about OPF?
This tool is going to be very useful for many thing and a de facto standard for 
teaching and testing new possibilities for huge systems.
You put a tool for many organizations to overcome the gap, or lack rather, of 
the asymmetry  of information of those assigning prices to the kWh and those 
obliged to pay for whatever is that price.
Thank You very much for your effort.
Hope you pursue this endeavor many years.
José Luis de la Fuente


De: 
[email protected]<mailto:[email protected]>
 [mailto:[email protected]] En nombre de Ray Zimmerman
Enviado el: lunes, 19 de diciembre de 2016 15:00
Para: De La Fuente Oconnor, Jose Luis
Asunto: ANNOUNCE: MATPOWER 6.0, GitHub and dev list


We are pleased to announce that MATPOWER 6.0 is now available for free download 
from the MATPOWER 
website<https://www.list.cornell.edu/t/121095431/8181039/58001/1/> ...

    
http://www.pserc.cornell.edu/matpower/<https://www.list.cornell.edu/t/121095431/8181039/58001/2/>

And MATPOWER now has a new home on 
GitHub<https://www.list.cornell.edu/t/121095431/8181039/144033/1001/> as well 
as a new developer e-mail 
list<https://www.list.cornell.edu/t/121095431/8181039/144034/1002/>!

MATPOWER is a free, open-source software package for power system analysis, 
aimed primarily at solving power flow and optimal power flow problems.

Highlights of version 6.0 include:

  *   A new open development model, with a home on 
GitHub<https://www.list.cornell.edu/t/121095431/8181039/144033/1003/> and new 
developer e-mail 
list<https://www.list.cornell.edu/t/121095431/8181039/144034/1004/>.
  *   The MATPOWER Optimal Scheduling Tool (MOST), which can handle the 
following classes of problems:

     *   deterministic economic dispatch with optional fixed zonal reserves
     *   deterministic DC OPF with optional fixed zonal reserves
     *   deterministic multi period ED/DC OPF with optional fixed zonal 
reserves, ramping costs, storage, etc.
     *   deterministic UC, with optional DC OPF constraints, fixed zonal 
reserves, ramping costs, storage, etc, startup/shutdown costs, min up and down 
time constraints
     *   stochastic versions of all of the above to represent e.g. uncertain 
renewable generation
     *   secure versions of all of the above with explicit contingencies 
instead of zonal reserves for security

  *   New European and French system case files, up to 13,659 buses. (thanks to 
Cédric Josz and friends)
  *   General mechanism for applying modifications to an existing MATPOWER case.
  *   Generator real and reactive power limits for the continuation power flow 
(CPF). (thanks to Shrirang Abhyankar)
  *   OPF option to respect specified generator voltage set points (rather than 
optimizing them).
  *   Experimental foundation for handling of ZIP load models.
  *   Several new contributions, including:

     *   Ability to plot electrically meaningful drawings of MATPOWER cases. 
(thanks to Paul Cuffe)
     *   OPF-based maximum loadability limit calculation. (thanks to Camille 
Hamon)

  *   Bug fixes.
  *   And more.

More details are available in the What's 
New<https://www.list.cornell.edu/t/121095431/8181039/58006/1005/> section of 
the website.

We request that those using MATPOWER for their research please cite the 
following reference.

R. D. Zimmerman, C. E. Murillo-Sánchez, and R. J. Thomas, "MATPOWER 
Steady-State Operations, Planning and Analysis Tools for Power Systems Research 
and Education,"<https://www.list.cornell.edu/t/121095431/8181039/58007/1006/> 
Power Systems, IEEE Transactions on, vol. 26, no. 1, pp. 12-19, Feb. 2011, 
http://dx.doi.org/10.1109/TPWRS.2010.2051168.

Additionally, if you use MOST, please also cite:

C. E. Murillo-Sánchez, R. D. Zimmerman, C. L. Anderson, and R. J. Thomas, 
"Secure Planning and Operations of Systems with Stochastic Sources, Energy 
Storage and Active 
Demand,"<https://www.list.cornell.edu/t/121095431/8181039/58008/1007/> Smart 
Grid, IEEE Transactions on, vol. 4, no. 4, pp. 2220–2229, Dec. 2013, 
http://dx.doi.org/10.1109/TSG.2013.2281001.

Sign up here<https://www.list.cornell.edu/t/121095431/8181039/144030/1008/> to 
receive announcements of new versions.

Please send suggestions, comments or questions to the appropriate MATPOWER 
mailing list<https://www.list.cornell.edu/t/121095431/8181039/58009/1009/>, and 
submit any bug reports or other issues via the GitHub issue 
tracker<https://www.list.cornell.edu/t/121095431/8181039/144035/1010/>.

Enjoy!

--
Ray Zimmerman
Senior Research Associate
B30 Warren Hall, Cornell University, Ithaca, NY 14853
phone: (607) 255-9645


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