I was not able to use your data without manual editing, due to the way the text 
wrapped, but you can try relaxing the Qmin constraint a bit and see how the 
solution changes to understand the tradeoffs the optimization is making in 
order to accommodate the Q injection.

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





On Jun 19, 2013, at 6:27 AM, Jiashen Teh <jiashen.te...@manchester.ac.uk> wrote:

> Dear Dr Ray, 
> 
> I am trying to find out what will happen if I have excessive reactive power 
> supply on a 3 bus network.
> 
> I did that by forcing synchronous generator to have max and min VAR supply of 
> 100 MVAR.
> 
> When I do that, I expect bus voltages to increase (done by relaxing bus 
> voltage limits). However, from MATPOWER simulation shows me that bus voltages 
> drop instead.
> 
> Could you please explain why this is happening? I attached here are my 
> network data. Thanks in advance.
> 
> %% bus data
> % bus_i
> type Pd    Qd       Gs
> Bs area 
> Vm Va
> baseKV zone
> Vmax Vmin
> mpc.bus = [
>     1       2       0      0        0   0     1      1             0    230   
>   1       5       0 
>     2       2       0      0        0   0     1      1 
>  0    230     1       5       0   
>     3       3       0      0        0   0     1      1 
>  0    230     1       5       0      
>     ];
> %% generator data
> % bus     Pg      Qg       Qmax
>  Qmin          Vg      mBase
> status Pmax
> Pmin 
> mpc.gen = [
>     1       0        0        100       0         1.00     100      1      
> 400        0    
>     2       0        0        50        0          1.00     100      1      
> 200        0
>     2       0        0        50        0          1.00     100      1      
> 200        0    
>     3       0        0       100       100       1.00     100      1       0  
>         0    % SG
>     2       0        0        0        -20         1.00     100      1       
> 0         -100  % Dispatchable load
>     3       0        0        0        -33         1.00     100      1       
> 0         -165  % Dispatchable load     
>     ];
> %% branch data
> % fbus
> tbus  r         x         b           rateA    rateB   rateC
> ratio angle
> status angmin
> angmax
> mpc.branch = [
>     1       3       0.0342    0.180     0.0106*2        150      85     85    
>   0       0        1        -360    360    
>     1       2       0.0912    0.480     0.0282*2        100      85     85    
>   0       0        1        -360    360
>     2       3       0.1140    0.600     0.0352*2        200      71     71    
>   0       0        1        -360    360 
>     1       3       0.0342    0.180     0.0106*2        150      85     85    
>   0       0        1        -360    360    
>     1       2       0.0912    0.480     0.0282*2        100      85     85    
>   0       0        1        -360    360
>     2       3       0.1140    0.600     0.0352*2        200      71     71    
>   0       0        1        -360    360
>     ];
> %% generator cost data
> % model   Startup Cost    Shutdown Cost   Coefficient number    Coefficient
>     mpc.gencost = [ 
>     2       10              0                   3               10        100 
>      1000
>     2       10              0                   3               2.5       5   
>      10
>     2       10              0                   3               2.5       5   
>      10
>     2       10              0                   3               0         0   
>      0   % SG 
>     2       10              0                   2               5000      
> 2500     0   % Dispatchable load
>     2       10              0                   2               5000      
> 2500     0   % Dispatchable load      
>     ];
>                 
> Yours sincerely,
> 
> Jiashen Teh
> PhD Student
> Electrical Energy & Power Systems Group, School of Electrical & Electronic 
> Engineering
> Ferranti Building (B18), The University of Manchester, M13 9PL, United Kingdom
> Tel: +44 (0) 161 306 2263; Mobile: +44 (0) 792 322 4864

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