Dear all,

in my work I'm trying to validate a module that creates a mpc with required 
grid information (buses, topology information, loads, ...). Therefore I have 
two questions related to the correct modelling of the MATPOWER case file.


1)      After some adjustments of the model, I receive very accurate results 
for the DC power flow in matpower compared with a commercial powerflow tool. 
The decisive setting was the neglection of the parameters in the TAP column for 
the transformers. The only place where the TAP column is considered for the DC 
power flow is inside the function makeBdc below (line 64/65).
____________________________________________________________________________________
[Bbus, Bf, Pbusinj, Pfinj] = makeBdc(baseMVA, bus, branch
...
stat = branch(:, BR_STATUS);                    %% ones at in-service branches
b = stat ./ branch(:, BR_X);                    %% series susceptance
tap = ones(nl, 1);                              %% default tap ratio = 1
i = find(branch(:, TAP));                       %% indices of non-zero tap 
ratios
tap(i) = branch(i, TAP);                        %% assign non-zero tap ratios
b = b ./ tap;
_____________________________________________________________________________________

After I received the results, I'm still trying to understand the influence of 
the column TAP (the transformer off nominal turns ratio). According to my 
actual understanding of the DC power flow only the reactance has an influence 
on the resulting flows.

May someone be so kind to explain me the consideration of the TAP column in the 
makeBdc-function. I already found the old post here but would like to 
understand it even better 
(https://www.mail-archive.com/[email protected]/msg00320.html).


2)      My second question is related to a proper validation of the AC-power 
flow. Here I have an issue with the modelling of transformers as I get 
different results between MATPOWER compared to a commercial powerflow tool. As 
I describe above the result for the DC-power flow are already quite accurate. 
Below I show the same input data for the transformer. It is a 2-winding 
transformer connecting two different voltage levels without any shifting. I'm 
trying to validate the AC-power flow in a small test grid with five nodes and 
the slack at "NODE2_21".


----- 2 WINDING TRANSFORMER BLOCK -----
_________1_________2_________3_________4_________5_________6_________7_________8_________9
Node 1  |Node 2  |O|S|U1   |U2   |Sn   |R(Ohm)|X(Ohm)|B(uS)   |G(uS) |I(A)  
|Element Name|

##T
NODE5_81 NODE2_21 1 0 347.0 242.0 240.0 1.1200 44.100 -28.0000 1.0000    400 
TR-1

To calculate the right values for the branch matrix I use the following values 
from the depending transformer:

-         baseKV_from = 347 kV

-         baseMVA = 100 MVA

-         zbase_from = basekV_from^2 / baseMVA

-         BR_R = 1.12 (Ohm) / zbase_from

-         BR_X = 44.1 (Ohm) / zbase_from

-         BR_B = -28 (uS) * 10^-6 * zbase_from
My results for the branch matrix are

-         BR_R = 0,00093

-         BR_X = 0,03662

-         BR_B = -0,03371
Without modelling a load/generation at node "NODE5_81" I receive quite 
different results in voltage magnitude/angle.

-         MAPTOWER

o   VM = 1,04480948; VA= 0,000897843

-         Commercial powerflow tool

o   VM = 0,998756671; VA = -0,000364748875

I suppose that it has do something with the modelling of the transformer losses 
in matpower. But I don't have a clue how to get more accurate results. I also 
tried the approach to model the losses as suggested here 
(https://www.mail-archive.com/[email protected]/msg02291.html). If someone 
can give me a hint where to look at, I would be very thankful!

Thank you very much. With kind regards,
Tobias Hoffmann



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