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Dear Dr. Cui and other experts, I want to simulate load shedding after fault clearance in the IEEE14 bus system. A three-phase fault occurred on bus 3 at 0.1s and was cleared at 0.2s. Line 3 also tripped at 0.2s. Load shedding is implemented at 0.3s by altering the Ppf value of PQ. In order to implement load shedding, I need to set p2p and q2q to 1 before PFlow and TDS so that I can alter Ppf to change the load of PQ. But when conducting TDS, there is always a problem that shows “Convergence is not likely”. TDS runs well without setting p2p and q2q to 1. Could you please give me some advice on it? ss=andes.load('ieee14.xlsx') Kind Regards |
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Replies: 2 comments 7 replies
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Hello Yang, This is very likely that the power flow does not have a solution when the load model is constant power. The fault is drawing too much power from the network, so that the constant power constaints on the loads cannot be met due to voltage drop. One way is to increase the fault impedance, i.e., the |
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Hello @yzhuold, Please MARK OUT an answer to your question if you find any reply appropriate. In this way, the Q&A will be a valuable input to this community that can be helpful for future users. Regards, |
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Hello Yang,
This is very likely that the power flow does not have a solution when the load model is constant power. The fault is drawing too much power from the network, so that the constant power constaints on the loads cannot be met due to voltage drop.
One way is to increase the fault impedance, i.e., the
xf
of the Fault. This will create a fault drawing fewer reactive power. You might tune it to find a feasible solution, then reduce the load and reduce the fault impedance until that meets your target.