Why DAPPER load flow results differ from I*SIM/TMS load flow results
Why I am receiving different DAPPER load flow results compared to I*SIM/TMS load flow results in the same project?
Both I*SIM and TMS run an initial load flow study for a particular case. If the DAPPER LF datablocks on the one-line drawing are displayed while running I*SIM/TMS, the datablock will be updated with the new calculated values.
In some cases a user may receive different DAPPER load flow results compared to the completed I*SIM/TMS load flow. Here’s an example of DAPPER load flow results:
![](data:image/png;base64,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)
The following indicates a different load flow result after running I*SIM:
![](data:image/png;base64,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)
As shown, the DAPPER load flow results and the VD% are different.
The following reasons account for the load flow differences:
1. The DAPPER load flow module will model the utility/swing generator impedance if enabled.
![](data:image/png;base64,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)
On the other hand, I*SIM/TMS will not include the utility/swing generator impedance since the software assumes they already have a model.
2. I*SIM/TMS will include the motor model that is selected from the corresponding dialog page in that Study Case. However, the DAPPER load flow will use the Component Editor page of the motor to model it.
3. Motors may not be started at t=0 seconds in I*SIM/TMS. In other words, I*SIM/TMS calculations will not see the motors at t=0 seconds. DAPPER load flow will consider the motors in the simulation.
For identical DAPPER and I*SIM/TMS load flow results:
1. Go to the DAPPER load flow study options and uncheck the follow two boxes:
![](data:image/png;base64,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)
2. Put the motors out of service for the follow reasons:
• The motors may start at a time other than 0 seconds.
• DAPPER load flow and I*SIM/TMS don’t use the same model for the motors.
DAPPER load flow results after applying the above modifications:
![](data:image/png;base64,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)
I*SIM/TMS load flow results after applying the above modifications:
![](data:image/png;base64,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)
An alternative solution is to deselect the motors from the I*SIM/TMS case menu.
Both I*SIM and TMS run an initial load flow study for a particular case. If the DAPPER LF datablocks on the one-line drawing are displayed while running I*SIM/TMS, the datablock will be updated with the new calculated values.
In some cases a user may receive different DAPPER load flow results compared to the completed I*SIM/TMS load flow. Here’s an example of DAPPER load flow results:
The following indicates a different load flow result after running I*SIM:
As shown, the DAPPER load flow results and the VD% are different.
The following reasons account for the load flow differences:
1. The DAPPER load flow module will model the utility/swing generator impedance if enabled.
On the other hand, I*SIM/TMS will not include the utility/swing generator impedance since the software assumes they already have a model.
2. I*SIM/TMS will include the motor model that is selected from the corresponding dialog page in that Study Case. However, the DAPPER load flow will use the Component Editor page of the motor to model it.
3. Motors may not be started at t=0 seconds in I*SIM/TMS. In other words, I*SIM/TMS calculations will not see the motors at t=0 seconds. DAPPER load flow will consider the motors in the simulation.
For identical DAPPER and I*SIM/TMS load flow results:
1. Go to the DAPPER load flow study options and uncheck the follow two boxes:
2. Put the motors out of service for the follow reasons:
• The motors may start at a time other than 0 seconds.
• DAPPER load flow and I*SIM/TMS don’t use the same model for the motors.
DAPPER load flow results after applying the above modifications:
I*SIM/TMS load flow results after applying the above modifications:
An alternative solution is to deselect the motors from the I*SIM/TMS case menu.