How to model the ground connection circuit of a generator?
The ground connection of the generator is not shown in PTW but one can only enter the neutral impedance in the generator component. For the ground protection, the ground relay is added as another function in the phase relay in the circuit or added in series with the phase. However, if you need to visually display the connection in the drawings you may do so by using annotation lines as shown below. Keep in mind that the circuit are floating components and not electrically connected in the system in PTW.
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)