Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
Urvi Rathod has created this Calculator and 500+ more calculators!
Payal Priya
Birsa Institute of Technology (BIT), Sindri
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11 Other formulas that you can solve using the same Inputs

Potential Difference Between a-Phase (1OC)
Potential Difference Between a-Phase=(Positive Sequence Potential Difference+Negative Sequence Potential Difference+Zero Sequence Potential Difference)/3 GO
Zero Sequence Potential differences (3oc)
Zero Sequence Potential Difference=(Positive Sequence Potential Difference+Negative Sequence Potential Difference+Zero Sequence Potential Difference)/3 GO
Potential Difference Between a-Phase (3oc)
Potential Difference Between a-Phase=(3*Zero Sequence Potential Difference)-Potential Difference Between b-Phase-Potential Difference Between c-Phase GO
Potential Difference Between b-Phase (3oc)
Potential Difference Between b-Phase=(3*Zero Sequence Potential Difference)-Potential Difference Between a-Phase-Potential Difference Between c-Phase GO
Potential Difference Between c-Phase (3oc)
Potential Difference Between c-Phase=(3*Zero Sequence Potential Difference)-Potential Difference Between a-Phase-Potential Difference Between b-Phase GO
Positive Sequence Potential Difference (2OC)
Positive Sequence Potential Difference=((-1)*Negative Sequence Potential Difference)-Zero Sequence Potential Difference GO
Zero Sequence Potential Difference (2OC)
Zero Sequence Potential Difference=((-1)*Positive Sequence Potential Difference)-Negative Sequence Potential Difference GO
Potential Difference Between b-phase (2OC)
Potential Difference Between b-Phase=(3*Zero Sequence Potential Difference)-Potential Difference Between c-Phase GO
Potential Difference Between c-phase (2OC)
Potential Difference Between c-Phase=(3*Zero Sequence Potential Difference)-Potential Difference Between b-Phase GO
Potential Difference Between a-Phase Using Positive Sequence Potential Difference (1OC)
Potential Difference Between a-Phase=Positive Sequence Potential Difference/3 GO
Potential Difference Between a-Phase Using Zero Sequence Potential Difference (1OC)
Potential Difference Between a-Phase=Zero Sequence Potential Difference/3 GO

1 Other formulas that calculate the same Output

Negative Sequence Potential Difference Using Potential Difference Between a-Phase (1OC)
Negative Sequence Potential Difference=Potential Difference Between a-Phase/3 GO

Negative Sequence Potential Difference (2OC) Formula

Negative Sequence Potential Difference=((-1)*Positive Sequence Potential Difference-Zero Sequence Potential Difference)
Vaa'2=((-1)*Vaa'1-Vaa'0)
More formulas
b-phase Current (2OC) GO
c-phase Current (2OC) GO
a-phase Current (2OC) GO
Potential Difference Between b-phase (2OC) GO
Potential Difference Between c-phase (2OC) GO
Potential Difference Between a-phase (2OC) GO
Positive Sequence Current (2OC) GO
Negative Sequence Current (2OC) GO
Zero Sequence Current (2OC) GO
Positive Sequence Potential Difference (2OC) GO
Zero Sequence Potential Difference (2OC) GO
Zero Sequence Potential Difference Using Potential Difference Between b-Phase(2OC) GO
Positive Sequence Current Using Positive Sequence Voltage (2OC) GO
Positive Sequence Impedance Using Positive Sequence Voltage (2OC) GO
Negative Sequence Impedance Using Negative Sequence Voltage (2OC) GO
Negative Sequence Current Using Negative Sequence Voltage (2OC) GO
Zero Sequence Current Using Zero Sequence Voltage (2OC) GO
Zero Sequence Impedance Using Zero Sequence Voltage (2OC) GO
Zero Sequence Voltage Using Zero Sequence Current (2OC) GO
Positive Sequence Voltage Using Positive Sequence Current (2OC) GO
Negative Sequence Voltage Using Negative Sequence Current (2OC) GO
a-phase EMF Using Positive Sequence Voltage (2OC) GO
a-phase EMF Using Positive Sequence Current (2OC) GO
Zero Sequence Impedance Using a-phase EMf (2OC) GO
Positive Sequence Impedance Using a-phase EMf (2OC) GO
Negative Sequence Impedance Using a-phase EMf (2OC) GO
Positive Sequence Current Using a-phase EMf (2OC) GO

What is two open conductor fault?

When two phases of a balanced three-phase line open it creates an unbalance in the system and results in the flow of unbalanced currents. Such conditions occur in the system when one or two conductors of a transmission line are broken due to storms or if fuses, isolators, or circuit breakers operate only on one or two phases leaving others connected.

How to Calculate Negative Sequence Potential Difference (2OC)?

Negative Sequence Potential Difference (2OC) calculator uses Negative Sequence Potential Difference=((-1)*Positive Sequence Potential Difference-Zero Sequence Potential Difference) to calculate the Negative Sequence Potential Difference, The Negative Sequence Potential Difference (2OC) formula is defined as consists of balanced three-phase potential differences phasors which are exactly at 120 degrees apart rotating counterclockwise in ACB rotation. Negative Sequence Potential Difference and is denoted by Vaa'2 symbol.

How to calculate Negative Sequence Potential Difference (2OC) using this online calculator? To use this online calculator for Negative Sequence Potential Difference (2OC), enter Positive Sequence Potential Difference (Vaa'1) and Zero Sequence Potential Difference (Vaa'0) and hit the calculate button. Here is how the Negative Sequence Potential Difference (2OC) calculation can be explained with given input values -> -6 = ((-1)*2-4).

FAQ

What is Negative Sequence Potential Difference (2OC)?
The Negative Sequence Potential Difference (2OC) formula is defined as consists of balanced three-phase potential differences phasors which are exactly at 120 degrees apart rotating counterclockwise in ACB rotation and is represented as Vaa'2=((-1)*Vaa'1-Vaa'0) or Negative Sequence Potential Difference=((-1)*Positive Sequence Potential Difference-Zero Sequence Potential Difference). Positive Sequence Potential Difference and Zero Sequence Potential Difference.
How to calculate Negative Sequence Potential Difference (2OC)?
The Negative Sequence Potential Difference (2OC) formula is defined as consists of balanced three-phase potential differences phasors which are exactly at 120 degrees apart rotating counterclockwise in ACB rotation is calculated using Negative Sequence Potential Difference=((-1)*Positive Sequence Potential Difference-Zero Sequence Potential Difference). To calculate Negative Sequence Potential Difference (2OC), you need Positive Sequence Potential Difference (Vaa'1) and Zero Sequence Potential Difference (Vaa'0). With our tool, you need to enter the respective value for Positive Sequence Potential Difference and Zero Sequence Potential Difference and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Negative Sequence Potential Difference?
In this formula, Negative Sequence Potential Difference uses Positive Sequence Potential Difference and Zero Sequence Potential Difference. We can use 1 other way(s) to calculate the same, which is/are as follows -
  • Negative Sequence Potential Difference=Potential Difference Between a-Phase/3
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