This curve depicts the power transfer conditions for all lines of the example system in service and with one or two lines out of service. Power is expressed in watts. Transmitted power is equated to the product of voltage magnitudes multiplied by the sine of the angle difference between these voltages, all divided by the equivalent transmission line series reactance. (This expression neglects line resistance and shunt admittance.)

The initial operating conditions resulted in a system power angle of δ
1. This represents the "torque angle" between Systems A and B. If a fault takes one line out of service, a new steady state system power angle, δ
2, is required to maintain the original level of transmitted power from System A toward System B.
Note that for the case of two lines out of service, this example transmission system is not capable of supporting the original level of transmitted power flow from System A toward System B. System B must now obtain more power from local generation sources and/or remote generation sources that are not associated with System A.
This illustrates the importance of accurate determination of operating system power angles, bus voltages, and equivalent system impedances.