Toshiba GR200 Series Instruction Manual page 409

Line differential protection ied
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FL calculation with data at a local-terminal only
2.32.2
When considering the FL calculation with data at a local-terminal only, user should note the
time of this calculation is longer than the time of FL calculation with data at a local-terminal
and remote-terminals
obtained by measuring the change in current before and after the fault occurrence. The
reference current is used to remove the influence of load voltage and arc voltage.
Note: In the
1
that are longer than three-cycles as fault continuing time—is required.
Conversely, minimum two-cycles as fault continuing time are required in the
calculation with data at a local-terminal and remote-terminals
If a phase-to-phase fault occurs,
with data of the reference current (Iβ"), which is obtained by measuring the change in current
before and after the fault occurrence.
If an earth fault occurs,
reference current (Iα"), which is similarly obtained by measuring the change in the current
before and after the fault.
In order to maintain the measurement accuracy, the compensation factors for impedance
imbalance are considered in the calculation when the variation of the impedance in each phase
is large.
Calculation principle for phase-to-phase fault
(i)
Equations for the calculation in the case of phase-b-to-phase-c fault
We suppose the occurrence of a phase-b-to-phase-c fault. The fault distance (χ) is calculated
with the following Equations (2.32-13) to (2.32-16). Equation (2.32-16) is a general expression
when lines are treated as having lumped constants; and this expression is sufficient for lines
within 100km.
where,
. This FL calculation requires data of the reference current, which is
1
FL calculation with data at a local-terminal only
Calculation principle for phase-to-phase fault
Calculation principle for earth fault
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χ =
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6F2S1914 (0.49)
, more calculation time—
FL
.
is used
is used with another
(2.32-13)
(2.32-14)
(2.32-15)
(2.32-16)
GRL200 (Soft 033 & 037)

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