Siemens SIPROTEC Manual page 126

Line differential protection with distance protection
Hide thumbs Also See for SIPROTEC:
Table of Contents

Advertisement

Functions
2.5 Distance Protection
In the faulted loop
the voltage U
cation results from:
and
with
U
L3-E
I
L3
I
E
ϕ
U
ϕ
L
ϕ
E
The factors R
The calculation of the phase-to-earth loops does not take place as long as the concerned phase is switched off
(during single-pole dead time) to avoid an incorrect measurement with the now undefined measured values. A
state recognition provides the corresponding blocking signal. A logic block diagram of the phase-to-earth mea-
suring system is shown in Figure 2-46.
Figure 2-46
126
, the phase current I
L3-E
L3
= r.m.s.value of the short-circuit voltage
= r.m.s. value of the phase short-circuit current
= r.m.s. value of the earth short-circuit current
= phase angle of the short-circuit voltage
= phase angle of the phase short-circuit current
= phase angle of the earth short-circuit current
/R
and X
/X
are dependent only on the line constants, and no longer on the distance to fault.
E
L
E
L
Logic for a phase-to-earth measuring unit
and the earth current I
are measured. The impedance to the fault lo-
E
SIPROTEC, 7SD5, Manual
C53000-G1176-C169-5, Release date 02.2011

Advertisement

Table of Contents
loading

Table of Contents