EasyManua.ls Logo

Schweitzer Engineering SEL-351P - Page 643

Default Icon
674 pages
Print Icon
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
G-8 Setting SEL
OGIC
®
Control Equations Date Code 990430
SEL-351P Manual Técnico
only effective input into logic gate OR-1 in Figure 5.1 is SELOGIC Control Equation trip setting
TR.
TR = 51P1T+51G1T+50P1*SH0 (fuse saving example)
TRCOMM = 0 (not used – set directly to logical 0)
TRSOTF = 0 (not used – set directly to logical 0)
ULTR = !(51P1 + 51G1) (discussed in preceding subsection)
Analysis of SEL
OGIC
Control Equation Trip Setting TR
Again, the example trip equation is:
TR = 51P1T+51G1T+50P1*SH0
The Relay Word bit definitions are:
51P1T phase time-overcurrent element timed out
51G1T residual ground time-overcurrent element timed out
50P1 phase instantaneous overcurrent element asserted
SH0 reclosing relay shot counter at shot = 0
In the trip equation, the AND operator * is executed before the OR operators +,
Table APPENDIX G: .1:
50P1*SH0
Element 50P1 can only cause a trip if the reclosing relay shot counter is at shot = 0. When the
reclosing relay shot counter is at shot = 0 (see Table 6.3), Relay Word bit SH0 is in the following
state:
SH0 = 1 (logical 1)
If maximum phase current is above
the phase instantaneous overcurrent element pickup setting
50P1P (see Figure 3.1), Relay Word bit 50P1 is in the following state:
50P1 = 1 (logical 1)
With SH0 = 1 and 50P1 = 1, the ANDed combination results in:
50P1*SH0 = 1*1 = 1 (logical 1)
and an instantaneous trip results. This logic is commonly used in fuse saving schemes for
distribution feeders.
If the reclosing relay shot counter advances to shot = 1 for the reclose that follows the trip, Relay
Word bit SH0 is in the following state:
SH0 = 0 (logical 0)
If maximum phase current is above
the phase instantaneous overcurrent element pickup setting
50P1P for the reoccurring fault, Relay Word bit 50P1 is in the following state:
50P1 = 1 (logical 1)

Table of Contents