15.15.6.1 Operation accuracy
GUID-E0772193-9F6E-43DA-B642-2923565E5D4C v3
The accuracy of TEIGAPC depends on essentially three factors
• function cycle time
• the pulse length
• the number of pulses, that is, the number of rising and falling flank pairs
In principle, a shorter function cycle time, longer integrated time length or more pulses may lead
to reduced accuracy.
15.15.6.2 Memory storage
GUID-6FDD6590-30F9-4CC1-AC9D-945544AB8688 v3
The value of the integrated elapsed time is retained in a non-volatile memory.
15.15.7 Technical data
GUID-B258726E-1129-47C9-94F9-BE634A2085FA v3
Table 710: TEIGAPC Technical data
Function Cycle time (ms) Range or value Accuracy
Elapsed time integration 3 0 ~ 999999.9 s ±0.2% or ±20 ms whichever
is greater
8 0 ~ 999999.9 s ±0.2% or ±100 ms whichever
is greater
100 0 ~ 999999.9 s ±0.2% or ±250 ms whichever
is greater
Table 711: Number of TEIGAPC instances
Function Quantity with cycle time
3 ms 8 ms 100 ms
TEIGAPC 4 4 4
15.16 Comparator for integer inputs - INTCOMP
15.16.1 Identification
GUID-5992B0F2-FC1B-4838-9BAB-2D2542BB264D v1
Function description IEC 61850
identification
IEC 60617
identification
ANSI/IEEE C37.2
device number
Comparison of integer values INTCOMP Int<=>
15.16.2 Functionality
GUID-A93564FA-0017-4939-A9C1-095DA0FD9832 v1
The function gives the possibility to monitor the level of integer values in the system relative to
each other or to a fixed value. It is a basic arithmetic function that can be used for monitoring,
supervision, interlocking and other logics.
Section 15 1MRK 502 066-UUS B
Logic
1002
Technical manual
To Next Page
Loading...
