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geberit 115907KJ6 Manual página 32

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Commands
Menu item
Description
[EN]
[DE]
Activate the interval flush
• User-controlled: A flush is actuated
• Interval-controlled: A flush is
34
[IntFlushM]
[IntFlushM]
• Difference flush: A flush is actuated
Parameter
Sigma 12 cm: Flush time for full
flush volume
Sigma 8 cm: Flush time for partial
40
flush volume
[FlshTime]
The flush volume is set via the flush
[Spülzeit]
time. (The specified flush volumes are
reference values and depend on the
WC ceramic appliance.)
Flush interval for interval flush
41
[IntervalT]
The function of the interval flush is
[IntervalZ]
determined by menu item 34.
Cleaning time
42
Defines the duration for which the flush
[CleanTime]
is suppressed when menu item 23
[ReiniZeit]
[CleanMode] [Reinigung] is started.
43
Size of WC ceramic appliance
[DetectRng]
The size of the WC ceramic appliance
[ErfassDis]
is relevant for detection of seated user.
32
at the end of the [flush interval]
(menu item 41), whereby the flush
interval is restarted with every use.
The flush time is determined by the
[ flush time] (menu item 46) value.
actuated at the end of the [flush
interval] (menu item 41), regardless
of the number of uses. The flush time
is determined by the [ flush time]
(menu item 46) value.
at the end of the [flush interval]
(menu item 41), regardless of the
number of uses. If flushes have
already been performed within the
[flush interval], the postflush only
makes up the difference in [flush
time] (menu item 46).
Application
• To fill the trap in the
case of low user
frequencies
• To flush out standing
water in the pipe
(hygiene function – to
prevent stagnation)
• Optimum flushing of
the WC ceramic
appliance
Value
Factory
setting
[0] = Off
[1] = User-
controlled
[2] = Interval-
[1]
controlled
[3] = Diffe-
rence flush
Sigma 12 cm:
Full flush
volume
[0] = 4.5 l
[1] = 5 l
[2] = 5.5 l
[3] = 6 l
[4] = 6.5 l
[5] = 7 l
[2]
Sigma 8 cm:
Partial flush
volume
[0] = 2.5 l
[1] = 3 l
[2] = 3.5 l
[3] = 4 l
[4] = 4.5 l
1–168 h
24 h
1–20 min
10 min
[0] = short
[1] = medium
[1]
[2] = long
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9007203771121035 © 04-2022
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