Full parameter chart 3.2 – 2N Door intercom 2N Helios - Manual, 1322 v3.0 User Manual

Page 47

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Full Parameter Chart

3.2

47

941

Minimum
continuous tone
time

10 -

99

20 =

2s

If the tone is longer, 2N® Helios
hangs up.

942

Minimum busy
tone or pause
duration

0-255

8 =

0.08s

These parameters control the busy
tone detection. They are used for call
termination and automatic dialling.

943

Maximum busy
tone or pause
duration

0-255

70 =

0.7s

944

Maximum tone-
pause difference

0-255

10 =

0.1s

945

Minimum count of
busy tone periods

2-9

4

946

Dual tone
detection setting

0 – 10

4 =

440 Hz

All continuous, busy and ringing tones
are detected. Dual tones are detected
if one of their components is between
400 and 500 Hz. If both components
are in this range, set a lower
detection value. Set 0 for 400 Hz and
10 for 500 Hz.
This setting does not affect the single
tone detection, which always works
between 300 and 550 Hz.

951

Minimum ringing
tone time

1 -

200

50 =

0,5 s

2

)

The longest ringing period pause
must be in the interval between
parameters 952 and 953.

Warning! As these parameters
also detect incoming calls, an
incorrect setting may result in

2N

®

Helios not answering the call!

952

Minimum long
pause time

5 -

100

10 = 1

s

953

Maximum long
pause time

10 -

100

60 = 6

s

954

Count of ringing
periods

1 - 99

10

If the preset count of periods is
exceeded, the call is terminated.

If the preset count of periods is exceeded and automatic dialling is enabled,
another attempt follows. In the event of Automatic Dialling without
Confirmation, the ringing tone is recognised and ends before the preset count
of periods is exhausted; the call is regarded as successful.

961

Maximum timeout
for pressing the
next digit

1-9

5 s

During password entering, etc.

963

Possibility to hang
up by pressing the
same button

0 = no

1 = yes

1

964

Possibility to dial
the next number
by pressing
another button

0 = no

1 = yes

1

965

Possibility to hang
up by pressing #
(DTMF)

0 = no

1 = yes

1

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