it is possible to identify three zones:
•
an upper part (in yellow), showing the current topological node;
•
a central part (in red), with a list of all the topological nodes that derive directly from it;
•
a lower button (in blue), to add new nodes to the topology.
Two buttons are available for the topological nodes:
•
clone, which allows you to create an identical copy of the topological node and of all the nodes
that derive from it; this button is not available in case of apartments.
•
delete, which allows removing the topological node and all the nodes that derive from it.
When creating the topology, it must be considered that IPerCom supports a maximum number of 99 blocks,
a maximum number of stairs per block of 30, and a maximum number of floors per stair of 1000. Therefore,
a maximum of 1000 apartments can be added to each floor, for a maximum of 1000 apartments in total in
the entire system.
It is also possible to define several underground floors among the floors, identified (within a site,
block, and staircase) by the code U1, U2 and so on up to the code ZZ. For example, on the staircase
010101#### the first underground floor has topological code 010101U1##.
The overall number of apartments on a system remains limited and is linked to the presence or absence of
a 1060/1 Server on the system, as is the overall number of topological nodes, devices, and users.
The following table shows the number of apartments/devices/users (residents and non-residents) for which
the presence of a Server 1060/1 is not required (green line) or is required (yellow line):
Regarding the second row, it is sufficient for only one of the 3 conditions above to occur for Server
1060/1 to be mandatory.
The total number of residents and non-residents must be less than or equal to 1000 for the system
to function correctly without any 1060/1 Server.
MT124-032N
Device number
Apartment number
≤ 1000
> 1000 (max 4000)
> 1000 (max 4000)
Table 8: Presence of at least one 1060/1 Server in IPerCom systems
Resident and non-
resident number
≤ 1000
≤ 1000
> 1000 (max 10000)
197
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