DCD: Special Second External Interface ???

[1] Summary diagram:

+-------------------+
|                   |
|  Remote Vendor    |
|  Private Network  |
|                   |
+-------------------+
 Florida ^
         |
 Chicago v
+-----------------------+
|                       |
|  ISDN Router          |
|  Auto Dial, NAT, &c.  |
|                       |
+-----------------------+
    ^ 192.168.14.252
    |
    | 192.168.14.0/24
    |
    v 192.168.14.254
+-------------------+
|  eth1             |       +------------+
|                   |  T-1  |            |
|  DCD         wan1 |<----->|  Internet  |
|                   |       |            |
|  eth0             |       +------------+
+-------------------+
    ^ 192.168.11.254
    |
    v
+------------+
|            |<- 192.168.10.0/24
|  Internal  |
|  Network   |
|            |<- 192.168.11.0/24
+------------+
  ^          ^
  |          |
  |          +- 192.168.12.0/24
  |
  +- 192.168.13.0/24


[2] This Chicago DCD user has a fully functioning network -- everything
below `eth1' in the diagram.

[3] There is no problem exchanging data with their Florida vendor while
the T-1 is working.

[4] When the T-1 goes down, Chicago must continue to be able to send
data to Florida!

[5] Prior to the T-1, all data exchange was done via ISDN -- so, that is
already available.

[6] All that is required to make (initiate?) the ISDN connection is to
ping the ISDN Router -- while it is powered on ;>

[7] We are only interested in initiating connection from Chicago --
one-way.

[8] Since this is point-to-point, firewall rules are not required; but,
they are highly desirable.

[9] We should be able to use Andrew Hoying's ifcheck.lrp to
automatically manage the routing tables -- shouldn't we?

[10] I just spent six (6) hours trying to figure out how to add this
design for eth1 to this existing DCD -- I am very frustrated!

[11] How can this design be implemented under these conditions?

What do you think?

-- 

Best Regards,

mds
mds resource
888.250.3987

Dare to fix things before they break . . .

Our capacity for understanding is inversely proportional to how much we
think we know.  The more I know, the more I know I don't know . . .

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