(snipped for brevity)


The virtual vs. real Charles predates the OSI model, therefore can not be
fit into any of layers.  BTW, thanks for reply;  I am trying to derive a
formula for that will build the optimal OSPF design for whatever situation;
such as

 (X routers) x (Y networks) + (Available CPU Power) + (Available Mem)  =
(This number of routers in an Area)

then

(X Routers) /(This number of routers in an Area) = Number of areas

Voila!  and other French  words I don't know the meaning of.



All that product and logarithm math scared me (calculus flashback!) ; but I
think I can get a formula from your posting as follows:  (X is the number of
each type of route).


1. The product of the number of intra-area routes in Area K  and the
logarithm of the number of routers in Area K
2. The number of summarized or explicit inter-area routes  seen in Area K
3. The number of routes external to the routing domain seen in Area K
>
>       The first term is the actual Dijkstra computation.
>       Summarization affects the second term.
>       Stubbiness and external aggregation affects the third term.




Area Database Size = ((intra-area routes)* X )+ (Summarized Routes) +
((Inter-area routes)*X) + ((Inter-AS routes)*X)

The above formula would give me the size of the database for an area.  I
could then figure out if what routers can handle it, and how many areas the
available resources (CPU) on each router would allow it to handle.



Many thanks!  I think I am either gettting an education here, or am deluding
myself...it's about the same feeling!  At the very least, I am thinking
about the resource requirements of OSPF as part of the design process;)


Thank you,

Charles



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