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Configuring OSPF

OSPF Overview

OmniSwitch 6600 Family Advanced Routing Configuration Guide

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Using information from its continuously updated databases, OSPF calculates the shortest path to a given 
destination. Shortest path is determined from metric values at each hop along a path. At times, two or 
more paths to the same destination will have the same metric cost.

In the network illustration below, there are two paths from Source router A to Destination router B. One 
path traverses two hops at routers X and Y and the second path traverses two hops at M and N. If the total 
cost through X and Y to B is the same as the cost via M and N to B, then these two paths have equal cost. 
In this version of OSPF both paths will be stored and used to transmit data.

Delivery of packets along equal paths is based on flows rather than a round-robin scheme. Equal cost is 
determined based on standard routing metrics. However, other variables, such as line speed, are not 
considered. So it is possible for OSPF to decide two paths have an equal cost even though one may 
contain faster links than another.

OSPF can operate in two modes on non-broadcast networks: NBMA and point-to-multipoint. The inter-
face type for the corresponding network segment should be set to non broadcast or point-to-point, respec-
tively.

For non-broadcast networks neighbors should be statically configured. For NBMA neighbors the eligibil-
ity option must be enabled for the neighboring router to participate in Designated Router (DR) election.

For the correct working of an OSPF NBMA network, a fully meshed network is mandatory. Also, the 
neighbor eligibility configuration for a router on every other router should match the routers interface 
priority configuration.

See 

 for more information and setting up static neighbors.

OmniSwitch 6600 Family stacks with two or more switches can support redundancy where if the primary 
switch fails or goes offline for any reason, the secondary switch is instantly notified. The secondary switch 
automatically assumes the primary role. This switch between the primary and secondary switches is 
known as takeover.

A-> X-> Y-> B = A-> M-> N-> B