Agenda
Part 1 - Creating Tunnels
Part 2a - Applying IPsec
Part 2b - Applying IPsec
Part 3 - Applying Routing Protocols
Part 1 - Creating Tunnels
DMVPN means Dynamic Multipoint Virtual Private Network
Part 1 - Creating Tunnels
Part 2a - Applying IPsec
Part 2b - Applying IPsec
Part 3 - Applying Routing Protocols
Part 1 - Creating Tunnels
DMVPN means Dynamic Multipoint Virtual Private Network
DMVPN is a technical solution that
provide connectivity between spoke-to-hub and spoke-to-spoke sites through an
underlay network. Using minimal configuration lines to be implemented DMVPN
permit a better management and simplification of the configuration file of the
routers.
DMVPN is usually used to protect the
corporative data that is transmitted through a unsafe network, like public
Internet.
DMVPN protect the corporative data using
IPsec technology.
From each spoke site, try to ping the underlay ip of the hub site if failed you will need fix it first before continue with DMVPN implementation.
DMVPN will be your OVERLAY network, be in mind that DMVPN is nothing more than a lot of tunnels between one site to another, so what we will do is create this new tunnels over an existent structure/network (the underlay network).
With this point fixed we can conclude that if your underlay fail, your overlay (DMVPN) will fail too!!! :)
NHRP (Next Hop Resolution Protocol)
DMVPN will be your OVERLAY network, be in mind that DMVPN is nothing more than a lot of tunnels between one site to another, so what we will do is create this new tunnels over an existent structure/network (the underlay network).
With this point fixed we can conclude that if your underlay fail, your overlay (DMVPN) will fail too!!! :)
NHRP (Next Hop Resolution Protocol)
NHRP is a resolution protocol that allows
one NHC client (spoke) to dynamically discover the logical VPN IP to physical
NBMA IP mapping for another NHC client (spoke) within the same NBMA network.
NHRP is used to facilitate building a
VPN. In this context, a VPN consists of a virtual Layer 3 network that is built
on top of an actual Layer 3 network. The topology you use over the VPN is
largely independent of the underlying network, and the protocols you run over
it are completely independent of it. The VPN network (DMVPN) is based on GRE IP
logical tunnels that can be protected by adding in IPsec to encrypt the GRE IP
tunnels.
Connected to the NBMA network are one or
more stations that implement NHRP, and are known as NHSs and NHCs.
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)
Now our tunnels are complete!
Try to ping the OVERLAY IPs between the HUB and SPOKE routers and between SPOKE to SPOKE routers.
Our DMVPN solution it is not finished yet !!!! We need implement IPsec. (See Part 2)
Now our tunnels are complete!
Try to ping the OVERLAY IPs between the HUB and SPOKE routers and between SPOKE to SPOKE routers.
Our DMVPN solution it is not finished yet !!!! We need implement IPsec. (See Part 2)
TOP!
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