Files
notes/docs/lectures/acn/04_DTN_Protocols.md
John Gatward c1b84c7f7d Add acn
2026-03-25 15:04:03 +00:00

3.9 KiB

DTN Protocols

Forwarding Based

Where each message may only be under the custody of a single node.

  • Upon forwarding the message, the receiving node also takes on the responsibility of custody.
  • This means there will exist only one copy of the message within the network at any period of time.

Direct Transmission

  • Direct transmission is the simplest single-copy forwarding protocol possible.
  • Once the source has generated a message, it will retain custody and carry it until it encounters the destination.
  • Once a connection with the destination is established, the message is forwarded directly
    • This uses minimal resources
    • Has unbounded amounts of latency
    • Probability of a message being delivered is only as likely as the probability of the node encountering the destination node

First Contact

  • First contact is a single-copy based forwarding protocol - it randomly chooses a node out of all possible nodes and forwards as many messages as possible to that node.
  • If no connections are available, the first encountered node will be used.
  • Once the message(s) are sent, the messages on the original node are deleted, relinquishing custody to the new node.
  • This protocol routes messages throughout the network via a random walk pattern.
    • This can lead to packets being routed to dead ends.
    • Packets can make negative progress or getting stuck in a loop.

Replication Based

Replication-based protocols disseminate messages throughout the network via replication of the messages.

  • When one node encounters another, it will forward the message while retaining the local copy it has.
    • The existence of multiple copies increases the probability of message delivery and reduces latency.
    • The more nodes carrying the message, the more chance one node encounters the destination.
  • However this also means there are many redundant messages on the network - therefore more resources are needed.

Epidemic

  • Utilising the flooding concept, Epidemic aims to achieve message delivery by flooding the network with message copies.
  • When any two nodes meet, they compare messages.
    • They then exchange messages they do not have in common
    • This is repeated allowing the messages to spread similar to an epidemic.
  • This method achieves minimal latency & high delivery probabilities however suffers from limited resources.

MaxProp

  • Like epidemic, maxprop floods the network, however each message has a priority.
    • Messages stored in a ordered-queue in the message buffer.
    • Messages with a higher probability of being delivered have a higher priory of being forwarded first.
  • To determine the probability, it looks at history of encounters, maintaining a vector with tracks the likelihood of the node encountering any other node in the network.
    • When two nodes meet, they exchange messages and vectors, updating their own local copy.
    • These vectors are then used to compute the shortest path for each message, messages are then ordered within the buffer by destination cost.
  • MaxProp uses overhead messages to acknowledge when a message has reached it destination
    • Once this ACK signal is received, all local copies of redundant messages are dropped.

PROPHET

Probabilistic Routing Protocol using History of Encounters and Transitivity (PRoPHET)

  • PROPHET maintains a vector that keeps track of a history of the encountered nodes.
  • It uses this vector to calculate the probability of a message copy reaching its destination by being forwarded to a particular node.
    • When a source node forwards a message copy, it selects a subset of nodes that it can possibly send to.
    • The algorithm then ranks these nodes based on the calculated probabilities, with the copy being forwarded to the highest ranked nodes first.
  • This is effective however the routing tables rapidly grow as a result of the amount of information on the nodes required to calculate the probability predictions.