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Ad hoc On-demand Multipath Distance Vector (AOMDV) Routing

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Title: Ad hoc On-demand Multipath Distance Vector (AOMDV) Routing


1
Ad hoc On-demand Multipath Distance Vector
(AOMDV) Routing
  • Mahesh Marina Samir Das
  • University of Cincinnati

2
On-demand Multipath Routing
  • In each route discovery, find multiple routes
    between source and destination.
  • Use alternate routes on a route failure.
  • New route discovery needed only when all routes
    fail.
  • Fewer number of route discoveries.
  • Reduction in delay and routing overhead.

3
Main Question
  • In the AODV framework, how to compute multiple
    paths between source and destination during route
    discovery?
  • With minimal additional overhead.

4
Basic AODV Route Discovery
RREQ (broadcast)
A
E
D
S
B
C
  • When a route is needed, source floods a route
    request for the destination.

5
Basic AODV Route Discovery
RREQ (broadcast)
Reverse Path
A
E
D
S
B
C
  • Reverse path is formed when a node hears a
    non-duplicate route request.
  • Each node forwards the request at most once (pure
    flooding).

6
Basic AODV Route Discovery
RREQ (broadcast)
Reverse Path
A
E
D
S
B
C
  • Reverse path is formed when a node hears a
    non-duplicate route request.
  • Each node forwards the request at most once (pure
    flooding).

7
Basic AODV Route Discovery
Reverse Path
A
E
D
S
B
C
  • Observation Duplicate RREQ copies completely
    ignored. Therefore, potentially useful alternate
    reverse path info lost.

8
Alternate Reverse Paths A Naïve Approach
Reverse Path
A
E
D
S
B
C
  • Form reverse paths using all duplicate RREQ
    copies.
  • Causes routing loops.

9
Alternate Reverse Paths A Naïve Approach
Reverse Path
A
E
D
S
B
C
  • Question how to form alternate loop-free
    reverse paths using some duplicate RREQ copies?
    Which some?

10
Loop Freedom
  • Key idea Impose ordering among nodes in every
    path.
  • Notion of upstream/downstream nodes.

i
j
d
j is downstream to i w.r.t d
  • General loop-freedom rule Never form a route at
    a downstream node via an upstream node.

11
AODV Loop Freedom
  • Destination sequence numbers to order routing
    events in time.
  • Ordering among ltseqno, hop countgt tuples at
    different nodes on a path.
  • higher seqno has precedence
  • if same seqno, lower hop count has precedence
  • Cant we use the same idea in AOMDV?
  • No. Because hop count rule restricts us to a
    single path.
  • But can use a similar idea though!

12
AOMDV Loop Freedom
  • Sequence number rule Keep only routes for the
    highest dest seqno (like in AODV).
  • For the same dest seqno,
  • Route advertisement rule Keep multiple routes
    but always advertise only one of them to others.
    Hop count of that path is the advertised hop
    count
  • Which one? Longest path at the time of first
    advertisement.
  • Why? Maximize chances of forming more paths.
  • Route acceptance rule Accept a route from a
    neighbor only if it has a smaller or equal
    advertised hop count. Break ties using node ids.
  • No need for coordination with upstream nodes.

13
AOMDV Loop Freedom
  • Sequence number rule Keep only routes for the
    highest dest seqno (like in AODV).
  • For the same dest seqno,
  • Route advertisement rule Keep multiple routes
    but always advertise only one of them to others.
    Hop count of that path is the advertised hop
    count
  • Which one? Longest path at the time of first
    advertisement.
  • Why? Maximize chances of forming more paths.
  • Route acceptance rule Accept a route from a
    neighbor only if it has a smaller or equal
    advertised hop count. Break ties using node ids.
  • No need for coordination with upstream nodes.

14
AOMDV Loop Freedom
  • Sequence number rule Keep only routes for the
    highest dest seqno (like in AODV).
  • For the same dest seqno,
  • Route advertisement rule Keep multiple routes
    but always advertise only one of them to others.
    Hop count of that path is the advertised hop
    count
  • Which one? Longest path at the time of first
    advertisement.
  • Why? Maximize chances of forming more paths.
  • Route acceptance rule Accept a route from a
    neighbor only if it has a smaller or equal
    advertised hop count. Break ties using node ids.
  • No need for coordination with upstream nodes.

15
AOMDV Routing Table Entry
Dest
Seqno
Advertised hop count
Hop count 1
Next hop 1
Hop count 2
Next hop 2


16
AOMDV Loop Freedom
  • Sequence number rule Keep only routes for the
    highest dest seqno (like in AODV).
  • For the same dest seqno,
  • Route advertisement rule Keep multiple routes
    but always advertise only one of them to others.
    Hop count of that path is the advertised hop
    count
  • Which one? Longest path at the time of first
    advertisement.
  • Why? Maximize chances of forming more paths.
  • Route acceptance rule Accept a route from a
    neighbor only if it has a smaller or equal
    advertised hop count. Break ties using node ids.
  • No need for coordination with upstream nodes.

17
Multiple Loop-free Reverse Paths
?
?
RREQ (broadcast)
A
E
D
S
?
0
B
C
?
?
  • Suppose RREQ from S includes highest seqno for
    itself.

18
Multiple Loop-free Reverse Paths
?
1
RREQ (broadcast)
Reverse Path
A
E
D
S
?
0
B
C
1
?
19
Multiple Loop-free Reverse Paths
2
1
RREQ (broadcast)
Reverse Path
A
E
D
S
?
0
B
C
1
2
20
Multiple Loop-free Reverse Paths
2
1
Reverse Path
A
E
D
S
?
0
B
C
1
2
21
Multiple Loop-free Forward Paths
1
2
Forward Path
A
E
D
S
0
?
B
C
2
1
  • Another modification to basic AODV route
    discovery multiple replies from destination.

22
How Many Paths?
  • Too many paths are not useful.
  • Overhead proportional to paths.
  • Diminishing utility with larger paths.
    Analytical study in Nasipuri-Das IC3N-99, ACM
    MONET J. 01
  • Solution Disjoint paths.
  • Automatically fewer paths.
  • Paths fail independently. Better utility.
  • Node or link disjoint?
  • Too few node disjoint paths in dense networks
    using flooding.

23
Finding Link-disjoint Paths
Examples
How?
  • Maintain last hop info in routing table.
  • Ensure that next hops and last hops before
    destination are unique.
  • This requires route request and replies to carry
    first hop info.

D
S
D
S
D
S
24
Performance Evaluation
  • Ns-2 with CMU wireless extensions.
  • 100 nodes in a 1000m x 1000m field.
  • Random way point mobility model
  • 25 CBR/UDP sources each sending 512 byte packets
    _at_ 2 packets/s.

25
Route discovery frequency/Average delay
26
Packet delivery fraction/Routing load
27
Summary
  • AOMDV - a multipath extension to AODV
  • multiple loop-free and link-disjoint paths.
  • AOMDV performance relative to AODV
  • more than factor of two improvement in delay.
  • about 25 reduction in routing load.
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