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Workshop - New Paradigms for
Routing in Optical Networks
Efficient routing for high capacity, flexible optical
networks with different classes of service
Douglas Aguiar
Padtec S/A © 2015 Todos os Direitos Reservados
Summary
1. Photonic Networks
2. Classes of Service in Optical Networks
3. Routing for Optical Restoration
Summary
1. Photonic Networks
2. Classes of Service in Optical Networks
3. Routing for Optical Restoration
Padtec S/A © 2015 Todos os Direitos Reservados
Photonic Networks
Photonic network
Optical network able to route lightpaths
Lightpath
Optical path inside a photonic nework
Even in today’s quasi-static networks ROADMs provide the efficient
use of the network capacity
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Topology virtualization
With proper planning complex topologies with virtual point to point
links can be established
Physical layer
DWDM layer
•
Traffic growth uncertainty can be more effectively addressed
(Traffic Engineering)
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Imposes greater complexity during network planning.
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Allow the planning of complex protection architectures
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Padtec S/A © 2015 Todos os Direitos Reservados
ROADM site building block
Wavelength Selective Switches (WSS) are key elements for current
ROADM architectures.
•
Flexgrid capability (ITU-T G.694.1)
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Switching time
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Port to port isolation
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ROADM architecture
Mux WSS WSS Sp lit ter Demux Sp lit ter Mux Demux WSS Splitter Mux D em u x Line Interface Add/drop interface Interconnection Structure Direction Transponders Transponders Client Equipment**IP Router, SDH ADM
Long reach Interface Short reach Interface Optical Amplification CDC Demux CDC Mux Optical Full Mesh
Broadcast and Select
Architecture
Multifiber PatchCord Single Fiber Patch Cord
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Padtec S/A © 2015 Todos os Direitos Reservados
Summary
1. Photonic Networks
2. Classes of Service in Optical Networks
3. Routing for Optical Restoration
4. The Future and its Challenges
Typical classes of service
• Unprotected service (1+0)
• Restorable service (1+R)
• Protected service (1+1)
• Protected and restorable service (1+1+R)
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Padtec S/A © 2015 Todos os Direitos Reservados
Unprotected service (1+0)
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1. Two unprotected services with possible protection provided
by client layer;
2. Possible to allocate a 1+0 service disjoint to an already
provisioned service.
Restorable service (1+R)
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RSVP-TE Signaling For GMPLS Restoration LSP draft-gandhi-ccamp-gmpls-restoration-lsp-03
1. Restoration LSP is signaled after the failure of the working LSP
is detected.
2. Restoration LSP may share resources with the failed working
LSP.
Padtec S/A © 2015 Todos os Direitos Reservados
Protected service (1+1)
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1. Two disjoint LSPs are established
2. Traffic is transmitted through both paths
Protected and restorable service (1+1+R)
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RSVP-TE Signaling For GMPLS Restoration LSP draft-gandhi-ccamp-gmpls-restoration-lsp-03
1. Restoration LSP is signaled after the failure of the working LSP and/or
protecting LSP;
2. Restoration LSP may share resources with the failed working/protecting LSP;
3. Restoration LSP provides protection against a second order failure for 1+1+R.
Padtec S/A © 2015 Todos os Direitos Reservados
Summary
1. Photonic Networks
2. Classes of Service in Optical Networks
3. Routing for Optical Restoration
Planning for the DWDM layer
R
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Physical Layer
1+R 100G Services
BSA (16) FTL (10) SPO (06) RJO (05) PAE (01) BHZ (07) CCR (14) BSA (16) FTL (10) 10 SPO (06) 10 10 RJO (05) 10 10 10 PAE (01) 4 BHZ (07) 4 4 CCR (14) 4 4 MNS (20) 4 4 4
1+1+R 100G Services
BSA (16) FTL (10) SPO (06) RJO (05) PAE (01) BHZ (07) CCR (14) BSA (16) FTL (10) 1 SPO (06) 1 5 RJO (05) 5 5 5 PAE (01) 1 BHZ (07) 5 1 CCR (14) 1 1 MNS (20) 5 1 1Padtec S/A © 2015 Todos os Direitos Reservados
Planning for the DWDM layer
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Efficient Network Planning
In order to maximize restoration availability and minimize
cost, one can make use of:
• Efficient Routing and Wavelength Assignment algorithms
• Regeneration pools
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Padtec S/A © 2015 Todos os Direitos Reservados
Summary
1. Photonic Networks
2. Classes of Service in Optical Networks
3. Routing for Optical Restoration
Technologies
• Flexible transponders
• Software Defined
Networks
• Spatial Division
Multiplexing
The
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Padtec S/A © 2015 Todos os Direitos Reservados
Physical dimensions
Peter J. Winzer , Making spatial multiplexing a reality Nature Photonics 8, 345–348 (2014)
The
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Flexible transponders
Advanced and flexible
modulation formats allow to
balance between
•
Reach
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Performance
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Spectral occupation
Modulation Format Spectral efficiency [bit/s/Hz] Bits per symbol OOK 0,5 1 BPSK 0,5 1 QPSK 1 2 16-QAM 2 4 DP-QPSK 2 4 DP-16QAM 4 8 2 x 1 bit/symbol DP-BPSK 1 bit/symbol OOK 2 x 2 bit/symbol DP-QPSK 2 x 3 bit/symbolDP-8QAM 2 x 4 bit/symbol DP-16QAM
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Padtec S/A © 2015 Todos os Direitos Reservados
Centralized control benefits
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Simpler HW
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Open to third party development
But transport networks has always
been centralized (!)
Differences are:
•
Standards (??)
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Open to third party
EMS/NMS
Dados Dados Dados
Dados CP Dados CP Dados CP
Software Defined Networks
SDN
Dados Dados Dados
Distributed control in packet networks Centralized control via EMS/NMS in
transport networks
Centralized control via SDN in transport networks
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Spatial Division Multiplexing
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Bandwidth growth need is a fact
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To achieve Tbps channels SDM might be useful.
D. J. Richardson, J. M. Fini & L. E. Nelson, Space-division multiplexing in optical fibres, Nature Photonics 7, 354– 362 (2013)
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ROADM interfaces
• Colorless (C)
Any port in any
unrepeatered wavelength
• Directionless (D)
Any port to any direction
• Contentionless (C)
Any port in any
wavelength
*Interconnection Structure
IS*
Line interfaces
Add/drop interfaces
Dir
ec
tion
A
Direction C
Dir
ec
tion
E
A/D 1 A/D 2 A/D n
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ROADM Add/Drop interfaces
CDC Demux
CDC Mux
Colorless, Directionless and Contentionless interfaces
Sw Sp Sp Sp Sp Sp Sw Sw Sw Sw Sw Sw Sw Splitter Coupler Splitter WSS
8x5 Multic
as
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Swi
cth
Co
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and D
ir
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tio
nless
in
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Sw Sp Sp Sp Sp Sp Sw Sw Sw Sw Sw Sw Sw Tr an sp o n d er Tr an sp o n d erCD interface for 8 channels
in a 5 degree ROADM Node
CDC interface for 8 channels
in a 5 degree ROADM Node
To/F ro m di rect io n B To/F ro m di rect io n A Fr o m di rect io n B Fr o m di rect io n A To di rect io n B To di rect io n A