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Assessment of Runup Reduction Potential
Due to Coral Reef Restoration
Stuart Pearson1,2, Marlies van der Lugt1, Ap van Dongeren1,
Gerben Hagenaars1, Andreas Burzel1, Boris Ton van Zanten3
Background
2
 Reef-fronted tropical coastlines are faced with an increasing
threat of wave-induced flooding
 Coral reef restoration may increase the resilience of the reef
 Increases friction and reduces runup
 Commissioned by the World Bank to investigate the runup
reduction potential on three islands in the Seychelles
(USGS, 2014)
Background: Seychelles
3
Motivation
4
(Source: Tobias Alt, 2008)
Waves
breaking on
reef crest
La Digue
Waves
completely
dissipated at
shoreline
Motivation
5
 Catastrophic bleaching hit Seychelles reefs in 1998
 Mean coral cover reduced to <11% of its historic extent
 Coral bleaching reduces “structural complexity”
= hydraulic roughness
Objective
6
 Identify priority sites with high coastal flood risk
and strong potential for flood risk reduction via
coral restoration
Methodology
7
1. Define ~300 transects around the Seychelles
2. Estimate reef geometry via remote sensing
3. Feed reef properties and hydrodynamic forcing into
the XBeach-based BEWARE system
4. Estimate runup as a function of changes in
coral cover
 Runup potential = proxy for coastal flooding
Methodology: Define Transects
8
Mahe
Praslin
La Digue• 327 transects schematized
for use in BEWARE system
• Focused on fringing reefs
Methodology: BEWARE
9
 BEWARE (Bayesian Estimation of
Wave Attack in Reef Environments)
 Generated synthetic dataset using
XBeach Non-Hydrostatic model
 Expanded existing dataset to cover Seychelles
parameter space
(Pearson et al., 2017)
Methodology: BEWARE
10
 To feed BEWARE, we used remote sensing-
derived bathymetry and hydrodynamic forcing
represented by 9 wave and water level conditions
 Bayesian Network (Netica) then used to query database
Variable Values
Hs0
3, 4, 5, 6, 7
Hs0/L0
0.05, 0.1, 0.2
η0
0, 0.5, 1, 1.5, 2, 2.5, 3
Wreef
0, 50, 100, 150, 200, 250, 300,
350, 400, 500
βf
0.05, 0.1, 0.2, 1.0
βb
0.01, 0.05, 0.1, 0.5
cf
0.001, 0.01, 0.05, 0.5
(Pearson et al., 2017)
Methodology: Bayesian Network Example
11
 What is the most likely runup for given conditions?
 Prior prediction (no additional information):
 Updated (Posterior) Prediction (with additional information):
High Tide
Hs=3.0 m
Tp=18 s
Wreef = 150 m
Cf = 0.05
Reef Slope = 1/2
Beach Slope = 1/10
1 to 2 m Runup
(83% chance)
All Possible
Hydrodynamic
Conditions
All Reefs in
Database
Equal Probability
(~20% chance)
Prunup
(%)
Runup
Prunup
(%)
Runup
Methodology: Bayesian Network Example
12
 What is the most likely runup for given conditions?
 Prior prediction (no additional information):
 Updated (Posterior) Prediction (with additional information):
High Tide
Hs=3.0 m
Tp=18 s
Wreef = 150 m
Cf = 0.001
Reef Slope = 1/2
Beach Slope = 1/10
3 to 4 m Runup
(83% chance)
All Possible
Hydrodynamic
Conditions
All Reefs in
Database
Equal Probability
(~20% chance)
Prunup
(%)
Runup
Prunup
(%)
RunupWhat if roughness changes
due to coral die-off?
Methodology: Remote-Sensed Bathymetry
13
Near Infrared Red signal
Landward
Shoreline
Seaward
 Methodology developed by Hagenaars et al. (2017)
 Shoreline position  Normalized Difference Water Index
 Reef break  Near Infra Red signal
Breakerline
Reef Width
Reef Width: 222 m
Depth: 1.5 m
Methodology: Remote-Sensed Bathymetry
14
 Reef depth and offshore slope found from aerosol
(green and red bands)
 Depths are referenced to MSL using tide information
Βf: 1/28
Interpreting the Results
15
 A: Increasing roughness
strongly reduces runup
 Higher restoration potential
 B: Increasing roughness
has little effect on runup
 Low restoration potential
 C: Profile is highly
sensitive to changes in
roughness
 Little effect for small
increases
 Strong runup reduction for
high roughness
Results: La Digue – 4 m Waves
16
East Side
• Narrower reefs
• Medium cover
has little effect
West Side
• Wider reefs
• Medium cover has
some effect
• High cover is
most effective General
• Low cover has
no effect
Large
reduction at
priority site
Results: La Digue – 6 m Waves (+2 m)
17
Increasing Wave
Height
• Differences
between “no-high”
roughness become
more pronounced
Results: Mahe
18
• Runup reduction shows high spatial variation due to
alongshore differences in:
• Wave climate
• Reef geometry
• Depth
• Width
• Slopes
Limitations: Determining Roughness
19
 Translating baseline coral cover/structural complexity to
hydrodynamic roughness
 Tested sensitivity to range of roughness coefficients,
representing relative degrees of coral coverage
 Cf = 0.001 (sandy beach)  Cf = 0.1 (high coral coverage)
Reef Crest
????
Limitations: Remote Sensing
20
 Remote sensing-derived bathymetry is less reliable for
reefs without a defined crest and reef flat
Conclusions
21
 Generally, low coral cover offers little benefit
as flood protection when compared with medium or
high coral cover.
 No point in partial restorations (from flood risk perspective)
 As wave height increases, the absolute differences
between high and no (or low) roughness also
increase.
 “Lost protection” of a dead reef will become more apparent
during storms
Conclusions
22
 Shows the protective value of healthy, rough reefs
 Demonstrates viability of BEWARE system for rapid
assessments of flood risk
What Next?
23
 Site-specific data collection and modelling is necessary
 Optimize cross-shore placement of restorations
 Improve handling of complex bathymetry
 Remote Sensing: Move beyond “classical” fringing reef
 XBeach Modelling: Schematize 2D effects, diverse profile
shapes
Thank you for
your time!
s.g.pearson@tudelft.nl
24

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DSD-INT 2018 Assessment of runup reduction potential due to coral reef restoration - Pearson

  • 1. 1 Assessment of Runup Reduction Potential Due to Coral Reef Restoration Stuart Pearson1,2, Marlies van der Lugt1, Ap van Dongeren1, Gerben Hagenaars1, Andreas Burzel1, Boris Ton van Zanten3
  • 2. Background 2  Reef-fronted tropical coastlines are faced with an increasing threat of wave-induced flooding  Coral reef restoration may increase the resilience of the reef  Increases friction and reduces runup  Commissioned by the World Bank to investigate the runup reduction potential on three islands in the Seychelles (USGS, 2014)
  • 4. Motivation 4 (Source: Tobias Alt, 2008) Waves breaking on reef crest La Digue Waves completely dissipated at shoreline
  • 5. Motivation 5  Catastrophic bleaching hit Seychelles reefs in 1998  Mean coral cover reduced to <11% of its historic extent  Coral bleaching reduces “structural complexity” = hydraulic roughness
  • 6. Objective 6  Identify priority sites with high coastal flood risk and strong potential for flood risk reduction via coral restoration
  • 7. Methodology 7 1. Define ~300 transects around the Seychelles 2. Estimate reef geometry via remote sensing 3. Feed reef properties and hydrodynamic forcing into the XBeach-based BEWARE system 4. Estimate runup as a function of changes in coral cover  Runup potential = proxy for coastal flooding
  • 8. Methodology: Define Transects 8 Mahe Praslin La Digue• 327 transects schematized for use in BEWARE system • Focused on fringing reefs
  • 9. Methodology: BEWARE 9  BEWARE (Bayesian Estimation of Wave Attack in Reef Environments)  Generated synthetic dataset using XBeach Non-Hydrostatic model  Expanded existing dataset to cover Seychelles parameter space (Pearson et al., 2017)
  • 10. Methodology: BEWARE 10  To feed BEWARE, we used remote sensing- derived bathymetry and hydrodynamic forcing represented by 9 wave and water level conditions  Bayesian Network (Netica) then used to query database Variable Values Hs0 3, 4, 5, 6, 7 Hs0/L0 0.05, 0.1, 0.2 η0 0, 0.5, 1, 1.5, 2, 2.5, 3 Wreef 0, 50, 100, 150, 200, 250, 300, 350, 400, 500 βf 0.05, 0.1, 0.2, 1.0 βb 0.01, 0.05, 0.1, 0.5 cf 0.001, 0.01, 0.05, 0.5 (Pearson et al., 2017)
  • 11. Methodology: Bayesian Network Example 11  What is the most likely runup for given conditions?  Prior prediction (no additional information):  Updated (Posterior) Prediction (with additional information): High Tide Hs=3.0 m Tp=18 s Wreef = 150 m Cf = 0.05 Reef Slope = 1/2 Beach Slope = 1/10 1 to 2 m Runup (83% chance) All Possible Hydrodynamic Conditions All Reefs in Database Equal Probability (~20% chance) Prunup (%) Runup Prunup (%) Runup
  • 12. Methodology: Bayesian Network Example 12  What is the most likely runup for given conditions?  Prior prediction (no additional information):  Updated (Posterior) Prediction (with additional information): High Tide Hs=3.0 m Tp=18 s Wreef = 150 m Cf = 0.001 Reef Slope = 1/2 Beach Slope = 1/10 3 to 4 m Runup (83% chance) All Possible Hydrodynamic Conditions All Reefs in Database Equal Probability (~20% chance) Prunup (%) Runup Prunup (%) RunupWhat if roughness changes due to coral die-off?
  • 13. Methodology: Remote-Sensed Bathymetry 13 Near Infrared Red signal Landward Shoreline Seaward  Methodology developed by Hagenaars et al. (2017)  Shoreline position  Normalized Difference Water Index  Reef break  Near Infra Red signal Breakerline Reef Width
  • 14. Reef Width: 222 m Depth: 1.5 m Methodology: Remote-Sensed Bathymetry 14  Reef depth and offshore slope found from aerosol (green and red bands)  Depths are referenced to MSL using tide information Βf: 1/28
  • 15. Interpreting the Results 15  A: Increasing roughness strongly reduces runup  Higher restoration potential  B: Increasing roughness has little effect on runup  Low restoration potential  C: Profile is highly sensitive to changes in roughness  Little effect for small increases  Strong runup reduction for high roughness
  • 16. Results: La Digue – 4 m Waves 16 East Side • Narrower reefs • Medium cover has little effect West Side • Wider reefs • Medium cover has some effect • High cover is most effective General • Low cover has no effect Large reduction at priority site
  • 17. Results: La Digue – 6 m Waves (+2 m) 17 Increasing Wave Height • Differences between “no-high” roughness become more pronounced
  • 18. Results: Mahe 18 • Runup reduction shows high spatial variation due to alongshore differences in: • Wave climate • Reef geometry • Depth • Width • Slopes
  • 19. Limitations: Determining Roughness 19  Translating baseline coral cover/structural complexity to hydrodynamic roughness  Tested sensitivity to range of roughness coefficients, representing relative degrees of coral coverage  Cf = 0.001 (sandy beach)  Cf = 0.1 (high coral coverage)
  • 20. Reef Crest ???? Limitations: Remote Sensing 20  Remote sensing-derived bathymetry is less reliable for reefs without a defined crest and reef flat
  • 21. Conclusions 21  Generally, low coral cover offers little benefit as flood protection when compared with medium or high coral cover.  No point in partial restorations (from flood risk perspective)  As wave height increases, the absolute differences between high and no (or low) roughness also increase.  “Lost protection” of a dead reef will become more apparent during storms
  • 22. Conclusions 22  Shows the protective value of healthy, rough reefs  Demonstrates viability of BEWARE system for rapid assessments of flood risk
  • 23. What Next? 23  Site-specific data collection and modelling is necessary  Optimize cross-shore placement of restorations  Improve handling of complex bathymetry  Remote Sensing: Move beyond “classical” fringing reef  XBeach Modelling: Schematize 2D effects, diverse profile shapes
  • 24. Thank you for your time! s.g.pearson@tudelft.nl 24