assessing coastal vulnerability to storm surge and wave impacts with projected sea...

24
Assessing Coastal Vulnerability to Storm Surge and Wave Impacts with Projected Sea- Level Rise within the Salish Sea Thesis Proposal for the Masters of Science Degree Department of Geology Western Washington University Bellingham, Washington Nate VanArendonk June, 2017 Approved by Advisory Committee Members: ___________________________________________________________ Dr. Eric Grossman, Thesis Committee Chair ___________________________________________________________ Dr. Robert Mitchell, Thesis Committee Member ___________________________________________________________ Dr. Brady Foreman, Thesis Committee Member

Upload: phamthien

Post on 24-Mar-2019

218 views

Category:

Documents


0 download

TRANSCRIPT

Assessing Coastal Vulnerability to Storm Surge and Wave Impacts with Projected Sea-

Level Rise within the Salish Sea

Thesis Proposal for the Masters of Science Degree

Department of Geology

Western Washington University

Bellingham, Washington

Nate VanArendonk

June, 2017

Approved by Advisory Committee Members:

___________________________________________________________

Dr. Eric Grossman, Thesis Committee Chair

___________________________________________________________

Dr. Robert Mitchell, Thesis Committee Member

___________________________________________________________

Dr. Brady Foreman, Thesis Committee Member

1

1. Problem Statement

The Salish Sea provides habitat to valued shellfish populations, endangered salmon species,

and large municipalities such as Tacoma, Seattle and Vancouver, BC. It is anticipated that by

the years 2070 to 2099, sea levels will rise in the Salish Sea one to four feet (NAS, 2012). Yet, a

lack of knowledge exists surrounding the combined influence and impacts of expected changes

in storm surge, waves, and related nearshore processes from climate change and sea level rise

(SLR), especially in protected embayments and estuaries. In order to ensure regional

sustainability, an increased understanding of how the coastline and waterways of Puget Sound

will respond to these changes is necessary. As a first step towards accomplishing this, my

research project will perform an assessment on the extent that coastal storms and wave impacts

within Puget Sound will change with SLR. I propose to implement hydrodynamic modeling to

assess spatial and temporal changes in wave amplitude and energy and evaluate the potential

impacts to shoreline environments across Puget Sound. In order to gauge variations in future

wave energy, I will use the hydrodynamic modeling software Delft 3D/XBeach to examine wave

generation and propagation throughout the Salish Sea (Figure 1). I will also characterize

historical variability of weather data, extreme events, and the spatial variability in wave energy

along shorelines today with the ultimate goal of assessing how storm and wave impacts will vary

under different SLR scenarios in the future. Outcomes from my research will inform decision

makers in mitigating undesired effects of a changing coastal environment.

2. Introduction

Within the Salish Sea, anticipated SLR of one to four feet by 2100 poses a serious threat to

coastal lands, ecosystems for salmon and shellfish, nationally important agriculture, and industry

and infrastructure crucial to human well-being (NAS, 2012). Assessments around the open-ocean

coasts of the US suggest that nearshore wave energy will increase exponentially as sea levels

rise. This will result in today’s 100-year coastal storm becoming a 10-yr event with one foot of

sea level rise and a 1-yr event with two feet of sea level rise (Tebaldi et al, 2012). As ocean

levels steadily increase, coastlines are expected to migrate landward in response to higher wave

energy interacting with the shoreline. This amplified wave energy will create costly problems

such as an increase in coastal erosion, wetland loss, flooding, and saltwater intrusion into

freshwater aquifers (Ranasinghe et al., 2012). The influence of changing fluvial processes and

sediment dynamics are less certain but are likely to compound the complexity of forecasting

future coastal adjustment.

The Puget Sound portion of the Salish Sea has more than 8,000 square kilometers of marine

waters and 4,020 kilometers of shoreline that are susceptible to wave generated impacts (NAS,

2012). Therefore, the need to accurately model and assess changes in wave energy is critical to

improving and planning for the safety and sustainability of coastal communities. In addition,

significant investments in ecosystem restoration are being made to recover salmon, shellfish and

diverse valued ecosystem components (Puget Sound Partnership, Action Agenda -

http://www.psp.wa.gov/action_agenda_center.php). Evaluating their resilience and potential

benefits to reducing impacts associated with coastal flooding hazards are important to

prioritizing efforts, enhancing success, and are being mandated as part of the EPA National

Estuary Program funding for recovery.

2

In Puget Sound, a few studies (FEMA; FEMA, 2004; FEMA, 2015; Finlayson, 2006)

addressing wave energy and flood risks have attempted to model and understand impacts for

various counties and sites of interest. While these studies provide the context necessary for

designating coastal flood zones and assessing impacts on a site specific basis, they lack a

temporal component; Puget Sound has yet to have a systematic evaluation of the temporal and

spatial variability in wave energy today and how it will change in the future. I am proposing to

perform this level of assessment as part of the NOAA Regional Resiliency Grant titled

Washington Coastal Resilience Project. The Washington Coastal Resilience Project aims to

increase the knowledge surrounding coastal vulnerability throughout Puget Sound and evaluate

opportunities to enhance policy needed to achieve regional resilience under projected changes in

coastal climate. My work will address two main goals of this grant: 1) improve the

understanding of coastal hazards stemming from storm surge and waves, 2) enhance resiliency in

coastal communities through pilot studies.

To accomplish these goals and develop tools needed by policy makers (Brown et al., 2016), I

propose to use the open source modeling software Delft 3D to simulate wave generation and

impacts for the range of extreme conditions observed historically in conjunction with future SLR

projections across Puget Sound. Model simulations will include forcing by tides, sea-level rise,

storm surge (inverse barometer effect) and storm winds to predict the temporal and spatial

variability of total water levels, wave heights and wave energy approaching the shore. Across

the region, I plan to conduct a few case studies to examine likely impacts at spatial scales

important to addressing planning and adaptation. These results will be used to identify areas

across Puget Sound that will be susceptible to flooding and wave impacts for various storm

regimes (e.g., 1 year, 10 year, etc), characterize the extent, magnitude and frequency that

flooding will change relative to current conditions, and inform decision makers where protection

and restoration efforts may be more resilient. Throughout the following sections, I will provide

important information regarding climate change, climate predictions for the Pacific Northwest,

previous work, and the modeling tools I propose to accomplish my research goal.

3. Background

3.1 Projections of Pacific Northwest Climate Change

Earth’s Climate System

As atmospheric concentrations of greenhouse gasses (CO2, CH4, water vapor, etc.)

increase, the amount of outgoing radiation from the Earth is affected. These long wave

absorbers limit radiation traveling in to space which increases the temperature of the Earth

(greenhouse effect; Vardavas et al., 2011). General Circulation Models (GCMs) provide a way

for assessing this transfer of energy between the Earth and the Sun such that they simulate, with

some uncertainty, the processes (Sun, atmosphere, hydrosphere, biosphere, and cryosphere) that

govern the Earth’s radiative energy budget (Kiehl & Trenberth, 1997 & Vardavas et al., 2011).

While improvements to climate models will increase accuracy, current models show the

effects that forcings, such as greenhouse gases, have on the radiative energy budget of the Earth.

Current models, specifically the NASA Goddard Institute for Space Studies (GISS) model used

by Hansen (2005), show that the Earth is experiencing a radiative imbalance where it is

absorbing more energy than is being emitted to space. Ocean temperature data spanning from

3

1955 – 1998 shows an average increase of 10 W year/m2 for the oceans heat content indicating

that oceans are acting as a sink for the excess energy (Hansen, 2005). As the oceans absorb more

energy and temperatures increase, sea levels will rise due to the thermal expansion of water and

inputs of freshwater from melting ice sheets (Petersen et al., 2015).

Globally, the oceans influence weather patterns through the circulation and distribution of

heat. As global temperatures increase, weather systems have the potential to change which

influence observed wind and precipitation patterns (Kug et al., 2006). Over the United States,

wind speeds on average have shown a negative trend (Pryor et al., 2009). While in the Pacific

Northwest, namely the Strait of Georgia (the largest basin in the Northern Salish Sea), analysis

of buoy data has indicated that wind speeds are increasing between 0.019 and 0.093 m s-1 per

year (Gower, 2002). While these increasing trends are derived from data spanning roughly seven

years, it hints at the regional variability of winds in the Salish Sea. In fact, Seymour (2011) found

that, “The regional wave climates of the entire West Coast respond as a system to particular

combinations of atmospheric pressure in the Gulf of Alaska and position in the ENSO cycle.”As

freshwater inputs and thermal expansion to the Salish Sea drive SLR, and changing weather

patterns influence variability in winds, the wave climate of Puget Sound will be affected.

Finlayson (2006) has found that large storm events play the biggest role in shaping Puget

Sound beaches. The many diverse topographic features limit wind/wave energy such that

beaches within the region have predominately been characterized as a low energy environment.

However, regional storms have the ability to generate anomalous high energy conditions, capable

of mobilizing coarser sediment and larger clasts which change the morphology of the beach face

(Finlayson, 2006). Stronger and variable wind forcings (Gower, 2002) coupled with higher sea

levels allows waves to increase in magnitude and reach distances closer to shore before shoaling

and breaking. This imparts a more frequent and larger shear force on the beach face and has the

ability to change the low energy environment.

Climate of Pacific Northwest

Washington State is home to many unique climate zones spanning from coastal rain

forests to glaciated mountains within the Cascade Range. Variation in precipitation exists

between physiographic providences and undergoes seasonal variation. Outside of this, yearly

cycles driven by processes such as the El Niño-Southern Oscillation (ENSO), controlled by the

Pacific Decadal Oscillation (PDO) greatly effect precipitation and weather. The diverse geologic

features of Washington combined with yearly climate variability, influence weather systems both

temporally and spatially such that they define the climate of the state (Salathé et al., 2010).

Global climate models, as previously discussed above, simulate the climate over large

areas. These models tend to lack the spatial acuity needed to capture many of the mesoscale

processes (orographic impacts on precipitation for example) which govern the climate of a

region. Specific to Washington State, these mesoscale processes heavily influence local and

regional climates, placing a need for more accurate models (Salathé et al., 2010). Because of

this, regional climate models are employed to provide finer spatial resolution over specified

areas. Higher resolution allows regional models to, “simulate the interactions between large-

scale weather patterns and local terrain features not resolved by global models,” (Salathe et al.,

2010). One commonly used regional climate model is the Weather Research and Forecasting

model developed by the National Center for Atmospheric Research. A comparison of regional

4

and global climate models along with an analysis of historic and current meteorological data

shows a marked change in the climate of the Pacific Northwest (Salathe et al., 2010)

Temperatures in Washington State have shown an increase from 1895 to 2011 with an

average value of 0.7 C across the region. Predicted levels are expected to increase 1.9 C to 5.4

C for 2070 to 2099 relative to values from 1970 to 1999 dependent on greenhouse gas

emissions (Mote et al., 2014). Under high emission scenarios, temperatures in 2050 will show

an increase of 1.7 C to 4.8 C compared to 1950 – 1999 (Snover et al., 2013). These increasing

temperatures have the ability to change freeze levels and natural snowmelt patterns which affects

streamflow and sediment supply to rivers. Precipitation levels and sea level will also be affected,

generating floods of greater magnitudes with a higher recurrence interval; as sea levels increase,

flood waters will be unable to drain into the ocean (Mote et al., 2014 & Peterson et al., 2015).

Sea Level Rise

Global sea level is increasing due to the thermal expansion of the oceans and the melting

of polar ice caps and mountain glaciers. Across the globe, the effect of SLR will be observed

differently depending on regional factors like wind, atmospheric pressure, distribution of water,

and tectonic activity. In the Pacific Northwest, many factors play a role in observed SLR and

can cause significant variation over short distances. Specifically, atmospheric circulation,

tectonic uplift and isostatic rebound from recent glaciation play a big role in the observed

variation of SLR (Peterson et al., 2015).

Understanding how SLR will compound hazards and facilitate deviations in the

frequency and magnitude of extreme events is crucial (Jevrejeva et al., 2014). One major hazard

for coastal communities is flooding, where anomalous high water levels penetrate the backshore

and lack the capacity to drain flood and ponded waters, especially across unconfined coastal

aquifers. While coastal environments are adept at dealing with daily fluctuations in sea level

driven by tides, the co-occurrence of storms with high tides can produce devastating effects

(Zervas, 2005).

Major storms characteristically produce high wind speeds and low atmospheric pressure

which has the ability to raise sea levels beyond tidal levels (storm surge; McInnes et al., 2002).

Storm surge is the product of falling atmospheric pressure and wind stresses on the water which

cause a rise in sea level. For every millibar decrease in atmospheric pressure, there is

approximately a 1cm increase in sea level; this is commonly known as the inverse barometer

effect. Wind stresses have the ability, given enough fetch, to generate waves, currents and set-up

of the water surface. As currents approach the coast or encounter a barrier, water and waves will

begin to stack up and further elevate sea levels (wave set-up; McInnes et al., 2002). When these

process occur together, they can create intense flooding events (e.g., 100-year flood) amplifying

the damages to coastal environments (Zervas, 2005).

3.2 Wind-Generated Waves

As wind passes over a body of water, frictional forces between the air and the water

result in a shear stress on the fluid and a transfer of energy. The combined interaction of wind

and pressure variations with a body of water facilitates the formation of waves. Phillips (1957,

1960) developed a resonance model which describes how turbulent eddies in wind fields induce

pressure variations on the surface of the water. These differences in pressure result in the

formation of surface undulations which grow throughout time. While the resonance model

5

explains the initial formation of waves, Miles (1957) developed a shear flow model to simulate

the continued growth of waves. As wind passes over waves, “a complex air flow pattern

develops over the wave,” (Sorensen, 1997) which creates secondary air circulation in the

direction of the moving wave. This circulation ultimately results in air flow in the vertical

direction which allows the wave to increase in size—size also increases with fetch and wind

velocity (Sorensen, 1997).

Wind speeds in the Pacific Northwest display spatial variation in both average and

extreme values depending on their location relative to the coast, season, and yearly cycle (ENSO

for example). Coastal wind speeds are found to be much higher than those further inland due to

roughness over land from biologic, orographic and anthropogenic features (Griffin et al., 2010).

Over the past 60 years, there has been a noticeable increase in both the magnitude and frequency

of storms in the North Pacific (Bromirski et al., 2003). Open ocean buoy data show an increase

in significant wave heights of around 0.015 m/year since the 1970s (Ruggiero et al., 2010).

Some of this wave and wind energy enters the Strait of Juan de Fuca and influences wave

impacts in Puget Sound (Figure 1). Further analysis of buoy data has shown an association

between deep-water wave heights and the frequency of extreme storm events where a 2.7-meter

increase was noted from 1975 – 2000 along the outer coast of Washington (Allan & Komar,

2006). On a global scale, Young et al. (2011) analyzed 2x2 grids of satellite records of

average monthly wind speed and associated wave heights from 1990 – 2010. This study found

that the 90th and 99th percentile values of wind speed displayed a positive correlation with

increased wave heights, especially at higher latitudes and during storm events.

Using GCMs, researchers are able to model wind-generated waves under future

atmospheric conditions. GCMs extending into the mid – late 21st century under RCP 4.5 and

RCP 8.5 scenarios show that wind speeds would increase at both the northern and southern

regions along the east Pacific, with average wave periods increasing by 1 – 2 seconds (Erikson et

al, 2015). Around 50 N latitude and greater, wave heights under extreme conditions are

expected to continue increasing resulting in an amplified threat of flooding and coastal erosion

under future conditions (Erikson et al., 2015).

While SLR alone poses a real threat to global coast lines, there has been a noted, stronger

correlation of total water levels with climate driven hazards. Utilizing total water level models,

Ruggiero (2001) found that increases in both the magnitude and period of deep-water waves is

more significant for coastal flooding and erosion than SLR (Ruggiero et al., 2001 & Ruggiero et

al., 2010b & Ruggiero, 2013). These studies emphasize the need for a dynamic approach to

coastal modeling, incorporating different factors such as storm surge, wave set-up, wave run-up,

tides, and sea level rise to accurately constrain total water levels at the shoreline.

3.3 Coastal Modeling

Computer modeling provides a useful tool for simulating the complex and non-linear

interactions of physical processes that influence coastal morphology and aid in decision making

(Brown et al., 2016). Delft 3D has been widely used to examine interactions of currents, waves

and modifications of hydrology and sediment transport for coastal engineering and planning at a

range of spatial and temporal scales. Delft 3D is a suite of open-source, numerical

hydrodynamic and sediment transport algorithms that solves the physical interactions governing

coastal processes and in particular shallow wave transformation physics. It can simulate

hydrodynamics on both structured and unstructured grids, incorporate vegetation for coastal

geomorphology, and depict areas that will experience variations in wetting and drying. For each

6

time step in Delft 3D, the physics and interactions between flow, waves, sediment transport, and

the bottom are all calculated. This allows users to assess morphologic changes at the shore, and

in turn, the dynamic influence of sediment accretion on subsequent flow and wave

transformation.

In order to model wind-wave generation, Delft 3D incorporates SWAN (Simulating

WAves Nearshore), a third generation wave model used to simulate the formation of surface

waves. SWAN is able to handle both structured, unstructured, and nested grids when computing

wave generation for coastal settings at various spatial scales. Results from SWAN models can

then be coupled with other modules in Delft 3D such as Delft 3D-FLOW to better simulate the

impact that waves and currents have on one another (Simulation, 2014).

In 2005, the United States Geological Survey (USGS) in collaboration with the United

States Army Corps of Engineers (USACE) used Delft 3D for hydrodynamic modeling of the

mouth of the Columbia River in Washington State. The study validated the use of Delft 3D as an

accurate tool for realistically modeling coastal processes under a range of coastal settings (Elias

et al., 2012). By the late 2000s, the USGS began the development of a coastal-hazard modeling

project that grew into the Coastal Storm Modeling System (CoSMoS). The CoSMoS is a

numerical modeling tool that uses Delft 3D, specifically the FLOW/WAVE and XBeach

programs to predict coastal flooding. Regional models focusing on areas of interest, receive

boundary conditions from global data sources (WaveWatch III, National Data Buoy Center,

Coastal Data Information Program) which are then downscaled and used to determine total water

levels at the shoreline. These total water levels are then projected onto high resolution digital

elevation models at numerous cross-sections using the software XBeach for determining the

extent to which water levels penetrate the back shore and affect the coastal morphology (Barnard

et al., 2012).

3.4 Case Studies in Puget Sound

In Puget Sound, multiple studies have attempted to constrain SLR and the resulting total

water levels at the shoreline. In 2008, one study performed an assessment of SLR estimates for

2050 and 2100 using values generated in the fourth report by the Intergovernmental Panel on

Climate Change (Pachauri and Reisinger, 2007). From this report, SLR estimates range from

0.18 – 0.38 m for low emission scenarios and 0.26 – 0.59 m for high emission scenarios

(Pachauri and Reisinger, 2007; Mote et al., 2008). When combining the high emission scenario

with other factors such as melting polar ice caps, Mote et al., (2008) was able to develop a SLR

estimates with a low probability of occurrence for Puget Sound that would have the greatest

impact. In this high impact scenario, SLR of 0.55 m is expected by 2050 and 1.28 m by 2100

(Mote et al., 2008).

The most recent assessment of SLR was conducted by the National Research Council

(NRC) as part of their 2012 study (NAS, 2012). In this study, the NRC incorporated vertical land

motion and gravitational interactions between masses of ice and sea water (called the sea-level

fingerprint) in estimates of total water levels. Within Washington State, the NRC estimates SLR

to be 0.08 – 0.23 m by 2030, 0.18 - 0.48 m by 2050 and 0.50 – 1.40 m by 2100 with the state

wide estimates showing the largest deviation from the global mean (NAS, 2012). Comparing

estimates for SLR between various studies (Mote et al., 2008; Tebaldi et al., 2012; NAS, 2012)

shows that while there is some overlap in estimates, discrepancy exists surrounding projected

SLR estimates. In order to better evaluate TWL at the shoreline, a more dynamic model is

needed. These studies represent a static “bathtub” approach that does not capture the full physics

7

and responses that influence the shoreline (Figure 3). In order to accurately address future

conditions, more dynamic models incorporating waves are necessary.

Very little work has been done to assess the variability in wind-generated waves, their

potential variability and future impacts in Puget Sound. Most wave studies examine open ocean

coasts where large ocean waves are common and impacts are high. Finlayson (2006) assessed

the geomorphology of Puget Sound beaches and calculated a single mean significant wave height

for the region. Using specific conditions of a 40 km fetch with wind speeds of 25 m/s, Finlayson

(2006) determined that a wave of 3.8 m with a period of 7.1 seconds is possible within Puget

Sound (Figure 2). These values signify the largest possible wave given sustained wind speeds

over open areas of water which is rather uncommon in Puget Sound. Numerous islands and

complex networks of coastal waterways disrupt the propagation of winds and subsequent waves

such that winds display variability both spatially and temporally (Finlayson, 2006). In order to

accurately model wind-wave generation in Puget Sound, a thorough evaluation of the variability

in wave energy and wave forcings is needed along with how these parameters may change in the

future.

The Federal Emergency Management Agency (FEMA) has performed regional assessments

of coastal hazards for flood insurance mapping. While the regional study spans the entire Pacific

coast of the US, guidelines exist to adapt FEMA’s methods for specific coastal settings. These

methodologies, leading to the creation of Flood Insurance Rate Maps (FIRM), are typically

employed on a local and community level to assess impacts on a finer scale (FEMA, 2004).

Within the state of Washington, Digital Flood Insurance Rate Maps have been generated for

specific counties such as Jefferson, Whatcom, Skagit, and Island County. As part of these

studies, FEMA modeled wave generation and flooding for the historical 100-yr coastal storm

event using SWAN (Simulating WAves Nearshore) and ADCIRC (a series of computer

programs that model fluid flow) for parameterized wind and water level conditions. Total water

levels were then imposed on 1-D transects at specific locations designated by the counties to

show locations where water will overtop the berm and map regions of potential flooding (FEMA,

2004).

When generating these maps, FEMA modeled specific processes independently, such as

storm surge and wave run up to establish 1% water levels which ultimately mark zones of

flooding (FEMA; FEMA, 2015; FEMA, 2004). This process differs from that of the CoSMoS

modeling approach, which incorporates storm surge, wave set-up/run-up, tides and any seasonal

effects with each calculation to better constrain total water level and the physics inherent in

coastal storms inundating the coast. FIRM modeling provides a rough baseline for water levels

from a 100-year coastal storm and its impacts, but does not address how wave energy will likely

change with sea level rise and climate change.

4. Proposed Work

To advance assessments of future coastal climate change beyond static models, I propose

to develop a physically based model that simulates the processes of storm surge, waves, wave

set-up, and run-up. These process models will allow me to perform a regional assessment of the

variability in wave energy today and assess the extent that wave energy and coastal storms will

change with sea level rise (Figure 3). Through the creation of these models, I am proposing to

address three main hypotheses with my research:

1. Significant wave height and annual energy reaching the shore will increase in

8

magnitude more with projected sea-level rise than forecasted changes in climate.

2. Upper foreshore morphologic and substrate change will be more significantly

impacted by projected increases in recurrence frequency of high water events than by

increases in projected wave heights.

3. Observed wind direction decadal oscillations of 10 to 15 degrees significantly impact

shoreline exposure to incident wave energy.

5. Methods

I will integrate computational modeling and field studies to characterize historical

conditions, modern processes, and evaluate potential future change. This research project will be

completed following the scope of work outline below:

1. Develop a catalogue of historic meteorological, tidal, and wave data for various

stations throughout Puget Sound.

2. Assess the climatology of the region through statistical analysis of historic data.

3. Perform extreme value analysis on historic data in order to estimate the recurrence

interval of extreme events and project into the future under various SLR scenarios.

4. Create grids of varying resolution for major basins within the Salish Sea which will

be coupled for modeling of the entire region. Perform sensitivity analyses on each

grid in order to calibrate and compare to observed data.

5. Deploy weather stations and wave sensors needed for model validation. Other field

techniques, such as structure from motion, will be employed to evaluate beach

substrate and topography. This will be assessed throughout the fall and winter for

any changes after major storm events.

6. Model wind-wave generation and propagation for each grid in the Salish Sea using

Delft 3D and SWAN. To cover the entire region, the coupling of models will be used

to generate the TWL at the shoreline.

7. Perform site-specific case studies using X-Beach to evaluate morphologic changes to

the beach face and the extent of flooding from TWL values derived from Delft 3D.

Assessments for SLR scenarios will use TWL values from Delft 3D but increasing

them according to different SLR estimates.

5.1 Historic Data – Climatological Assessment

Historic records of continuously measured sea level pressure, water levels, wind speed

and direction from stations throughout the Salish Sea will be analyzed using time-series

environmental statistical approaches. Analyses will examine distributions, general statistics,

extremes, and trends with which to characterize climatologies, classify storm events, and

quantify recurrence intervals of extreme events and phenomena of interest. Time-series will also

be essential for developing boundary conditions (inputs) for modeling. Data sources include

NOAA – NCDC (National Oceanic and Atmospheric Administration – National Climatic Data

Center), NOAA – NDBC (National Data Buoy Center), Naval or Air Force base weather data

sources, and other observational data sets proximal to shore (e.g., airports, schools, etc. General

climatologies will be visualized with wind-rose plots and extreme and recurrence interval

analyses will be derived using block maxima and rth largest approaches (Yang et al., 2014;

Zervas, 2005; Tebaldi et al., 2012; An & Pandey, 2006; Guedes Soares & Scotto, 2004; Vitousek

9

et al., 2017) under extreme value theory. Code necessary for performing analyses will be

generated in MATLAB, R and Python to be applicable to future and/or additional analyses as

new data sources are identified. Metadata will be generated for each set of data and results will

conform to USGS data reporting requirements.

Publically available numerical weather prediction service data will also be used to

characterize climate and for use in modeling. These data are spatially and temporally varying

gridded weather data from global climate models like the University of Washington Climate

Impacts Group’s 12-km Weather Research and Forecasting reanalysis hindcast (1950-2010),

Environment Canada’s 2.5-km High Resolution Deterministic Prediction System (available for

2015-present), and NOAA’s Climate Forecasting System 2.0. Individual storm events identified

in each of these model outputs will be analyzed to examine the resulting wave regime and to

place extreme events into the context of natural variability.

5.2 Statistical Analysis – Extreme Value Theory

Using methodology laid out by Zervas (2005), An & Pandey (2006), Guedes Soares &

Scotto, (2004) and Vitousek et al., (2017), generalized extreme value theory probability

distribution functions (pdfs) will be generated to determine the magnitude and frequency of

extreme events and storm statistics. For time series showing either seasonality or a trend, it will

be important to remove these before determining extreme values. After determining maximum

values (daily, monthly, yearly) for specific data types (wind speed, water level, etc.), statistical

software packages will be used to fit pdfs to the maximum values (block maxima, rth largest).

These pdfs can then be used to generate exceedance probability curves and represent both

recurrence intervals and values for specific storm events (100 year storm vs 10 year storm

(Zervas, 2005).

5.3 Hydrodynamic Modeling

To refine our understanding of the Puget Sound wave climate, I will use hydrodynamic

modeling to assess wave generation and propagation at a regional scale. Emphasis of this project

will be to evaluate the spatial variability in deep-water wave characteristics (>5 m depth)

approaching shore today and the extent it will change in the future due to sea level rise. This will

fulfill the goals of the parent NOAA Washington Coastal Resilience Project (WCRP) which had

resources sufficient to examine wave energy approaching the shore but not the complex physics

and interactions of wave dissipation and impact along the entire 4,020 km of Puget Sound

Shoreline. I will also couple the regional model outputs to high-resolution cross-shore models at

select “case study” sites being defined by the WCRP to evaluate potential changes in impacts

with sea level rise relative to today.

As part of the FIRM project, FEMA took the approach of classifying the 150 highest

water levels generally associated with storms and high tides at the NOAA Seattle tide gage

throughout time. USGS and partners have examined the history of non-tidal residuals (e.g., storm

surge anomalies) and atmospheric pressure anomalies from Seattle and several other tide/weather

gages. Select events from this list as well as the 100-yr, 50-yr, etc., conditions I calculated from

extreme value analyses will be used as boundary conditions to simulate the resulting wave fields

using Delft3D and SWAN. From this I will assess the full spectra of wave characteristics

expected given the historical conditions and recurrence intervals of events in Puget Sound.

Results from each model run will be compared with measured wave statistics where available,

and with recorded meteorological data to assess model accuracy and aid in calibration. Upon

10

validation, I will run each simulation again but under future SLR estimates. Model outputs for

each congruent scenario will be compared and results alongshore will be extracted to show the

percent change and any expected changes at the beach face.

The regional evaluation I complete for my thesis will be used in a Phase II analysis by the

USGS Puget Sound CoSMoS project to validate and characterize projected coastal impacts

associated with waves including flooding, extent and depth of flood waters, erosion, etc. The

regional model I help develop will evaluate wave generation and propagation for the range of

dominant wind intensities and directions and joint occurrence of tides and storm surge anomalies

experienced today. This will be accomplished using a coupled USGS Delft3D-Flexible Mesh

model of the Salish Sea for tidal flow (shown in Figure 4) and a structured wave model built in

SWAN. This will provide a characterization of the historical variability and extremes in wave

exposure that can then be used with scenarios of higher sea level position to assess how sea level

rise will influence wave impacts.

Modeling will allow for the assessment of how extreme events may change through time.

Binning historical wind data into select directional groups (3 – 5 degrees) and assessing the

distribution of wind speeds within each group, will lead to estimates of the recurrence intervals

of specific wind regimes above thresholds of concern and show the extent that wind directions

have changed through time (Figure 5). As part of a sensitivity analysis on wind-wave generation

in Puget Sound, I will model incrementally increasing wind directions and assess the extent that

wind direction affects wave energy. Coupling historic wind variability with model results, I can

then assess how wave energy may have changed through time, including incident wave energy,

and help to test whether an increase in sea level will bring about any changes in dissipation,

refraction or other physics that affect wave impacts at the shore.

After completing the regional wave assessment, I intend to examine two site specific case

studies: one exploring the influence of SLR and waves on bluff retreat along the Island County

bluff-barrier spit system of Iverson Lagoon; the other aims to assess how to apply the regional

model of future extreme coastal conditions to the urban infrastructure of Tacoma. These case

studies will incorporate cross-shore 1D models needed to solve for wave dissipation, set up and

run up to predict inundation, potential for erosion and any geomorphic change that could impact

habitats or local infrastructure. This modeling effort will use the results of the regional wave

study to propagate wave energy to the shore along high-resolution digital elevation models and

likely utilize XBeach or a similar 1D wave transformation algorithm that USGS has integrated

into the CoSMoS framework.

6. Expected Results

The goal of this project is to assess the variability of wave energy today and the impact that

sea level rise will have on wave energy in the future throughout the Salish Sea. Regional maps

of the variability in significant wave height and energy approaching the shoreline under various

SLR scenarios and different extreme storm events (Figure 6) will help inform coastal managers

and policy makers of spatial considerations of future risk. These maps will depict annual

forecasted maximum wave heights along the shore, percent changes relative to today and the

extent of flooding/morphological changes to the beach face for site specific studies. Such maps

have been identified as important and valuable tools for coastal managers and policy makers to

better plan for the changing wave climate. Results in the form of tables and maps by basin and

11

priority sites (major urban or industrial centers) will also summarize climatologies, changes in

extreme event recurrence intervals, and modeled changes in expected wave energy.

From the climatological assessment of multiple weather, tide, and wave gauges I plan on

developing tables that quantify different metrics of current extreme events and the observed

recurrence intervals for such events. As part of this data table, I will show any deviations in

dominant wind directions through time at different temporal resolutions (e.g., decadal vs. entire

time series). A key output will be the joint probability of extreme weather events occurring

during high tides.

Similar to the climatology results, I will produce data tables of wave heights, energy, and

total water levels for various locations under different SLR scenarios. This will demonstrate the

absolute and relative change in future coastal climate from historical and current values. To

better represent wave energy, I will generate plots of directional wave spectra for entrances to

many of the basins in Puget Sound (e.g., multiple locations during different storm events under

varying SLR). Understanding wave spectra at basin entrances will aid in assessing any

variability in the wave climate under various SLR scenarios.

Project Significance

Storm surge and SLR display a positive relationship; as sea levels increase, storm surge will

continually increase. Even though agreement regarding exact SLR estimates for Puget Sound

does not exist, coastlines throughout the region will experience changes in storm surge and flood

frequency due to any increment of SLR (Tebaldi et al., 2012). In order to maintain current

infrastructure and important ecosystems along the coast, policy makers and coastal managers

need tools in order to make informed decisions about the potentially devastating impacts of SLR

(Passeri et al., 2015). Developing coastal models and regional maps that accurately depict

changes in wave energy at the shoreline through time will be an important first step towards

sustainability.

As part of the NOAA WCRP, the results of this project will help meet the needs of the

regional project objectives and the diverse set of partners and co-managers of resources,

restoration and planning across the State of Washington. The model and results will also be the

basis for constructing additional models including the USGS PS-CoSMoS and other assessments

at the regional and local scale. Understanding the extent that coastal impacts associated with

storms, waves and sea level rise will change relative to today, will help increase the knowledge

and support of Puget Sound communities and ultimately enhance resiliency.

12

7. Timeline

2017 2018

Jun. Jul. Aug. Sept.

Oct. Nov. Dec. Jan. Feb. Mar. Apr. May Jun.

Data Collect/Identify Sites

X

Climatology Assessment X X

Extreme Event Analysis

X

Begin Modeling

X X X

Model SLR

X X X

Analyze Results

X X X

Generate Tables & Plots

X X X X

Write Thesis

X X X X X X X X X X X

Table Thesis

X

Defend & Graduate

X

13

8. References

Adelsman, H., Ekrem, J., 2012 Preparing for a Changing Climate: Washington State's

Integrated Climate Response Strategy. Washington Department of Ecology, Publication

No. 12-01004, Olympia, Washington.

http://www.ecy.wa.gov/climatechange/ipa_responsestrategy.htm.

Allan, Jonathan C., and Komar, Paul D. “Climate Controls on US West Coast Erosion

Processes.” Journal of Coastal Research 223 (May 2006): 511–29. doi:10.2112/03

0108.1.

An, Ying, and M.D. Pandey. The R Largest Order Statistics Model for Extreme Wind Speed

Estimation. Vol. 95, 2007. doi:10.1016/j.jweia.2006.05.008.

Barnard, P.L., O’Reilly, Bill, van Ormondt, Maarten, Elias, Edwin, Ruggiero, Peter, Erikson,

L.H., Hapke, Cheryl, Collins, B.D., Guza, R.T., Adams, P.N., and Thomas, J.T., 2009,

The framework of a coastal hazards model; a tool for predicting the impact of severe

storms: U.S. Geological Survey Open-File Report 2009-1073, 21 p.

[http://pubs.usgs.gov/of/2009/1073/].

Bromirski, Peter D., Reinhard E. Flick, and Daniel R. Cayan. “Storminess Variability along the

California Coast: 1858–2000.” Journal of Climate 16, no. 6 (March 2003): 982–93.

doi:10.1175/1520-0442(2003)016<0982:SVATCC>2.0.CO;2.

Brown, J. M., P. Ciavola, G. Masselink, R. McCall, and A. J. Plater. “Preface: Monitoring and

Modelling to Guide Coastal Adaptation to Extreme Storm Events in a Changing

Climate.” Natural Hazards and Earth System Sciences 16, no. 2 (February 12, 2016): 463–67.

doi:10.5194/nhess-16-463-2016.

Elias, Edwin P. L., Guy Gelfenbaum, and André J. Van der Westhuysen. “Validation of a

Coupled Wave-Flow Model in a High-Energy Setting: The Mouth of the Columbia River:

MCR WAVE-FLOW MODEL.” Journal of Geophysical Research: Oceans 117, no. C9

(September 2012): n/a-n/a. doi:10.1029/2012JC008105.

Erikson, L.H., C.A. Hegermiller, P.L. Barnard, P. Ruggiero, and M. van Ormondt. “Projected

Wave Conditions in the Eastern North Pacific under the Influence of Two CMIP5

Climate Scenarios.” Ocean Modelling 96 (December 2015): 171–85.

doi:10.1016/j.ocemod.2015.07.004.

FEMA (Federal Emergency Management Agency). Coastal Flood Hazard Analysis and

Mapping for Whatcom, Skagit, Island Counties, Washington: Engineering Report

FEMA (Federal Emergency Management Agency). (2015). Flood Insurance Study: Whatcom

County, Washington (Report No. 53073CV001C).

14

FEMA (Federal Emergency Management Agency). (2004). Guidelines and specifications for

flood hazard mapping partners appendix D. Final Draft Guidelines for Coastal Flood

Hazard Analysis and Mapping for the Pacific Coast of the United States.

Finlayson, D. 2006. e geomorphology of Puget Sound beaches. Puget Sound Nearshore

Partnership Report No. 2006-02. Published by Washington Sea Grant Program,

University of Washington, Seattle, Washington. Available at

http://pugetsoundnearshore.org.

Guedes Soares, Carlos, and Manuel Scotto. Application of the R Largest-Order Statistics for

Long-Term Predictions of Significant Wave Height. Vol. 51, 2004.

doi:10.1016/j.coastaleng.2004.04.003.

Gower, J. F. R. (2002), Temperature, wind and wave climatologies, and trends from marine

meteorological buoys in the northeast Pacific, J. Clim., 15(24), 3709–3718,

doi:10.1175/1520-0442(2002)015<3709:TWAWCA>2.0.CO;2.

Griffin, B. J., K. E. Kohfeld, A. B. Cooper, and G. Boenisch. “Importance of Location for

Describing Typical and Extreme Wind Speed Behavior: PACIFIC NORTHWEST WIND

SPEED BEHAVIOR.” Geophysical Research Letters 37, no. 22 (November 2010): n/a-

n/a. doi:10.1029/2010GL045052.

Hansen, J. “Earth’s Energy Imbalance: Confirmation and Implications.” Science 308, no. 5727

(June 3, 2005): 1431–35. doi:10.1126/science.1110252.

Jevrejeva, S., A. Grinsted, and J. C. Moore. “Upper Limit for Sea Level Projections by 2100.”

Environmental Research Letters 9, no. 10 (2014): 104008. doi:10.1088/1748

9326/9/10/104008.

Kiehl, J. T., and Kevin E. Trenberth. “Earth’s Annual Global Mean Energy Budget.” Bulletin of

the American Meteorological Society 78, no. 2 (February 1997): 197–208.

doi:10.1175/15200477(1997)078<0197:EAGMEB>2.0.CO;2.

Kug, Jong-Seong, Ben P. Kirtman, and In-Sik Kang. “Interactive Feedback between ENSO and

the Indian Ocean in an Interactive Ensemble Coupled Model.” Journal of Climate 19, no.

24 (December 1, 2006): 6371–81. doi:10.1175/JCLI3980.1.

McInnes, Kathleen L., Graeme D. Hubbert, Debbie J. Abbs, and Steve E. Oliver. “A Numerical

Modelling Study of Coastal Flooding.” Meteorology and Atmospheric Physics 80, no. 1–

4 (June 1, 2002): 217–33. doi:10.1007/s007030200027.

Miles, J.W. (1957), “On the Generation of Surface waves by Shear Flows,” Journal of Flud

Mechanics, Vol. 3. pp. 185-204.

Mote, P.W., Petersen, A., Reeder, S., Shipman, H., Whitely Binder, L.C. 2008. Sea Level Rise in

the Coastal Waters of Washington State. Report prepared by the Climate Impacts Group,

15

Center for Science in the Earth System, Joint Institute for the Study of the Atmosphere

and Oceans, University of Washington, Seattle, Washington and the Washington

Department of Ecology, Lacey, Washington.

Mote, P., A. K. Snover, S. Capalbo, S. D. Eigenbrode, P. Glick, J. Littell, R. Raymondi, and S.

Reeder. “Ch. 21: Northwest. Climate Change Impacts in the United States: The Third

National Climate Assessment,” 2014. doi:10.7930/J04Q7RWX.

National Academy of Sciences (20120. Sea-Level Rise for the Coasts of California, Oregon, and

Washington: Past, Present, and Future. Washington, D.C.: National Academies Press,

2012. http://www.nap.edu/catalog/13389.

Pachauri, Rajendra K., Andy Reisinger. “IPCC Fourth Assessment Report.” IPCC, Geneva

(2007): 2007

Passeri, Davina L., Scott C. Hagen, Stephen C. Medeiros, Matthew V. Bilskie, Karim Alizad,

and Dingbao Wang. “The Dynamic Effects of Sea Level Rise on Low-Gradient Coastal

Landscapes: A Review: THE DYNAMIC EFFECTS OF SEA LEVEL RISE ON LOW

GRADIENT COASTAL LANDSCAPES.” Earth’s Future 3, no. 6 (June 2015): 159–81.

doi:10.1002/2015EF000298.

Petersen, S., Bell, J., Miller, I., Jayne, C., Dean, K., Fougerat, M., 2015. Climate Change

Preparedness Plan for the North Olympic Peninsula. A Project of the North Olympic

Peninsula Resource Conservation & Development Council and the Washington

Department of Commerce, funded by the Environmental Protection Agency. Available:

www.noprcd.org

Phillips, O.M. (1957), “On the Generation of Waves by Turbulent Winds,” Journal of Fluid

Mechanics, Vol. 2, pp. 417-445.

Phillips, O.M. (1960), “On the Dynamics of Unsteady Gravity Waves of Finite Amplitude, 1.

The Elementary Interactions,” Journal of Fluid Mechanics, Vol. 9, pp. 193-217.

Potential Impacts of Accelerated Climate Change. Washington, D.C. : United States. Dept. of

Energy. ;, 2016.

Pryor, S. C., R. J. Barthelmie, D. T. Young, E. S. Takle, R. W. Arritt, D. Flory, W. J. Gutowski,

A. Nunes, and J. Roads. “Wind Speed Trends over the Contiguous United States.”

Journal of Geophysical Research 114, no. D14 (July 23, 2009).

doi:10.1029/2008JD011416.

Ranasinghe, Roshanka, Trang Minh Duong, Stefan Uhlenbrook, Dano Roelvink, and Marcel

Stive. “Climate-Change Impact Assessment for Inlet-Interrupted Coastlines.” Nature

Climate Change 3, no. 1 (September 2, 2012): 83–87. doi:10.1038/nclimate1664.

Ruggiero, Peter. “Is the Intensifying Wave Climate of the U.S. Pacific Northwest Increasing

16

Flooding and Erosion Risk Faster Than Sea-Level Rise?” Journal of Waterway, Port,

Coastal, and Ocean Engineering 139, no. 2 (March 2013): 88–97.

doi:10.1061/(ASCE)WW.1943-5460.0000172.

Ruggiero, P., Komar, P. D., McDougal, W. G., Marra, J. J., and Beach, R. A. (2001). “Wave

runup, extreme water levels and the erosion of properties backing beaches.” J. Coastal

Res., 17(2), 407–419.

Ruggiero, Peter, Paul D. Komar, and Jonathan C. Allan. “Increasing Wave Heights and

Extreme Value Projections: The Wave Climate of the U.S. Pacific Northwest.”

Coastal Engineering 57, no. 5 (May 2010): 539–52.

doi:10.1016/j.coastaleng.2009.12.005.

Ruggiero, P., Komar, P. D., and Allan, J. C. (2010b). “Increasing wave heights and extreme

value projections: The wave climate of the U.S. Pacific Northwest.” Coastal Eng., 57(5),

539 552.

Salathé, Eric P., L. Ruby Leung, Yun Qian, and Yongxin Zhang. “Regional Climate Model

Projections for the State of Washington.” Climatic Change 102, no. 1–2 (May 5, 2010):

51–75. doi:10.1007/s10584-010-9849-y.

Seymour, R. J., 2011. Evidence for changes to the northeast Pacific wave climate. Journal of

Coastal Research, 27(1), 194–201. West Palm Beach (Florida), ISSN 0749-0208.

Simulation of short-crested waves with SWAN, (2014). Delft 3D-Wave User Manual, Delft

Snover, A.K, G.S. Mauger, L.C. Whitely Binder, M. Krosby, and I. Tohver. 2013. Climate

Change Impacts and Adaptation in Washington State: Technical Summaries for Decision

Makers. State of Knowledge Report prepared for the Washington State Department of

Ecology. Climate Impacts Group, University of Washington, Seattle.

Sorensen, Robert M. “Wind-Generated Waves.” In Basic Coastal Engineering, by Robert M.

Sorensen, 151–86. Boston, MA: Springer US, 1997. doi:10.1007/978-1-4757-2665-7_6.

Tebaldi, Claudia, Benjamin H. Strauss, and Chris E. Zervas. “Modelling Sea Level Rise Impacts

on Storm Surges along US Coasts.” Environmental Research Letters 7, no. 1 (2012):

14032. doi:10.1088/1748-9326/7/1/014032.

Vardavas, Ilias M., Ilias Vardavas, and Frederic Taylor. Radiation and Climate: Atmospheric

Energy Budget from Satellite Remote Sensing. OUP Oxford, 2011.

Vitousek, Sean, Patrick L. Barnard, Charles H. Fletcher, Neil Frazer, Li Erikson, and Curt D.

Storlazzi. “Doubling of Coastal Flooding Frequency within Decades due to Sea-Level

Rise.” Scientific Reports 7, no. 1 (May 18, 2017): 1399. doi:10.1038/s41598-017-01362

7.

17

Yang, Zhaoqing, Taiping Wang, Dave Cline, and Brian Williams. “Hydrodynamic Modeling

Analysis to Support Nearshore Restoration Projects in a Changing Climate.” Journal of

Marine Science and Engineering 2, no. 1 (January 22, 2014): 18–32.

doi:10.3390/jmse2010018.

Young, I. R., S. Zieger, and A. V. Babanin. “Global Trends in Wind Speed and Wave Height.”

Science 332, no. 6028 (April 22, 2011): 451–55. doi:10.1126/science.1197219

Zervas, C.E. “Response of Extreme Storm Tide Levels to Long-Term Sea Level Change,” 1–6.

IEEE, 2005. doi:10.1109/OCEANS.2005.1640144.

18

9. Figures

Figure 1: Map of the Salish Sea, showing the area of study for this research project

19

Figure 2: Wave climate maps of Puget Sound showing mean significant wave height (left) and period

(right) of statistically summarized wind storms from 1996 – 2000. Taken from Finlayson (2006)

20

Figure 3: Photographs of Alki Beach in West Seattle, showing the difference between calm seas during

high tide in contrast with wind generated waves interacting with the shoreline during high tide.

Provides a visual representation of a static vs. dynamic approach to coastal modeling.

21

Figure 4: Image of the Delft 3D – FM (Flexible Mesh) model domain for the entire Salish Sea.

22

Figure 5: Wind rose diagrams for Paine Field and Whidbey Island Naval Air Station located in

Washington. Data spans from the early 1940’s to present. Both stations are proximal to the coast

and are separated by roughly 35 miles. Over this short distance, variability in wind direction is

easily noticed where Whidbey has dominant W and SE winds while Paine Field has dominant

N/NW and S/SE winds.

Paine Field FieldField

Whidbey Island NAS

23

Figure 6: Sample map showing the desired output from the regional study. In this example Whidbey

Island, WA is shown with a hypothetical east blowing wind. This sample map shows how locations

directly exposed to the westerlies will see the highest wave energy compared to areas protected by land

to the west.