Human activities on land increase nutrient loads to coastal waters, which can increase phytoplankton production and biomass and associated ecological impacts. Numeric nutrient water quality standards are needed to protect coastal waters from eutrophication impacts. The Environmental Protection Agency determined that numeric nutrient criteria were necessary to protect designated uses of Florida's waters. The objective of this study was to evaluate a reference condition approach for developing numeric water quality criteria for coastal waters, using data from Florida. Florida's coastal waters have not been monitored comprehensively via field sampling to support numeric criteria development. However, satellite remote sensing had the potential to provide adequate data. Spatial and temporal measures of SeaWiFS OC4 chlorophyll-a (Chl(RS)-a, mg m(-3)) were resolved across Florida's coastal waters between 1997 and 2010 and compared with in situ measurements. Statistical distributions of Chl(RS)-a were evaluated to determine a quantitative reference baseline. A binomial approach was implemented to consider how new data could be assessed against the criteria. The proposed satellite remote sensing approach to derive numeric criteria may be generally applicable to other coastal waters.
Human activities on land increase nutrient loads to coastal n>an class="Chemical">waters, which can increase phytoplankton production and biomass and associated ecological impacts. Numeric nutrient water quality standards are needed to protect coastal waters from eutrophication impacts. The Environmental Protection Agency determined that numeric nutrient criteria were necessary to protect designated uses of Florida's waters. The objective of this study was to evaluate a reference condition approach for developing numeric water quality criteria for coastal waters, using data from Florida. Florida's coastal waters have not been monitored comprehensively via field sampling to support numeric criteria development. However, satellite remote sensing had the potential to provide adequate data. Spatial and temporal measures of SeaWiFS OC4chlorophyll-a (Chl(RS)-a, mg m(-3)) were resolved across Florida's coastal waters between 1997 and 2010 and compared with in situ measurements. Statistical distributions of Chl(RS)-a were evaluated to determine a quantitative reference baseline. A binomial approach was implemented to consider how new data could be assessed against the criteria. The proposed satellite remote sensing approach to derive numeric criteria may be generally applicable to other coastal waters.
Extensive modification of landscapes associated
with increased
human population, land development, and agricultural activities contributes
to increased delivery of nitrogen and phosphorus to streams, rivers,
estuaries, and ultimately to coastal waters.[1] Ecological impacts associated with anthropogenic nutrient enrichment
are well documented for coastal ecosystems and include increased phytoplankton
production and biomass, harmful algal blooms, decreased water clarity,
degradation of submerged aquatic vegetation habitats, and hypoxia.[2−4]The Clean Water Act (CWA) requires states to identify designated
uses of their waters and when necessary develop science-based water
quality criteria to ensure protection of the designated uses. In 2009,
the U.S. Environmental Protection Agency (EPA) determined that numeric
criteria were needed for Florida waters to protect against impairment
of designated uses caused by nutrient pollution. Numeric water quality
criteria are concentrations or levels of a pollutant that, if achieved,
provide an expectation that designated uses will be supported. EPA
established a national strategy for development of numeric criteria
calling total nitrogen (TN) and total phosphorus (TP) causal variables
and chlorophyll-a a nutrient-related response variable.In this
work, we evaluate a reference condition approach for numeric
criteria development that uses data from satellite remote sensing.
We illustrate the apn>proach un>an class="Chemical">sing data for Florida coastal waters,
which are marine waters up to 3 nautical miles (NM) from shore, but
excluding waters within semienclosed basins, which are defined to
be estuaries. These waters tend to be fully open to the Atlantic Ocean
or Gulf of Mexico. A reference condition approach involves computing
criteria based on water quality present in a water body that can be
interpreted as supporting, or not impairing, the designated uses.
The reference condition could be based on data collected in the past,
when the water body was determined to be minimally impacted by nitrogen
or phosphorus pollution (historical reference condition) or from a
similar water body that was determined to be minimally impacted by
nitrogen or phosphorus pollution (comparative reference condition).
The State of Florida CWA section 303(d) listings did not include any
coastal segments described as impaired for nutrients under Florida’s
narrative standard. Therefore the historical reference condition could
be based on existing water quality.
Karenia brevis is a harmful algal bloom dinoflagellate
that frequently occurs within the coastal waters of Florida.[5] However, nutrients from land have not been strongly
implicated in bloom initiation.[6] Nutrient
export from land has been implicated in the maintenance phase of blooms
when advected to near-shore waters. Acknowledging the potential for K. brevis blooms to increase coastal chlorophyll concentrations,
we also evaluate an approach for addressing K. brevis blooms within the context of a reference condition approach to numeric
water quality criteria development.Water quality in Florida’s
coastal n>an class="Chemical">waters has not been extensively
monitored, potentially limiting application of a reference condition
approach for criteria development. One possible solution is the use
of remote sensing technologies. Satellite remote sensing currently
uses low earth orbiting satellites to derive ocean color products
on a global scale[7] and at frequent revisit
intervals. Remote sensing has most commonly been used for open ocean
applications. However, these satellites are useful for applications
in near-coastal waters.[8,9] In addition, satellite remote
sensing has been previously applied in water quality management (i.e.,
NOAA Harmful Algal Bloom Operation Forecast System).[10,11] The Sea-viewing Wide Field-of-view Sensor (SeaWiFS) became operational
in September 1997 and is used in this study to quantify an indicator
of chlorophyll-a (ChlRS-a) between 1997 and 2010. We evaluate potential interferences, specifically
colored dissolved organic matter (CDOM) and bottom reflectance affecting
the derivation of ChlRS-a in coastal waters.
Experimental Section
Coastal waters were subdivided
into 76 coastal segments based on
the Florida Department of Environmental Protection’s n>an class="Chemical">Water
Body Identification System (WBIDs), which start at the land margin
and extend seaward to 3 NM. Segment distance along the coast was typically
between 6 and 14 NM depending on the State’s contour at a particular
location. Coastal WBIDs located near an estuary pass were typically
centered at the pass. This study included 17 coastal segments in the
Florida Panhandle (FP) between the Alabama border and St. Joseph Bay,
20 segments on the West Florida Shelf (WFS) from Anclote Bay to Rookery
Bay, and 39 Atlantic Coast (AC) segments from Biscayne Bay to the
Georgia border (Figure 1). Areas within south
Florida, including the Florida Keys, were omitted because comprehensive
in situ monitoring of the area rendered a remote-sensing approach
unnecessary, and significant bottom reflectance confound derivation
of ChlRS-a. The area between St. Joseph
Bay and Anclote Bay were also omitted because coastal seagrass coverage[12] and extremely high colored dissolved organic
carbon exports from rivers[13] were expected
to confound derivation of ChlRS-a.
Figure 1
Station data
and coastal segments used in satellite remote sensing
analysis of ChlRS-a and KdRSPAR. Coastal segments were delineations
proposed in this approach to develop numeric chlorophyll criteria
for the (A) Florida Panhandle, (B) West Florida Shelf, and (C) Atlantic
Coast. Open circles indicate the station data used to compare Chl-a to satellite remote sensing observations of ChlRS-a. Filled triangles indicate station data used
to compare KdPAR to satellite remote sensing observations of KdRSPAR. Numbers are coastal segment
numbers ranging from 1 through 76.
Station data
and coastal segments used in satellite remote sensing
analyn>an class="Chemical">sis of ChlRS-a and KdRSPAR. Coastal segments were delineations
proposed in this approach to develop numeric chlorophyll criteria
for the (A) Florida Panhandle, (B) West Florida Shelf, and (C) Atlantic
Coast. Open circles indicate the station data used to compare Chl-a to satellite remote sensing observations of ChlRS-a. Filled triangles indicate station data used
to compare KdPAR to satellite remote sensing observations of KdRSPAR. Numbers are coastal segment
numbers ranging from 1 through 76.
Satellite ocean color data were obtained from the
National Aeronautics
and Space Administration’s (NASA) Ocean Color Web.[14] SeaWiFS provided daily images with pixels having
a nominal 1.1 km spatial resolution. SeaWiFS data (reprocessing R2009)
tempn>orally spn>anned between September 14, 1997 and January 1, 2010.
Imagery spn>atially covered between 31.0 to 23.0° N and 88.0 to
79.0° W. The SeaWiFS Data Analyn>an class="Chemical">sis System (SeaDAS) version 6.1[15] was used to process data that met all standard
quality control flags from level-1 to level-3 8-day composites.
SeaWiFS OC4 derived chlorophyll (ChlRS-a)[7] and light attenuation (KdRSPAR)[16] were validated
against field chlorophyll (Chl-a) and light attenuation
(KdPAR) measurements using the native resolution of the sensor. The
OC4 was selected because it was a universal algorithm that could be
applied to locations beyond Florida, and it was an algorithm packaged
within the SeaDAS l2gen program so processing could be completed in
SeaDAS by managers. Satellite match-ups were evaluated following Bailey
and Werdell[17] with a geometric mean (Type
II) linear regression[18] between a 3 ×
3 pixel extraction of satellite data centered at the corresponding
field measurement location.Field data used for satellite validation
were from the following:
the Northeastern Gulf of Mexico project (NEGOM), obtained from the
NOAA National Oceanographic Data Center (NODC); the Ecology and Oceanography
of Harmful pan class="Disease">Algal Blooms project (ECOHAB); the Fish and Wildlife Research
Institute (FWRI); Mote Marine Laboratory; and SeaWiFS Bio-opn>tical
Archive and Storage System.[19,20]
ChlRS-a values within coastal segments
were extracted by matching segment polygon vertex coordinates with
corresponding satellite image pixel and line values on 8-day composites
within SeaDAS. The satellite image pixel and line locations were used
to build a polygon un>an class="Chemical">sing the 8-day array with Interactive Data Language
(IDL, ITT VIS). Values from the 8-day array were then averaged if
unmasked bins were completely contained within the coastal segment
polygon using IDL’s region of interest (ROI, Figure S1 of the Supporting Information, SI). Averages were calculated from the
beginning of the satellite mission (September 14, 1997) until January
1, 2010.
The relationship between bathymetry and satellite penetration
depth
were examined within each coastal segment to evaluate the potential
for interference from bottom reflectance. Median depth of each coastal
segment was calculated upan class="Chemical">sing 90 m resolution bathymetry data (NOAA
National Geopn>hyn>an class="Chemical">sical Data Center). PAR integrated satellite penetration
depths were calculated as the inverse of KdRSPAR.
To assess the extent to which ChlRS-a varied with river discharge in various coastal
regions of Florida,
model II regrespan class="Chemical">sion analyses were conducted on log10 transformed
discharge and ChlRS-a. Daily discharge
data were obtained from near coastal USGS gauges on dominant rivers.
Discharge data were binned into 8-day averages that matched averaging
periods for ChlRS-a.
Weekly K. brevis cell counts for the entire state
of Florida were acquired from FWRI. Satellites detect K. brevis blooms when cell counts were above 50 000 cells L–1.[10,21] Coastal segments with an FWRI count greater
than 50 000 cells L–1 during an 8-day composite
were flagged. In addition, the same segment was flagged one week prior
to and after a bloom was detected to provide a temporal buffer as
blooms were transported along the coast.Criteria were defined
as a specific concentration of ChlRS-a and a frequency with which that concentration
may be exceeded in the future. Cumulative distribution functions were
calculated for ChlRS-a in each coastal
segment for coastal numeric criteria development. Criteria values
were selected as the 90th percentile from the trailing 3-year 50th
and 75th percentile values in each segment. No more than 50% and 25%
of 8-day composite ChlRS-a values, within
a trailing 3-year assessment period, are expected to exceed the criteria
levels. The statistical significance of the proportion of 8-day composites
exceeding the criteria could be evaluated using a binomial test. A
time series of ChlRS-a in each segment
was used to calculate criteria based on observations from the reference
period (1997 to 2010). All data were used, including data flagged
during K. brevis bloom events. Medians and upper
quartiles (75th percentile) of ChlRS-a were computed for each segment within trailing 3-year periods, beginning
with 1997–1999, 1998–2000, etc. Criteria values were
calculated from the 90th percentile of the median and 75th percentile
within each segment during the reference period using x̅+ t0.2,N-1s, where x̅ and s are the mean and sample standard deviation
of the median or 75th percentile, and t0.2,N-1 is
the Student’s t-statistic given α = 0.2 and N = 11 3-year periods evaluated. Once criteria values were determined,
observations from within the reference period were tested against
the criteria with a binomial test to ensure the data within the reference
period did not exceed the criteria concentration or frequency.[22]
Results
Field data included >5500 Chl-a observations,
which were reduced to 1947 after filtering for surface samples (0
to 2 m depth) and satellite overpass time (±3 h). Fewer KdPAR
observations (429) were available for satellite match-up. Within the
3 NM limit, 62 Chl-a field observations were paired
with ChlRS-a data and 34 KdPAR field observations
were paired with KdRSPAR (Figure 2 and Figure S2 of the SI). Within the 3 NM limit Chl-a and ChlRS-a were significantly correlated
(slope = 0.85, R2 = 0.52, RMSE = 0.23, p < 0.01, N = 62) as were KdPAR and KdRSPAR (slope = 0.85, R2 = 0.49, RMSE = 0.10, p < 0.01, N = 34). The regression coefficients from these relationships
were used to adjust all derived ChlRS-a and KdRSPAR to better represent
field data prior to the determination of the cumulative distribution
functions and calculation of criteria. Chl-a and
KdPAR observations within the 3 NM boundary represented 6 and 16%,
respectively, of the total available data for satellite match-ups.
The relationship between Chl-a and ChlRS-a using all the Chl-a observations
was stronger (R2 = 0.81, RMSE = 0.24, p < 0.01, N = 1,941) with a higher slope
(1.18). Using all the data for KdPAR resulted in a slope (0.76, R2 = 0.46, RMSE = 0.14, p <
0.01, N = 429) similar to that obtained within the
3 NM limit. Data from outside a jurisdictional boundary could be used
for criteria development if there was no expectation that water quality
varied outside the boundary. However, in this case, we expect differences
associated with the transition from optically complex (Case II) to
open ocean (Case I) waters,[23] which is
reflected in the apparent differences in the slopes discussed above.
As a result, it was determined that only data within the 3 NM boundary
would be used in this approach. Figures 2 and S2 of the SI indicate
the value of collecting additional field observations within the 3
NM boundary to improve the regressions. In addition, observations
from under-sampled areas of Florida’s coastal waters, such
as AC and FP would help ensure that the relationships were applicable
to all of Florida’s coastal waters.
Figure 2
SeaWiFS observations
of ChlRS-a compared
to in situ Chl-a from stations within coastal segments
(A) and for all the stations (B). Gray dashed line is 1:1 fit and
black line is regression slope. Plots are presented in log space,
but regression coefficients have been converted to linear space to
represent a linear regression formula of y = slope*x + intercept.
SeaWiFS observations
of ChlRS-a compared
to in situ Chl-a from stations within coastal segments
(A) and for all the stations (B). Gray dashed line is 1:1 fit and
black line is regression slope. Plots are presented in log space,
but regression coefficients have been converted to linear space to
represent a linear regression formula of y = slope*x + intercept.CDOM and bottom reflectance were identified as
possible interferences
affecting the relationship between Chl-a and ChlRS-a in coastal waters. These interferences
were additive to the ChlRS-a value within
each coastal segment and set the lower limit for the ChlRS-a response. However, the proposed approach used
nonparametric statistics and focused on the upper quartiles, so the
interferences by bottom reflectance and CDOM were unlikely to affect
derivation of numeric criteria. Although we distinguish a difference
in nomenclature between water column chlorophyll-a (Chl-a) and the satellite response (ChlRS-a), which was affected by these interferences, we suggest that the
latter was a suitable measure for use in numeric water quality criteria
development and subsequent assessments.Bottom reflectance was
reduced by incorporating the stray light
contamination flag, which identified near shore bins where reflected
light from land enters the satellite’s field of view. To identify
interference of bottom reflectance on ChlRS-a, the distributions of bathymetry and PAR integrated satellite penetration
depth were examined within each coastal segment (Figure S3 of the SI). Differences
in penetration depths were expn>ected between the n>an class="Chemical">single OC4 bands (443,
490, 510, and 555) and the PAR integrated response since the PAR spectrum
changes with depth in the water column due to different absorption
rates at each wavelength. The red wavelengths attenuate rapidly with
depth and the blue wavelengths penetrate deeper into the water column.[24] PAR integrated satellite penetration depth was
used here as a general indicator of the penetration depth from the
four OC4 bands. Mean penetration depth was consistently shallower
than median water depth within each FP coastal segment. The deepest
penetration depths (90th percentile) were rarely greater than the
shallowest water depths (10th percentile) in the FP. Similarly, AC
exhibited little overlap between the deepest penetration depths and
shallowest water depths. In the WFS mean penetration depth was deeper
than the median water depth in 10% of the coastal segments. Coastal
segments with median bathymetry shallower than 25 m exhibited bottom
reflectance interference (Figure S4 of
the SI) described by an exponential decay function (ChlRS-a = 1.17*exp(−0.14x), where x is the depth in meters; R2 = 0.62, p < 0.01, N = 76).
Seagrass also impacts ChlRS-a, representing
a special case of bottom reflectance. Although seagrass were not present
in coastal waters in the FP, AC, and most of the WFS, they occur in
the northern WFS between Cedar Key and Anclote Bay, and southwest
Florida between Gullivan Bay and Florida Bay.[12] These areas were not included in further analypan class="Chemical">sis because the noise
from the interferences was greater than the n>an class="Chemical">signal from chl-a.
Average ChlRS-a was
low in the FP,
higher in the WFS, and increased from low to high along the AC (Figure 3). Coefficient of variation within a segment was
relatively uniform at 63% across most coastal segments. Higher values
occurred near Panama City (segment 12) where C.V. was 142%. C.V. was
also high (138%) near West Palm Beach where conditions fluctuated
between low ChlRS-a to the south and higher
values to the north. These means and C.V. described the reference
condition between 1997 and January 1, 2010.
Figure 3
Corrected ChlRS-a boxplots for all
coastal segments between 1997 and 2009 with the minimum and maximum
(black dots), the 10th and 90th (whiskers), the 25th and 75th (boxes)
percentiles.
Corrected ChlRS-a boxplots for all
coastal segments between 1997 and 2009 with the minimum and maximum
(black dots), the 10th and 90th (whiskers), the 25th and 75th (boxes)
percentiles.The 50th and 75th percentiles for each trailing
3-year period were
calculated, resulting in 11 50th percentile and 11 75th percentile
values for each segment (Figure 4A). Criteria
values were selected as the 90th percentile from the 11 50th percentiles
and 11 75th percentiles values. Criteria for the upper quartile (i.e.,
75th percentile) averaged 50% (±26%) higher than criteria values
for median ChlRS-a (Figure 4B). Criteria were relatively consistent within regions of
the coast, particularly the FP and southeast AC. Higher values occurred
adjacent to the pass of major estuaries (i.e., segment 1 and 2 near
Pensacola Bay). Criteria for ChlRS-a was
more heterogeneous in the WFS region than in other regions. To ensure
that future n>an class="Chemical">water quality remains consistent with the reference period,
new data for 3-year assessment periods could be evaluated against
these criteria using a binomial test.[22] This test involves recoding 8-day composite observations, during
a 3-year assessment period, into those exceeding the criteria and
those not exceeding the criteria, then testing statistically if the
number exceeding the criteria is more than would be expected, with
a specified Type I error rate (α = 0.1). Applied to criteria
developed in this study, 50% of 8-day composite observations would
be expected to exceed the criteria value for the median and 25% of
8-day composite observations to exceed the criteria value for the
upper quartile. The binomial test was applied to data in rolling 3-year
intervals during the reference period, confirming that the criteria
were not exceeded in any of the 3-year intervals.
Figure 4
(A) Trailing 3-year cumulative
distribution functions for ChlRS-a in
segment 22 (outside Tampa Bay) for
1998 through 2009. The estimate of the 90th percentile of medians
and upper quartiles (75th percentile), which are 2.37 and 3.10, respectively,
could be used as criteria values. (B) Computed criteria values for
all 76 coastal water segments. Insufficient data prevent computations
for segments 35 and 72.
(A) Trailing 3-year cumulative
distribution functions for ChlRS-a in
segment 22 (outpan class="Chemical">side Tampa Bay) for
1998 through 2009. The estimate of the 90th percentile of medians
and upper quartiles (75th percentile), which are 2.37 and 3.10, respn>ectively,
could be used as criteria values. (B) Computed criteria values for
all 76 coastal n>an class="Chemical">water segments. Insufficient data prevent computations
for segments 35 and 72.
As we have noted, the objective of numeric criteria
is to protect
aquatic life uses from anthropogenic nutrient loading to the coastal
zone. K. brevis blooms contributed to variability
in ChlRS-a, but typn>ically initiate 70
km off-shore[25] independent of anthropn>ogenic
nutrients.[6] Therefore, we conn>an class="Chemical">sidered whether
observations affected by K. brevis blooms should
be removed from the reference condition. Analyses of cumulative distributions
showed they were minimally affected by inclusion or removal of observations
affected by K. brevis. Even though coastal segment
22 near Tampa Bay (Figure S5A of the SI) had one of the greatest influences from K. brevis, the 90th percentile decreased by only 12% when
observations flagged for K. brevis were removed (Figure S5B of the SI). Historical records reported observations of K. brevis blooms in the Gulf of Mexico prior to the 1950s[26,27] and do not suggest that K. brevis blooms have increased
in frequency or biomass.[28] Natural fluctuations
in K. brevis did not prevent detection of water quality
changes that could occur due to anthropogenic nutrient loading. One
approach, therefore, could be to regard K. brevis blooms as a natural part of the reference condition and therefore
not exclude flagged observations.
There were limited data in
coastal waters for TN and n>an class="Chemical">TP, which
EPA identified as key causal variables in the context of numeric criteria
development. This precluded development of criteria for TN and TP.
However, it was still important to evaluate if ChlRS-a responded to nutrients coming from land sources. We evaluated
relationships between coastal segment 8-day averaged ChlRS-a and river discharge, used as a proxy for nutrient
loading from land since data quantifying nutrient loading was not
available. Regressions indicated significant relationships (p < 0.01) between river discharge and ChlRS-a in the adjacent coastal segment (Figure S6 and Table S1 of the SI). These relationships occurred with 7 of the
tested river systems. Larger regression slopes for the FP suggest
rivers in this region had a larger influence on coastal ChlRS-a than rivers on the WFS and AC. FP river discharge magnitude
was greater than the WFS and AC. The combined discharge of the Escambia
and Yellow Rivers, both of which empty into Pensacola Bay, averaged
249 m3 s–1, whereas the other major FP
river, the Choctawhatchee River, averaged 168 m3 s–1. For the four rivers with the lowest regression slopes
(Table S1 of the SI), average discharge ranged from 6.7 m3 s–1 in the Hillsborough River to 61 m3 s–1 in the Caloosahatchee River. On the AC, the St. John’s River
discharge averaged 254 m3 s–1 and had
a regression slope similar to the FP. These relationships were similar
to those observed for other coastal waters in the Gulf of Mexico.[29]
Discussion
This approach could also be transferred
to other satellites such
as the Moderate Resolution Imaging Spectroradiometer (MODIS), Medium
Resolution Imaging Spectrometer (MERIS), possibly the Vin>an class="Chemical">sible Infrared
Imager Radiometer Suite (VIIRS), Pre-ACE, aerosols, clouds, and ecosystem
(PACE) satellite, and the Ocean and Land Color Instrument (OLCI) on
Sentinel-3. Multimission ocean color satellites are necessary to provide
the future climate data record[30] to continue
the assessment process. Newer algorithms, such as the OC5,[31] may perform better in coastal areas where turbidity
is a major concern, such as within estuaries or near sediment-laden
rivers. However, rivers in Florida were typically sediment starved
such that chlorophyll-a along the WFS explained 87% of particulate
backscatter.[32] The OC5 may minimize effects
of turbidity and bottom reflectance, but was not tested since it was
not included in the SeaDAS l2gen program. Merging new missions, reprocessing
events,[33] newer algorithms,[31,34] advanced atmospheric corrections, and the stability between ChlRS-a and Chl-a require further discussion,
and could be considered during criteria triannual reviews.
It
is recommended that compliance with ChlRS-a reference condition criteria values be assessed using
n>an class="Chemical">similar satellite data and algorithms. This will mitigate problems
associated with using the OC4 close to the coast, as interferences
and overestimations are expected to be constant. Coastal segments
could be considered impaired if a ChlRS-a assessment was identified as a statistically significant exceedance
of the criteria value for either the medians or 75th percentiles.
The exceedance could trigger appropriate actions under the Clean Water
Act for remediation of impaired waters.
The approach for developing
numeric water quality criteria evaluated
in this study could potentially be used to compute criteria for any
coastal waters of similar scale. Large field sampling programs, such
as ECOHAB and NEGOM, only provided a limited validation data set that
was coincident with the SeaWiFS mission and within the 3NM limit.
Preliminary analysis of field stations coincident with MODIS and MERIS
suggested even less field data was available for validation within
the 3NM limit due to later launch dates starting in 2002. There was
less evidence of similar large field sampling programs looking into
the future. Continued validation with field observations of existing
satellites and new missions will be important.[35]SeaWiFS ChlRS-a quantified
a water
quality baseline associated with use attainment and assessment data
that could reveal changes that may cause loss of use. It would be
necessary to have data and information available to demonstrate that
water quality, during the reference period, was supportive of designated
uses. Although coastal chlorophyll does change due to factors other
than anthropogenic nutrient enrichment, such as coastal upwelling,
we suggest a fixed quantitative baseline and an efficient procedure
for detecting change as a valuable first step toward identifying water
quality impairments resulting from nutrient pollution. Data quantifying
nutrient fluxes to the coastal ocean would improve the prospects for
relating ChlRS-a responses to anthropogenic
nutrient pollution.
Authors: Donald M Anderson; Joann M Burkholder; William P Cochlan; Patricia M Glibert; Christopher J Gobler; Cynthia A Heil; Raphael Kudela; Michael L Parsons; J E Jack Rensel; David W Townsend; Vera L Trainer; Gabriel A Vargo Journal: Harmful Algae Date: 2008-12-01 Impact factor: 4.273
Authors: S Lunetta Ross; F Knight Joseph; W Paerl Hans; J Streicher John; L Peierls Benjamin; Gallo Tom; G Lyon John; H Mace Thomas; P Buzzelli Christopher Journal: Int J Remote Sens Date: 2009-07-22 Impact factor: 3.151
Authors: Matthew J McCarthy; Kaitlyn E Colna; Mahmoud M El-Mezayen; Abdiel E Laureano-Rosario; Pablo Méndez-Lázaro; Daniel B Otis; Gerardo Toro-Farmer; Maria Vega-Rodriguez; Frank E Muller-Karger Journal: Environ Manage Date: 2017-05-08 Impact factor: 3.266
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Authors: John M Clark; Blake A Schaeffer; John A Darling; Erin A Urquhart; John M Johnston; Amber Ignatius; Mark H Myer; Keith A Loftin; P Jeremy Werdell; Richard P Stumpf Journal: Ecol Indic Date: 2017-09 Impact factor: 4.958
Authors: Kaishan Song; Lin Li; Lenore Tedesco; Nicole Clercin; Bob Hall; Shuai Li; Kun Shi; Dawei Liu; Ying Sun Journal: Environ Sci Pollut Res Int Date: 2013-02-10 Impact factor: 4.223
Authors: Martha Sutula; Raphael Kudela; James D Hagy; Lawrence W Harding; David Senn; James E Cloern; Suzanne Bricker; Gry Mine Berg; Marcus Beck Journal: Estuar Coast Shelf Sci Date: 2017-10-15 Impact factor: 2.929
Authors: Tara Blakey; Assefa Melesse; Michael C Sukop; Georgio Tachiev; Dean Whitman; Fernando Miralles-Wilhelm Journal: Sensors (Basel) Date: 2016-10-20 Impact factor: 3.576