Development of Nutrient Endpoints for the Northern Piedmont
Ecoregion of Pennsylvania: TMDL Application

Prepared for

United States Environmental Protection Agency
Region 3
Philadelphia, PA

By

Michael J. Paul and Lei Zheng
Tetra Tech, Inc.

400 Red Brook Boulevard, Suite 200
Owings Mills, MD 21117

November 20, 2007


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Nutrient Endpoints for Southeastern Pennsylvania

Table of Contents

Page

Introduction	1

Frequency Distribution Based Approach	4

Modeled Reference Expectation Approach	7

N:PRatios Suggest P Limitation Dominates the Northern Piedmont Ecoregion	7

Stressor-Response Approach	8

Data	10

Data Analysis: Overview	11

Data Analysis: Metric Calculation	13

Results: Algal Biomass - Nutrient Relationships	15

Results: Algal Metrics - Nutrient Relationships	16

Results: Benthic Macroinvertebrate Metrics - Nutrient Relationships	18

Literature Based Analysis: Current Existing Endpoints or Threshold Values	22

Recommended Endpoints	26

Total Phosphorus (TP)	26

Total Nitrogen (TN)	30

Literature Cited	34

Appendix A. Spearman Correlation matrices among enrichment related

Environmental variables and a few macroinvertebrate metrics in Northern

Piedmont Ecoregion in EMAP Database	37

Appendix B. Spearman Correlation coefficients among enrichment related

Environmental variables and a sub-sample of macroinvertebrate metrics from

Northern Piedmont Ecoregion stream samples in the USGS NAWQA database	38

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List of Figures

Figure	Page

1	Simplified diagram illustrating the causal pathway between nutrients and

aquatic life use impacts	1

2	Map of the sample sites used in the development of nutrient endpoints using the

distribution based approach in this study, labeled by agency affiliation	5

3	Plot of total phosphorus samples in the All Sites and two Reference Site populations

used to estimate candidate with the distribution based approach	6

4	Site average Chi a concentrations in relation to average TN and TP concentrations

in the Northern Piedmont ecoregion	16

5	Response of diatom trophic state index (MSU TSI) to total phosphorus concentrations

In depositional habitats and riffles	19

6	Response of EPT taxa metric to the phosphorus gradient in the Northern Piedmont

Ecoregion	20

7	Response of % dingers in benthic samples along phosphorus gradient in the

Northern Piedmont Ecoregion	21

8	Response of % intolerant urban taxa in benthic samples along phosphorus gradient

In the Northern Piedmont Ecoregion	22

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List of Tables

Table	Page

1	Values of TN and TP candidate endpoints derived using the distribution based

approach	6

2	Values for molar N:P ratios estimated from the All Sites and the two Reference Site
populations developed for use in this study	8

3	Biological data and their related chemical measurements in the stations in Northern

Piedmont ecoregion	11

4	Spearman Correlation matrices between environmental parameters and algal metrics	17

5	Threshold values for the MBSS benthic macroinvertebrates IBI metrics in the

Northern Piedmont ecoregion	20

6	Comparison of New England Water Quality Recommendations, after Mitchell et al.

(2003) with EPA recommended regional endpoints	25

7	Summary of candidate endpoints for each of the analytical approaches discussed	27

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Nutrient Endpoints for Southeastern Pennsylvania

Introduction

The United States Environmental Protection Agency (USEPA) in Region 3 is overseeing the
development of nutrient Total Maximum Daily Loads (TMDLs) to protect aquatic life uses for several
streams in the Northern Piedmont ecoregion of southeastern Pennsylvania. Specifically TMDLs are being
developed for the following watersheds: Chester, Indian, Neshaminy, Skippack, Southampton, and
Wissahickon Creeks. Tetra Tech, Inc (Tt) was approached to assist USEPA in establishing appropriate
TMDL endpoints for nutrients that are both protective of aquatic life uses in this region and defensible.
This document describes the process that was applied, the results of those analyses, and recommended
nutrient endpoints for the TMDLs in question.

Nutrients affect aquatic systems in diverse ways, and the effects on most non-primary producer
aquatic life uses are indirect (Figure 1).

^ DO \

Nutrients^<^

Light
Flow
Temperature
Substrate
Water Chemistry
Herbivory
Competition

Figure 1 - Simplified diagram

use impacts. Nutrients enrich both plant/algal as well as microbial assemblages,
which lead to changes in the physical/chemical habitat and food quality of streams.
These effects directly impact the insect and fish assemblages. The effects of nutrients
are influenced by a number of other factors as well, such as light, flow, and
temperature.

Nutrients cause enrichment of primary producer and decomposer biomass and productivity, the
increase of which leads to changes in the physical and chemical stream environment (e.g., reduced

Plant/Algal
Growth

Microbial
Growth

lustrating the causal pathway between nutrients and aquatic life

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oxygen, loss of reproductive habitat, alteration on the availability of palatable algal taxa, etc.). It is these
effects which directly result in changes to the biological stream community (e.g., loss of disturbance
sensitive taxa), and ultimately impair the use of a stream for aquatic life.

Traditionally, water quality endpoints to protect aquatic life use were developed using toxicological
approaches. Such approaches have been applied for a range of pollutants to develop water quality
endpoints, for example. However, as explained above, nutrient enrichment does not have a direct
toxicological effect on non-primary producer aquatic life. It is worth mentioning that nutrients do,
however, affect algal and plant aquatic life directly, altering the diversity and composition of those
assemblages radically. For insects, fish and other aquatic life, however, the mode of action of nutrients is
indirect and through a causal pathway that involves alteration of physical, chemical, and biological
attributes of their habitat. As a result, traditional toxicological approaches are not appropriate.

The USEPA has published guidance on nutrient endpoint development for the protection of
designated uses for a range of waterbody types including rivers and streams (USEPA 2000a), but also for
lakes and reservoirs (USEPA 2000b), estuaries (USEPA 2001), and wetlands (USEPA 2007). The
principal method described in those documents is the use of a frequency distribution-based approach
(often called the reference approach), where a percentile of a distribution of values is used to identify a
nutrient endpoint. The sample distributions were typically either from least disturbed reference sites
(sensu Stoddard et al. 2006) or the entire population of sample sites. These documents, however, clearly
encourages the use of alternative scientifically defensible approaches and, especially, the application of
several approaches in a multiple-lines-of-evidence framework, to establish defensible and protective
endpoints. The document states that, "a weight of evidence approach that combines (multiple)
approaches.. .will produce endpoints of greater scientific validity." The approaches recommended
include the frequency distribution approach, stressor-response analyses, and literature based values.

In determining nutrient endpoints for developing TMDLs to protect aquatic life uses of northern
piedmont streams in southeastern Pennsylvania, we relied on a multiple lines of evidence approach using
all of the following approaches: frequency distribution based analysis, stressor-responses analyses, and

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literature based values. The following sections describe these approaches in detail including the methods
used for each and the results. The resulting candidate values were then considered and a weight-of-
evidence selection process applied to develop final endpoint recommendations.

Due to the limitation of watershed sizes and the difficulty in obtaining stressor response gradients
(especially for reference sites) in the six target watersheds, we proposed using an ecoregional nutrient
endpoint development approach similar to that applied for nutrient criteria development to identify
nutrient targets that would protect aquatic life uses in these watersheds. The U.S. Environmental
Protection Agency (EPA), in their recommendations for nutrient endpoint development, specified that
"Ecoregional nutrient criteria will be developed to account for the natural variation existing within
various parts of the country." (USEPA 2000a)

They go on to explain the importance of ecoregions:

"Ecoregions serve as a framework for evaluating and managing natural resources. The ecoregional
classification system developed by Omernik (1987) is based on multiple geographic characteristics (e.g.,
soils, climate, vegetation, geology, land use) that are believed to cause or reflect the differences in the
mosaic of ecosystems."

The six targeted watersheds are located within the Northern Piedmont ecoregion. We collected data
from across the same ecoregion but used data from only selected sites within Pennsylvania, Maryland,
and New Jersey—three states that have similar geology to the six watersheds. We also selected these sites
because they have similar climatic conditions. We made the assumption that nutrient dynamics in the six
watersheds should be similar to nutrient dynamics in this portion of the Northern Piedmont ecoregion.
Frequency Distribution Based Approach

For frequency distribution based approach, we identified water quality samples collected by a variety
of agencies from streams in the northern piedmont ecoregion stored in a variety of databases including the
USEPA STORET and EMAP databases, United State Geological Survey (USGS) National Water
Inventory System (NWIS) and National Water Quality Assessment (NAWQA) program, and the
Maryland Biological Stream Survey (MBSS) database (Figure 2). Two populations of sites were
developed. The first was all sites for which nutrient samples were available (All Sites). The second was

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all sites for which watershed land cover was available and for which reference criteria could be applied
(Reference Sites).

The All Sites population included samples from all of the agencies in Table 1. For sites with multiple
samples, samples were averaged to estimate an average site nutrient concentration. This reduced the
influence of any one site on the percentiles. After all the sites were prepared, we calculated the 25th
percentile nutrient concentration of total phosphorus (TP) and total nitrogen (TN ).

EMAP
MBSS
NAWQA
NWIS

Figure 2 - Map of the sample sites used in the development of nutrient endpoints using the
distribution based approach in this study, labeled by agency affiliation.

For sites where land cover information was available (USEPA EMAP, USGS NAWQA, and MBSS),
we developed land cover screening criteria to identify least disturbed watersheds (sensu Stoddard et al.
2006). Least disturbed sites represent those watersheds with minimal human disturbance and, therefore,
provide the best empirical estimate of chemical integrity. We developed two different reference criteria:
>80% Forest, <5% urban (N=7) and >70% Forest, <5% urban (N=24). We then calculated the 75th
percentile of total phosphorus and total nitrogen concentrations associated with these populations.

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The results of the distribution based analyses gave comparable results whether the All Sites or either
Reference Site population was used (Figure 3, Table 1). Total phosphorus concentrations were between
16 and 17 |a,g/L and total nitrogen concentrations between 1.3 and 1.5 mg/L (Table 1).

Table 1 - Values of TN and TP candidate endpoints derived using the distribution based approach.

Reference Sites	All Sites

>80% Forest >70% Forest

Parameter	<5% Urban	<5% Urban	

75 th Percentile	75 th Percentile	25th Percentile

TN (mg/L) L5 L3 L5
TP (|Jg/L) 17 16 17
N 7 24 782 (TN)
	836 (TP)

100001

u>

1000^

(/>
3

Q.

(/>
o

(0
+->

o

100/1

/

10 :

t

!

All

(N=782)





(

17 Mg/L

>80% F
<5% U

(N=7)

>70% F
<5% U

(N=24)

Figure 3 - Plot of total phosphorus samples in the All Sites and two Reference Site populations
used to estimate candidate endpoints with the distribution based approach. Sample
sizes are shown and the 25th percentile of All Sites and 75th percentile of Reference
Sites was equal (17 |u.g/L).

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Modeled Reference Expectation Approach

Another approach that falls under the rubric of "reference approaches" is the modeled reference
expectation approach (Dodds and Oakes 2004). In this approach, multiple regression models of total
nutrients versus human land cover (agriculture and urbanization) are built and then solved for the
condition of no human land cover (i.e., the intercept). This approach has been used to estimate nutrient
concentrations in the absence of human disturbance in the Midwest (Dodds and Oakes 2004).

We developed modeled reference expectation models for the northern piedmont region using data
from the MBSS, USGS NAWQA and USEPA EMAP programs. The final equation for total nitrogen
was:

Log10(TN +1) = 0.1 + 0.49(arcsinev/% Ag riculture) + 0.14(arcsinev/% Urban);

(R2 = 0.43, F=125, p<0.001).

Solving for the undisturbed condition leads to a modeled reference total nitrogen concentration of 260
(xg/L.

No significant model for total phosphorus could be created with the land cover data, so we estimated
the TP value for this approach based on N:P ratios.

N:PRatios Suggest PLimitation Dominates the Northern Piedmont Ecoregion

We calculated N:P ratios for two populations of sites: All Sites in the northern piedmont dataset and
Reference Sites in the northern piedmont dataset (Table 2). The average molar N:P ratio for All Sites was
259:1 and for Reference Sites was 184:1 or 208:1, depending on which reference criteria were used. We
applied these ratios to the TN value estimated from the modeled reference expectation value for TN,
which yielded TP values of 2, 3 and 3 |o,g/L TP, respectively. The molar ratio of N:P based on the
recommended USEPA nutrient criteria for this ecoregion (TP=36 |og/L, TN=690 |o,g/L) is 43:1. Applying
this value, as well as the Redfield molar N:P ratio (16:1), to the value of TN estimated using the modeled
reference expectation approach above led to estimated TP values of 14 and 37 |og/L, respectively. We

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would defend the use of natural ratios rather than Redfield given uncertainties in the applicability of
Redfield to freshwater systems combined with the fact that Northern Piedmont average N:P ratios are
much higher than Redfield. The 5th percentile of N:P ratios across all sites was 17 - meaning 95% of the
streams sampled in the region have values above Redfield.

Table 2 - Values for molar N:P ratios estimated from the All Sites and the two Reference Site

populations developed for use in this study. Molar N:P ratios were calculated as the
ratios of moles TN: moles TP for each site.

Reference Sites	All Sites

>80% Forest >70% Forest

Parameter	<5% Urban	<5% Urban	

N:P	Nj_P	N:P

Average	184	208	259

Median	186	186	158

25 th Percentile	181	159	57

10th Percentile	141	87	25

5 th Percentile	111	81	17

Stressor-Response Approach

Stressor-response approaches refer to a suite of analytical techniques that derive candidate endpoints
by exploring the relationships between response variables and nutrient concentrations. Typical response
variables in the context of nutrient endpoint development include water chemical aquatic life use
indicators (dissolved oxygen, pH, etc.), algal biomass and/or algal assemblage metrics (e.g., percent
nutrient sensitive diatoms), and aquatic life use indicators or biocriteria indicators (e.g., algal multimetric
indices or individual metrics scores, invertebrate multimetric indices or individual metrics, etc.). The
value of these indicators is their direct linkage to aquatic life use designations. They, therefore, provide a
way to connect nutrient concentrations directly to aquatic life use protection. We used a few different
stressor-response analytical techniques to develop candidate nutrient endpoints using algal and
invertebrate response indicators.

We selected two important nutrient variables to examine biological responses: total nitrogen (TN) and
total phosphorus (TP). TN and TP are two of the four primary variables EPA recommended for nutrient

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endpoint development and are likely to limit aquatic primary producers. TP and TN may reflect stream
trophic status better than inorganic P and N because nutrient depletion can be partially offset by increases
in particulate fractions of TP and TN resulting from benthic algal drift and suspension in the water
column (Dodds 2002). In addition, TN and TP are also measured more frequently in most of the national
and state programs than other nutrient variables.

The primary response variable of interest for stream trophic state characterization is algal biomass,
which is most commonly reported as mg m~2 Chi a. Chi a is a photosynthetic pigment and is a sensitive
indicator of algal biomass. It is considered an important biological response variable for nutrient-related
problems (USEPA 2000a). Periphyton is also often analyzed for dry mass (DM) and ash free dry mass
(AFDM), which includes non-algal organisms. EPA also recommends a measure of turbidity as the
response variable. However, turbidity is often associated with total suspended solids (TSS) and other
environmental factors and is less commonly used as a direct response variable. In addition to these, algal
species composition often responds dramatically to excess nutrients, including the proliferation of
eutrophic and nuisance algal taxa. As a result, algal metrics are frequently used as direct indicators of
nutrient enrichment (van Dam et al. 1994, Pan et al. 1996). The last response variable we considered was
macroinvertebrate metrics from multimetric indices. Macroinvertebrate indices are the most reliable and
frequently used bioindicators, and many macroinvertebrate metrics are sensitive to nutrient enrichment.

Data:

We collected data from seven different national and state programs, similar to those used in the
distribution based analyses (Table 3):

•	USEPA Environmental Monitoring and Assessment Program (EMAP)

•	United States Geological Survey (USGS) National Water-Quality Assessment (NAWQA)
program

•	USGS National Water Information System (NWIS)

•	USEPA STORET database

•	EPA national nutrient center (NNC) database (include Legacy STORET data)

•	Maryland Biological Stream Survey (MBSS) program

•	Pennsylvania Department of Environmental Protection (PADEP) periphyton biomass data

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Two national projects, the USEPA EMAP and USGS NAWQA programs, simultaneously collected
nutrients, periphyton, and macroinvertebrate composition data, which were valuable for exploring both
algal and invertebrate assemblage responses to nutrients. The MBSS collected hundreds of
macroinvertebrate samples from its statewide stream survey. This dataset was valuable for evaluating
macroinvertebrate responses. Algal biomass data from NNC, PADEP, NWIS, and EMAP were used to
evaluate nutrient algal biomass responses.

Table 3 - Biological data and their related chemical measurements in the stations in Northern
Piedmont ecoregion. Numbers in parentheses are numbers of samples.

EMAP	USGS	USGS STORET MBSS NNC PADEP

	NAWQA	NWIS	

TN 20	76	380	372 55 72

TP 20	76	347	372 54 72

Algal biomass 20	48	15	93

Algal species composition 20(47)	76(142)

Macroinvertebrate composition 20(47)	77(106)	12(27)	658	

Data Analysis: Overview

Establishing definitive stressor-response relationships is a valuable line of evidence in the multiple
lines of evidence approach. We first used Spearman correlation analysis to examine relationships between
response and stressor variables. Correlation analyses identified significant relationships between
biological response and nutrient variables. However, correlation may or may not indicate the real
relationship. Numerous relationships were examined; only a subset of which was correlated. There were
also results that were considered potentially important but showed weaker relationships (Appendix A).

We selected correlations of interest and performed visual scatter plots to further examine the
relationships. We used either linear regression or a locally weighted average regression line to examine

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the trend of change along the environmental gradients. The locally weighted scatterplot smoothing
(LOWES S) technique (Cleveland 1979) models nonlinear relationships where linear methods do not
perform well. LOWES S fits simple models to localized subsets of the data to construct a function that
describes, essentially, the central tendency of the data. LOWESS fits segments of the data to the model.
Tension, which describes the portion of data being used to fit each local function, was set at 0.50 for
LOWESS regression.

We also used conditional probability analysis (Paul and MacDonald, 2005) to examine changes in the
biological community along stressor gradients. Conditional probability provides the likelihood
(probability) of a predefined response when a specific value of a pollutant stressor (condition) is
exceeded. Conditional probability is the likelihood of an event when it is known that some other event
has occurred. To estimate conditional probability of an impairment, we first had to define impairment as
a specific value for a response variable (e.g., EPT < 8 genera). We used preexisting biocriteria thresholds
as our response thresholds (MDNR 2005). Conditional probability answers the question: for a given
threshold of a stressor, what is the cumulative probability of impairment? For example, if the total
phosphorus concentration is greater than 30 |ag/L, what is the probability of biological impairment
(defined as < 8 EPT Taxa) for each site under consideration? All observed stressor values (in this
example, all observed values of total phosphorous) are used to develop a curve of conditional probability
(Paul and MacDonald, 2005). Because of its ability to identify risks of impact associated with given
nutrient concentrations, the approach is suited to identifying nutrient thresholds protective of aquatic
biological condition.

We also used nonparametric deviance reduction (change point analysis) to identify thresholds in
biological responses to nutrients (Qian et al. 2003). This technique is similar to regression tree models,
which are used to generate predictive models of response variables for one or more predictors. The
change-point, in our application, is the first split of a tree model with a single predictor variable (nutrient
concentration). The loss function of regression trees can be evaluated by the proportion of reduction in
error (PRE), which is analagous to the multiple R2 of general linear models.

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Data Analysis: Metric Calculation

Algal Metrics

A number of algal metrics were calculated to evaluate algal assemblage characteristics and their
response to nutrient enrichment. Algal density, total algal species richness, diatom species richness,
Shannon's Diversity index and evenness were calculated to measure abundance and diversity. The
following diatom autoecological indices were calculated to characterize different specific algal
assemblage responses:

Nitrogen uptake metabolism index: This index relates to the flow of nutrients, particularly nitrogen,
within a waterbody. It is based upon the nitrogen cycling rate from autotrophs to heterotrophs to provide a
measure of the nutrient input and processing occurring in a waterbody. The nitrogen uptake metabolism
index (Van Dam et al. 1994) increases with elevated concentrations of organically bound nitrogen.

Saprobitv index. This is a pollution tolerance index for algal species related to oxygen, organic
matter, products of septic decay, and products of mineralization. The density of oligosaprobous diatoms
and polysaprobous diatoms (Van Dam et al. 1994) is impacted by waters where oxygen is saturated or
absent. The percentage of alpha-mesosaprobous to polysaprobous diatoms will increase as organic loads
from human disturbance (e.g., from agriculture and wastewater discharges) increase.

Trophic state index (TSI). Eutraphentic diatoms (Van Dam et al. 1994) indicate elevated
concentrations of nutrients that are important for diatom growth, including nitrogen, phosphorus,
inorganic carbon, and silica. As concentrations of these nutrients increase due to human disturbance, the
TSI will also increase.

The TSI is one of the most important nutrient enrichment indices. Van Dam's TSI was developed in
Europe and has been adapted in many parts of the United States. In addition, Jan Stevenson of Michigan
State University, developed a TSI for the Mid-Atlantic highland region. He compiled a new TSI based on
van Dam's TSI and Mid-Atlantic Highland (MAH) TSI into a new TSI. The Academy of Natural Science
also developed a diatom TP inference model for the Northern Piedmont ecoregion. We calculated all the
available TSI values to examine the relationship between observed TP concentrations and diatom inferred

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trophic states based on their indicator values and relative abundance. The percent sensitive taxa
(indicator value from 1 to 2) were calculated (van Dam et al. 1994).

Oxygen requirement index. Several diatom taxa prefer conditions of high oxygen availability and
will decrease in response to oxygen deficiency (Van Dam et al. 1994). Lower oxygen requirement index
values implicate nutrient influx and subsequent eutrophication.

Macroinvertebrate Metrics

Approximately 40 macroinvertebrate assemblage metrics, including total taxa, Ephemeroptera,
Plecoptera, and Trichoptera (EPT) taxa, Ephemeroptera taxa, percent dingers, urban Intolerant %,
percent Chironomidae, and Hilsenhoff s Biotic Index (HBI), were calculated using data from various
programs. After initial screening, we selected a subset of benthic macroinvertebrate indicators, including
the Maryland Benthic IBI score (B-IBI) and mayfly-stonefly-caddisfly (EPT) taxon richness. Other
indicators were all responsive general indicators of stress but were not diagnostic of any particular
stressor.

Results: Algal Biomass - Nutrient Relationships

Similar to the distribution based approach, the molar N:P ratio of sites in the study region used for
this analysis ranged from 5 to 2298 and averaged 259 and the 5th percentile of N:P ratios was greater than
16. As noted earlier, deviations from the Redfield ratio (41:7:1 by weight or 106:16:1 molar) are
frequently used to determine N and P limitation (Redfield 1958). High N:P ratios indicate P is limiting
growth, and low N:P ratios suggest that N is limiting growth. In addition to the strong evidence of P
limitation from nutrient ratios, our examination of all the metrics with TN and other nitrogen parameters
did not find strong correlations with biological variables. As a result, we considered Northern Piedmont
streams as principally P-limited systems and focus on relationships with TP concentrations.

Not surprisingly, a strong algal biomass-nutrient relationship was not present in our examination of
the datasets (Figure 4). A reasonable wedge shaped relationship was found between algal biomass and TP
in the USGS NWIS dataset (black stars). The wedge shaped relationship is often found in large scale
investigations when multiple stressors/constraints are present. It is possible that at some of the high

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nutrient concentration sites there was a light and flow limited accumulation of algal biomass. The wedge
shaped relationship also indicated that elevated levels of algal biomass can exist at relatively low nutrient
concentrations (<100 |ag/L).

500

500

~	X

•	~



O-	\y

Total Nitrogen (mg/L)





o-'	\-

Total Phosphorus (mg/L)

Agency

•	EMAP

*	NutrientCent
> PADEP

~	USGS

Figure 4 - Site average Chi a concentrations in relation to average TN and TP concentrations in the
Northern Piedmont ecoregion. Data were collected by four different programs.

The samples with the highest algal biomass were collected by the PADEP -Pennsylvania State
University periphyton study, which focused on the targeted watersheds. Surprisingly, the highest algal
biomass occurred at sites where TP concentrations were relatively low (14-35 |ag/L). It is possible that
algal growth has been saturated even at this low level. The difference in magnitude of algal biomass
among programs is probably due to different protocols being used by different programs.

Results: Algal Metrics - Nutrient Relationships

Algal compositional data from the EMAP and NAWQA programs were combined to obtain larger
sample size. Two types of samples were collected and analyzed: depositional habitat and riffle habitat.
Overall, four nutrient based metrics were significantly related to TP concentrations (Table 4).

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Table 4 - Spearman Correlation matrices between environmental parameters and algal metrics.

Significant Correlations are highlighted. (PANS = Philadelphia Academy of Natural
Sciences, TSI = Trophic State Index, MSU = Michigan State University, MAIA = Mid-
Atlantic Integrated Assessment)



TN

TP

NH4

N03

DO

PH

COND

Algal density

0.076

0.166

-0.023

0.064

-0.083

-0.083

0.147

Total taxa

0.004

0.236

0.279

-0.04

0.063

-0.131

0.133

Algal biovolume

-0.16

0.031

0.042

-0.131

0.035

-0.137

0.15

Diatom taxa

-0.03

0.243

0.283

-0.065

0.124

-0.127

0.12

N uptake index

-0.099

0.299

0.18

-0.13

0.267

-0.119

0.142

Oxygen index

-0.169

0.235

0.251

-0.184

0.255

-0.131

-0.006

Saprobity index

-0.142

0.208

0.229

-0.177

0.184

-0.127

-0.003

TSI index

-0.093

0.402

0.318

-0.107

0.243

-0.195

0.158

PANS TP model

-0.037

0.515

0.23

-0.037

0.072

0.163

0.518

MSU TSI index

-0.029

0.505

0.341

-0.039

0.188

-0.117

0.274

MSU-MAIA TSI index

-0.009

0.454

0.312

-0.063

0.17

-0.228

0.256

The Michigan State University (MSU) TSI index had the strongest correlation with TP concentrations
among the three TSI indices. The diatom TP inference index from the Philadelphia Academy of Natural
Science was the best predictor of TP concentrations in the Northern Piedmont ecoregion. However, since
the model was developed from the same dataset, we did not use it for further analysis.

MSU TSI was plotted against TP concentrations in both riffle and depositional samples (Figure 5a
and 5c). The significant relationship between TSI and TP concentrations in both sample types supports
the prediction that TP is associated with increased trophic state in these streams. The relatively small
variance explained by the regression models (R2=0.22 and 0.35 respectively) is likely due to other
stressors coexisting in the streams that are affecting diatom species compositions. A conditional
probability analysis was performed for each of these sample types (Figures 5b and 5d). This analysis
identifies TP thresholds associated with an increase in the probability of adverse ecological conditions, in
this case, a shift in the TSI from meso- to eutraphentic conditions. According to van Dam et al (1994),
TSI=4 indicates a meso-eutraphentic condition and 5 indicates eutraphentic condition. We defined the
adverse condition as TSI=4.5, which is the transition from meso-eutraphentic to eutraphentic. The
conditional probability analyses indicates that the probability of impairment (TSI>4,5) increases with
elevated TP concentrations, i.e., diatom species composition shifts from meso-eutraphentic taxato

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eutraphentic taxa. The threshold associated with the change point of this relationship was 36 |a,g/L for
both riffle and depositional samples.

Results: Benthic Macroinvertebrate Metrics - Nutrient Relationships

The largest dataset available for analyzing macroinvertebrate responses to nutrient concentrations was
the Maryland Biological Stream Survey (MBSS) dataset. The MBSS sampled more than 500
macroinvertebrate samples with 372 corresponding nutrient samples in the Northern Piedmont ecoregion.
The MBSS also developed a benthic macroinvertebrate IBI for this ecoregion based on the scores of six
metrics: total taxa, Ephemeroptera, Plecoptera, and Trichoptera (EPT) taxa, Ephemeroptera taxa, %
dingers, % Intolerant Urban, % Chironomidae. For each metric, scoring criteria were developed based on
the distribution of values from least disturbed reference sites (score of 5). We selected the middle point of
the distribution as the impairment threshold for each metric (Table 5).

Of the six metrics above, only EPT taxa (Pearson r= -0.293, p<0.001), %intolerant urban taxa (r=-
193, p=0.005), and % dingers (r=0.191, p=0.006) were negatively correlated with log TP concentrations.
The other three metrics were either not sensitive to nutrient enrichment or more sensitive to other
stressors.

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1.0

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cs°

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Total Phosphorus ( ng/L)

Figure 5 - Response of diatom trophic state index (MSU_TSI) to total phosphorus concentrations
in depositional habitats and riffles. The figures on the right show the conditional
probability of exceeding a TSI value of 4.5 with increased TP concentration.

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Table 5 - Threshold values for the MBSS benthic macroinvertebrate IBI metrics in the Northern
Piedmont ecoregion.

Scoring criteria

5

3

1

Mid









Point

Number of Taxa

>25

15-24

<15

20

Number of EPT

> 11

5-10

<5

8

Number of Ephemeroptera

>4

4-3

<2

3

% Chironomidae

<4.6

4.7-63

>63

38.6%

% Intolerant Urban

>51

12-50

< 12

31.5%

% dingers

>74

31-73

<31

52.5%

For example, EPT taxa declined with increased TP concentrations (Figure 6a). The scatterplot
relationship exhibited a traditional wedge shape decline, while the conditional probability graph (Figure
6b) clearly indicated that the probability of impairment (EPT taxa<8) increased from 45 to 88% when TP
concentrations increased from 30 to 80 |a,g/L TP. Change point analysis indicated a threshold at 38 |ag/L.

Total Phosphorus (mg/L)	Total Phosphorus (mg/L)

Figure 6 - Response of EPT taxa metric to the phosphorus gradient in the Northern Piedmont

Ecoregion. Figure on the right shows the conditional probability of having fewer than
8 EPT taxa as TP concentrations increase.

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The percent of dinger taxa in the streams responded similarly to increased TP concentrations (Figure
7). The conditional probability graph (Figure 7b) showed that the probability of impairment (% Clinger
taxa <52.5) would likely increase from 45 to 70% when TP increased from 30 to 80 |ag/L. Change point
analysis identified a threshold at 39 |ag/L.

Total Phosphorus (mg/L)	Total Phosphorus (mg/L)

Figure 7 - Response of % dingers in benthic samples along phosphorus gradient in the Northern
Piedmont Ecoregion. The figure on the right shows the conditional probability of
having fewer than 52.5% clinger taxa in a stream as TP concentration increases.

The % urban intolerant taxa metric was based on the response of taxa intolerant of urbanization
(Figure 8). Although TP concentration likely increases along the urban gradient, this metric is less
sensitive to nutrient concentrations since it includes some taxa that are insensitive to nutrients but
sensitive to other stressors. The conditional probability graph (Figure 8b) and change-point analysis
indicated that probability of impairment would likely increase from 50% to much higher after TP
concentration exceeded 64 |a,g/L TP.

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CO

v

•i—•

c
cn

i	

_cd
o

-t—i

_c

c
cn

o

-t—i

5
cn

o

Total Phosphorus (mg/L)

0.010	0.100

Total Phosphorus (mg/L)

Figure 8 - Response of % intolerant urban taxa in benthic samples along phosphorus gradient in
the Northern Piedmont Ecoregion. The figure on the right shows the conditional
probability of having fewer than 31.5% urban intolerant taxa in a stream as TP
concentration increases.

Responses of macroinvertebrate metrics to nutrient enrichments have been examined for other
databases. The Spearman correlation matrices are included in Appendix 1 and 2. Due to relatively small
sample size and a lack of relationships of interest, we did not examine these further.

Literature Based Analysis: Current Existing Endpoints or Threshold Values

In this last analytical section, we present several studies relevant to the development of nutrient
endpoints in the northern Piedmont region of Pennsylvania. These are taken principally from the peer-
reviewed literature and reflect increasing experimental and theoretical interest in the impact of nutrients
on natural stream systems. We attempted to extract information from these studies that could recommend
specific endpoints.

In natural, shaded streams [such as those evaluated in the Dodds et al. (2002) model], it is difficult to
assess the full growth potential of algae. Algal growth potential has been evaluated using artificial stream
channels that are fully exposed to nutrient and light gradients. Previous studies (Horner et al. 1983,

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Bothwell 1989) demonstrated that in artificial streams, algal growth could be saturated (i.e., achieved
maximum growth rate) at 25-50 ju.g/1 phosphorus. Rier and Stevenson (2006) found that at 16 |a,g/L
soluble reactive phosphorus (SRP) or 86 |a,g/L dissolved inorganic nitrogen (DIN), algal growth was at
90% of its maximum rate. They also found that saturation concentrations were 3- 5 times lower than
concentrations needed to produce maximum algal biomass (i.e., 430 |a,g/L DIN and 80 |a,g/L SRP for
growth saturation). However, these values were derived mostly on the basis of diatom and bluegreen
algae growth. We expect that green algae (i.e., Cladophora) would have higher nutrient saturation
concentrations for peak growth (Borchardt 1996).

Studies in adjacent regions have shown consistently low values for TP required for the control of
benthic chlorophyll. An ongoing study on the Jackson River in Virginia (Louis Berger Group, pers.
comm) is proposing an ortho-phosphorus endpoint of 38 |ag/L. This is based on a regression equation
developed using local data. In New Jersey, a trophic diatom index (TDI) was developed that identified a
TP below 25 |a,g/L as a low, protective TDI value and a range from 75 |a,g/L to 100 |a,g/L for a high TDI
value (Ponader et al. 2005). These authors also found that within this region, concentrations above 50
|a,g/L TP were sufficient to produce nuisance algal growth.

EPA's nutrient threshold recommendation for the Northern Piedmont was 690 |ag/L for TN and 37
|a,g/L for TP. Ponader and Charles (2003) applied EPA's reference approach to the Northern Piedmont in
New Jersey and found fairly good agreement with the EPA recommended numbers. The Ponader and
Charles (2003) estimates using the distribution approach were 1.3 |a,g/L for TN and 40-51 |a,g/L for TP.

Dodds and Welch (2000) conducted a meta-study including values from a range of areas nationwide.
These were combined into regression equations to predict chlorophyll. They found that if a mean of 50
mg m~2 of chlorophyll is the target (thus insuring chlorophyll is less than 100 mg m~2 most of the time),
TN should be 470 |a,g/L and TP should be 60 |ag/L. Even lower numbers should be considered for more
pristine waters. These estimates were more general in scope. These authors further noted that lower TN
and TP values associated with these chlorophyll concentrations were obtained when using a detailed,

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smaller data set than those from a larger data set (55 |a,g/L TP from a large dataset versus 21 |a,g/L for a
more specific, local data set).

USGS conducted a study in 2001 for a broad area of the US, including the New River and Big Sandy
River in Virginia (Robertson et al. 2001). They looked at 234 sites using the reference approach and
found that a TP of 20 |a,g/L was appropriate for what they define as Environmental Nutrient Zone 2.
Similarly, Ponader et al. (2005) in a study of over 35 streams in Virginia observed changes in the diatom
assemblages and suggested threshold limits of 500 |a,g/L for TN and 50 |a,g/L for TP to protect against
conditions that they termed as "nutrient impaired", based on a variety of factors.

ENSR (2003) developed endpoints for rivers in New England by combining the distribution based
approach (using a database of 569 stream and river nutrient and trophic parameter data) and effects-based
approach (based on a weight-of-evidence review of literature, models and TMDL studies)(Table 6).

Using the EPA approach for calculating ambient water quality recommendations, the 25th percentile of all
rivers and streams and the 75 th percentile of the reference waters provided relatively similar values.

ENSR (2003) suggested, based on the weight-of-evidence, that 40 |a,g/L TP and 800 |a,g/L TN would be
an upper bound for nutrient endpoints (i.e., approaching impaired aquatic community status).

Table 6 - Comparison of New England Water Quality Recommendations, after ENSR (2003) with
EPA recommended regional criteria. All values in |j.g/L.





New England Ecoregion

EPA





All Season

Recommended









Criteria

Sub-Ecoregions



25th Percentile

75th Percentile





Chi a

1.6

1.5

1.6

83

TN

470

538

480



TP

31

44

24.1



Chi a

1.7

2.5



82

TN

33

325

390



TP

14

12

12



Chi a

4.9





59

TN

560

458

570



TP

20

22

23.5

58

Chi a

2.2



3.4

TN

360

121

420

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TP

10

12

5

Composite

Chi a

1.9

1.8



TN

460

520





TP

20

23



Rohm et al. (2002) conducted a national study to demonstrate how regional reference conditions and
draft nutrient endpoints could be developed. They divided the country into 14 regions and analyzed
available nutrient data as a case study, using EMAP data from Central and Eastern Forested Uplands, an
area that includes much of central Pennsylvania. This case study suggested a criterion of 375 |a,g/L for
TN and 13 |a,g/L for TP. Rough estimates from the data presented for their Region IX that includes
Eastern Pennsylvania gives estimates of 500 |a,g/L TN and 20 |a,g/L TP.

Several states have developed nutrient standards or guidelines (see companion report). These values
range from a maximum TP of 100 |a,g/L to a summer average TP of 25 |ag/L. Delaware uses TP in
assessing their waters for reporting under Section 305(b) of the Clean Water Act. They list segments as
impaired when one or more stations whose lower confidence limit is at or above the moderate value of 1.0
to 3.0 mg/L TN and 50 to 100 ju,g/l TP. Hill and Devlin (2003), in a preliminary study in Virginia,
suggest a TN threshold for benthic impairment somewhere between 350 and 900 |a,g/L TN. The Dodds et
al. (2006) TN breakpoint fits within this range for TN.

Recommended Endpoints

Total Phosphorus (TP)

Endpoint (,magnitude)

Our analyses relied on a weight-of-evidence analysis drawing on many different analytical
approaches. Each of the different approaches produced slightly different endpoints and these are
summarized in Table 7.

In a weight-of-evidence approach, the different analyses are weighted based, essentially, on their
applicability and the strength of the analysis. The Reference Approach analyses we weight less for a few

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reasons. The Reference Site 75th percentile estimate was based on few sites and the All Sites 25th
percentile analysis included a variety of data spanning many different periods. The modeled reference
expectation approach could not produce a significant model for TP and the TP endpoint for this method
was derived, instead, from the TN model using an estimate based on a variety of TN:TP molar ratios.
Lastly, the reference approach is less easy to link directly to use protection, given that it is based on
percentiles of a frequency distribution. Reference sites arguably reflect the "indigenous" or "natural"
condition, which is the goal of aquatic life use standards in Pennsylvania, but this is an indirect measure.

Table 7 - Summary of candidate endpoints for each of the analytical approaches discussed.



Approach

TP

Endpoint (^ig/L)

Reference Approach



2-37



Reference Site 75th Percentile

16-17



All Sites 25th Percentile

17



Modeled Reference Expectation

2-37

Stressor-Response



36-64



Conditional Probability - EPT taxa

38



Conditional Probability - % dingers

39



Conditional Probability - % Urban Intolerant

64



Conditional Probability - Diatoms TSI

36

Other Literature



13-100



USEPA Recommended Regional Criteria

37



USEPA Regional Criteria Approach - Local Data

40-51



Algal Growth Saturation

25-50



Nationwide Meta-Study TP-Chlorophyll

21-60



USGS Regional Reference Study

20



USGS National Nutrient Criteria Study

13-20



New England Nutrient Criteria Study

40



Virginia Nutrient Criteria Study

50



New Jersey TDI

25-50



Delaware Criteria

50-100

The stressor-response analyses carry more weight because we could link nutrient concentrations to

specific aquatic life endpoints - both invertebrate and algal. Using invertebrate taxa metrics, conditional
probability analyses evaluated those TP concentrations which increased the risk of exceeding degradation
thresholds developed for these macroinvertebrate metrics in comparable piedmont streams in Maryland.

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For the diatom Trophic State Index (TSI), the same analysis was used to identify the TP concentration
associated with a shift from meso- to eutrophic conditions.

The scientific literature was variably weighted, since it included data from regions proximate to
Pennsylvania, as well as data less applicable to Pennsylvania.

Based on greater weight to the stressor-
response models, we recommend TP endpoints

Recommended endpoint: 40 \iglL TP

for northern piedmont streams in southeastern Pennsylvania of 40 |ag/L. This value is comparable to the
majority of the stressor-response analyses, on the high end of the reference approaches, and intermediate
to the scientific literature values, but comparable to regionally relevant literature values.

Sample period

We recommend applying the endpoint over the algal growing season (April to October), which in
streams is typically the time during which

Endpoint applies from April to October

the greatest risk of deleterious algal
growth exists.

Sample duration

Unlike toxics, there is less literature to recommend appropriate sample duration and frequencies for
nutrients. Toxics, with chronic and acute criteria, have a longer history of implementation. Their mode
of action is also very different than nutrients. As a result, it was more difficult to recommend an
appropriate sample period than to derive the endpoints themselves.

Humans tend to sample nutrients at temporal scales that are different than those to which stream
organisms respond. Streams respond both to pulsed as well as chronic nutrient concentrations. For
example, algae possess mechanisms to store nutrients and use these stored nutrients for growth over time
- so they can respond to episodic inputs. Moreover, the responses to episodic inputs include both
assemblage responses (for example, development the nuisance algal taxa) as well as population and
individual responses (biomass).

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The nutrient data we analyzed for the invertebrate and plant responses were based on single grab
samples associated with biological sampling. These analyses, therefore, represent a space for time
substitution of sorts, estimating what would occur in a piedmont stream as nutrient concentrations
increase.

These factors would recommend a not-to-
exceed criterion. However, water velocity
affects nutrient delivery in streams and elevated
nutrients associated with high flows may not be as accessible to benthic algae. We also recognize that
there is resistance to not-to-exceed standards and concern about the risk of capturing false positives, even
though the risk of false negatives is similarly great. These concerns would recommend averaging
multiple samples over some time period. Algal and microbial responses to nutrients can occur rapidly, but
these can be offset by floods that scour the bottom and remove algae. At this time, there is limited
information and we have had insufficient time to investigate appropriate averaging periods, especially
those that result in conditions detrimental to uses.

As a result, for the purposes of these TMDLs, we recommend that the TP endpoint be applied as an
average of water samples taken over the growing season. Realize, again, that there is less information to
guide this recommendation, which is based principally on our professional judgment and in an attempt to
be consistent with other typical duration procedures. A more conservative alternative would be to use the
recommended endpoint as a not-to-exceed value, but again, we have had insufficient time to evaluate this.

We feel that this approach will be protective, but we strongly encourage the state and EPA to
investigate this issue more fully for the purposes of regional criteria development. For the TMDLs, this
approach is sufficient, but it deserves more attention and resources before being applied to regional
criteria.

Total Nitrogen (TN)

Endpoint

• Endpoint is assessed as the average TP
concentration during the growing period
over one year.

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The focus of our work was the development of total phosphorus endpoints. This was principally due
to the fact that TP was assessed as the cause of impairment. Our analyses support the conclusion that
these streams are P limited, based on instream N:P molar ratios evaluated against Redfield. The
distributional statistics of N:P ratios taken

from more than 552 stream sites across the northern piedmont region in Pennsylvania and Maryland are
shown in Table 2.

The traditional, critical N:P Redfield molar ratio is 16:1, values below indicating N limitation and
those above, P limitation. Ratios have to be considered in relation to supply and become less meaningful
as nutrient supplies exceed uptake capacity of streams. Even so, clearly more than 95 percent of the
streams sampled in the northern piedmont region were P limited, relative to Redfield.

Because these systems are not N limited, relationships between TN and response measures are
questionable at best. The fact that N is not limiting also means that TN likely contributes less to use
impairment from eutrophication in this region. Endpoints are best derived when clear connections to use
impairment can be made. It is most likely that N contributes to use issues in the tidal and estuarine
waterbodies downstream of rivers and streams in this region (e.g., Delaware Bay). Those systems are
where data and analyses will be able to suggest an appropriate N target for upstream systems. That being
the case, there is some risk in setting stream TN endpoints in this region that may ultimately be
inconsistent with those needed to protect uses from TN enrichment in the Bay and we are concerned
about the lack of defensibility for such endpoints based on the data we have on hand now. While we
cannot recommend an N target, we can recommend a few TN endpoints using different approaches:

Ratio-based

This approach assumes it is protective to reduce N in proportion to P based on ambient molar
nutrient ratios. This, again, may not sufficiently reduce N to protect downstream uses, but it would keep
the ratios consistent.

Based on the distributional statistics on stream molar N:P ratios (Table 2), one could decide that
keeping the ratio consistent with average Piedmont streams would be appropriate. The average piedmont

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TN:TP molar ratio for reference streams (minimal human disturbance using 70% forest cover and 5%
urban cover) was 208:1. Based on a 40 ug/L TP target, that would recommend a TN value of 3.8 mg/L
TN. Note that this value would be consistent with other Piedmont streams, but it seems very high for TN,
especially for export to an estuary. One could also use the ratio based on EPA recommended criteria
(43:1). Based on that ratio, the TN concentration would be 780 |ag/L.

Modeled Reference Expectation

We ran an analysis of human disturbed land cover against TN and found a significant linear
regression model (see above), where TN increased with non-forested land cover. The equation was:

Log10(TN+1) = 0.1 + 0.49(asin ^/o/o Agriculture) + 0.\4(asin-J% Urban)

Solving for the y-intercept (all forested land) leads to a value of LogTN = 0.1 or 260 |ag/L. This
would be the expected average TN concentration without human disturbance in the watershed, based on
this modeling approach. Note that this value is much less than the ratio-based number, but is likely more
along the lines of what migth have existed in the absence of land-cover disturbance.

EPA Regional Recommendation

The EPA recommended criteria based on their reference population derived approach was 690
|a,g/L. That is another value that could be used,

Distribution Based

This approach looked at the distribution of TN values in reference sites and across all sites we
gathered for this analysis, comparable to those used for the TP endpoint. The 75 Th percentile of the
reference population values ranged from 1.3 to 1.5 mg/L TN based on what land cover criteria were used
(Table 1). The value based on the 25th percentile of all sites would be 1.5 mg/L.

Overall

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The endpoints ranged from 260 |a,g/L to 3.7 mg/L. Again, the lack of a clear linkage to use protection
as seen for the TP endpoint stressor-response analysis, makes the selection difficult. A value approximate
to 1.5 mg/L would seem to be sensibly consistent with reference conditions (perhaps the strongest
analysis in this context). This would be applied over the same time period and sample duration as TP.

Again, we cannot be as definitive as we were with TP, because there appears to be little reason to
think that TN is limiting uses in these northern piedmont freshwater stream systems - but rather the
effects of N are likely manifested downstream. It is those systems that should be driving the choice of
protective TN targets upstream. Given that, the strategy would be to err on the low side, and this would
argue for something more along the 1-1.5 mg/L range.

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Cleveland, W. S. 1979. Robust locally weighted regression and smoothing scatterplots. Journal of
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Dodds, W.K. 2002. Freshwater Ecology: Concepts and Environmental Applications. Academic Press, San
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Ponader, K., C. Flinders, and D. Charles. 2005. The Development of Algae-based Water Quality
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Rohm, C.M., J.M. Omernik, A.J. Woods, and J.L. Stoddard. 2002. Regional characteristics of nutrient
concentrations in streams and their application to nutrient criteria development. Journal of the
American Water Resources Association 38: 213-239.

Stoddard, J.L., D.P. Larsen, C.P. Hawkins, R.K. Johnson and R.H. Norris. 2006. Setting expectations for
the ecological condition of streams: the concept of reference condition. Ecological Applications
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Manual. Rivers and Streams. United States Environmental Protection Agency, Office of Water,
Washington, DC. EPA-822-B-00-002

United States Environmental Protection Agency (USEPA). 2000b. Nutrient Criteria Technical Guidance
Manual. Lakes and Reservoirs. United States Environmental Protection Agency, Office of Water,
Washington, DC. EPA-822-B-00-001

United States Environmental Protection Agency (USEPA). 2001. Nutrient Criteria Technical Guidance
Manual. Estuarine and Coastal Marine Waters. United States Environmental Protection Agency,
Office of Water, Washington, DC. EPA-822-B-01-003

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Nutrient Endpoints for Southeastern Pennsylvania

United States Environmental Protection Agency (USEPA). 2007. Nutrient Criteria Technical Guidance
Manual. Estuarine and Coastal Marine Waters. United States Environmental Protection Agency,
Office of Water, Washington, DC. EPA-822-R-07-004

Van Dam, H., Mertens, A. & Sinkeldam, J. 1994. A coded checklist and ecological indicator values of
freshwater diatoms from the Netherlands. Netherlands Journal of Aquatic Ecology, 28 (1): 117-133.

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Nutrient Endpoints for Southeastern Pennsylvania

Appendix A. Spearman Correlation matrices among enrichment related environmental
variables and a few macroinvertebrate metrics in Northern Piedmont Ecoregion in EMAP
database. Significant correlations are highlighted.



Conductivity

DOC

NH4

TN

TP

Total Richness





-0.486





Chironomid richness



-0.411







Ephemeroptera richness





-0.43 1





EPT richness





-0.438





Non-insect richness

Megaloptera richness

Oligochaete/leech richness

-0.417









Plecoptera richness

-0.405

-0.616







Trichoptera richness

Collector-filterer richness

Collector-gatherer richness



-0.43

-0.478





Mixed functional richness



-0.537

-0.499





Omnivore richness

Predator richness

Scavenger richness

Shredder richness





-0.489





Scraper richness

Intolerant taxa richness



-0.508

-0.543





Facilitator richness





-0.429





Tolerant richness

Tolerant %



0.449







Dominant Taxon %

Shannon's diversity

Simpson's diversity

Dominant 3 Taxa %

Hilsenhoff BI

Sample Size

47

45

45

47

47

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Appendix B. Spearman Correlation coefficients among enrichment related environmental
variables and a sub-sample of macroinvertebrate metrics from Northern Piedmont Ecoregion
stream samples in the USGS NAWQA database. Significant correlations are highlighted.

Beck's BI

Conductivity
-0.586

NH4

TKN

NOX

TN

DP

TP

Bivalves %





0.668





0.518



Chironomid %

Chironomid richness

Collector %

Collector richness

Clinger richness

-0.551













Coleoptera %











0.415

0.511

Coleoptera richness

-0.417













Percent Corbicula

0.471

0.434

0.401









Crustacea+Mollusca %



0.409

0.459

-0.46

-0.429

0.424



Margalef Diversity

-0.467













Diptera richness

Dominant Taxon %

Ephemeroptera richness

-0.424













EPT richness

-0.47













Evenness

Filterer %



0.434











Filterer richness

Hilsenhoff BI

Intolerant richness

-0.577













Noninsect %

Odonate %

Oligochaete %

Oligochaete richness

Plecoptera %

-0.525









-0.417



Plecoptera richness

-0.533













Predator %





-0.423





-0.493



Predator richness

-0.424













Scraper Richness







-0.417

-0.444





Shannon diversity





-0.423





-0.421



Swimmer %

-0.578



-0.508









Swimmer richness

-0.564



-0.477









Tolerant %

Tolerant richness

Total richness

-0.441













Trichoptera richness

Sample size

77

52

44

52

44

44

38

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