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Neuse Estuary Eutrophication Model: Predictions of Water Quality Improvement

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UNC Charlotte. Calibration Summary ... Objective: put 'error bars' on model predictions ... of values exceeding water quality standard (40 ug/l) 'error bars' ... – PowerPoint PPT presentation

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Title: Neuse Estuary Eutrophication Model: Predictions of Water Quality Improvement


1
Neuse Estuary Eutrophication Model Predictions
of Water Quality Improvement
  • By
  • James D. Bowen
  • UNC Charlotte

2
Calibration Summary
  • Both transport and water quality model are able
    to simulate observed system dynamics
  • nutrients generally decreasing downstream
  • high nutrients may not immediately produce high
    chl-a

3
Predictions of Water Quality Improvement
  • Compared Four Cases
  • 1. Base Case
  • 2. 70 N concentration
  • 3. 70 P concentration
  • 4. 70 N P concentration
  • Water quality parameters examined
  • surface water chl-a
  • bottom water DO

4
Surf. Chl-a Cum. Freq. Distns
5
Chl-a _at_ Cherry Point - Cum. Freq.
6
Chl-a _at_ New Bern - Cum. Freq.
7
Bottom DO ConcsAll Segments
8
Cherry Pt. Bot. DOs Cum. Freq.
9
Bottom DO Concs Lower Sed. Conc.
10
Another Special Feature of this Model Application
  • Emphasis on quantifying modeling uncertainties

11
Uncertainty Analysis
  • Objective put error bars on model predictions
  • Error sources model error, boundary initial
    conditions, parameter error
  • calibration performance gives estimate of model,
    boundary, and inital condition error
  • parameter error usually estimated with
    sensitivity analysis

12
Uncertainty Analysis
  • Standard sensitivity analysis
  • vary model parameters one-by-one and measure
    variability in model predictions
  • Standard sensitivity analysis may under or over
    predict uncertainty
  • Basic problem calibration and sensitivity
    analysis done as separate, independent procedures

13
Uncertainty Analysis Method
  • Couple uncertainty analysis w/ calibration
  • Determine not one but many feasible parameter
    vectors
  • Each feasible vector produces desired system
    behavior
  • 31 of 729 were feasible
  • Run model w/ each feasible vector to determine
    specification uncertainty

14
Uncertainty Analysis
  • Prediction uncertainty specification
    uncertainty residual error
  • method similar to the Regional Sensitivity
    Analysis (Adams 1998) method used for Lake
    Okeechobee

15
Establishing System Behavior
  • Seasonal/Spatial Trends
  • based upon 1991 monitoring data
  • nutrients decreasing downstream
  • early mid-estuary phytoplankton bloom
  • later upper-estuary bloom
  • several pulses of high NOx conc. _at_ New Bern
  • DO decreases through season

16
System Behavior, contd
  • Expectations of model performance
  • based upon Chesapeake Bay, Massachusetts Bay,
    Tar-Pam studies
  • nutrients w/in 50
  • DO w/in 20 (.5 - 1 mg/l)
  • Chl-a w/in 50

17
System Behavior Definition
  • Compared mid-depth spatial average concentrations
    to behavior max min values
  • New Bern and Cherry Pt. areas
  • Chl, DO, and NOx conc.s
  • Feasibility statistic
  • of predictions within each behavior window

18
Chl Conc Prediction Behavior
80
60
New Bern Area
40
Conc. (ug/l)
Cherry Pt. Area
20
19
NOx Conc Prediction Behavior
New Bern Area
0.6
0.4
Conc. (mg/l)
0.2
Cherry Pt. Area
0.0
20
DO Conc Prediction Behavior
10
New Bern Area
8
Cherry Pt. Area
Conc. (mg/l)
6
4
21
Determining behavior score and feasibility
  • Behavior Score avg( within window)
  • also require minimum within window for each
    behavior

22
Specification of Variable Parameters
  • Key parameters and ranges taken from Adams (1998)
  • Focus on parameters affecting chl-a

23
Search for Feasible Parameter Vectors
Preliminary Run (25 days)
Accept
Final Run (120 days)
Accept 1
Accept 2
31 Vectors
24
Chl-a Predictions - 31 Behavior Producing
Parameter Vectors - All Segs
25
Chl-a Predictions - Cherry Point Segments
26
WQ Improvement Chl Conc. Exceedence Frequency
Reductions
Percentage Reduction
27
Summary
  • WQ improvement predicted for 91 conditions
  • Predicted WQ improvement
  • chl none _at_ New Bern, modest _at_ Cherry Pt.
    (approx. 20)
  • DO short-term improvement minor (long-term
    greater)

28
Summary, Contd
  • Uncertainty Analysis
  • focused on effects of parameter uncertainty
  • small percentage (4) of cases exhibit desired
    system behavior
  • Chl concentration reduction error bars
  • estuary median value 10 - 16
  • Cherry Pt. median 16 - 22

29
Summary, Contd
  • Uncertainty Analysis
  • Chl concentration reduction error bars
  • estuary max. chl-a value -1 - 3
  • CP max. chl-a value 0 - 18
  • Reduction in of values exceeding water quality
    standard (40 ug/l) error bars
  • estuary value 0 - 23

30
Whats left to do?
  • Repeat analysis for other years
  • 1997 simulations completed next month
  • 1998 simulations pending additional funding
  • Consider longer-term sediment clean-up
  • requires full calendar of monitoring data (e.g.
    1998 data)

31
Looking Forward Using MODMON monitoring for
modeling
  • simulating different years helps to quantify
    uncertainty due to hydrologic variability
  • MODMON monitoring far superior to 1991 data set
  • much more frequent, many more stations, includes
    vertical profiles, includes more parameters,
    includes seds

32
MODMON monitoring data 1997 vs. 1998
  • 1997 features
  • similar hydrologically to 1991
  • no downstream boundary conditions before June
  • dedicated downstream elevation monitor not
    installed
  • abundance of high-quality data available to aid
    calibration/ verification

33
Neuse Estuary Inflows
34
MODMON monitoring data 1997 vs. 1998
  • 1998 features
  • unusal year hydrologically with a significant
    fish kill
  • dedicated downstream elevation monitor installed
  • abundance of high-quality data available to aid
    calibration/ verification
  • full year of monitoring data will soon be
    available

35
More Things to Do
  • Investigate other reduction scenarios
  • reduction larger in Spring, Summer
  • different reductions (40, 50)
  • Conduct comprehensive error analysis
  • intelligent searches of parameter space
  • quantitative parameter filtering analysis to
    select variable parameters
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