| Literature DB >> 31834828 |
Jacob Kvasnicka1, Katerina S Stylianou1, Vy K Nguyen1,2, Lei Huang1, Weihsueh A Chiu3, G Allen Burton4, Jeremy Semrau5, Olivier Jolliet1,2.
Abstract
BACKGROUND: Billions of dollars are spent on environmental dredging (ED) to remediate contaminated sediments, with one goal being reduced human health risks. However, ED may increase health risks in unanticipated ways, thus potentially reducing net benefits.Entities:
Mesh:
Substances:
Year: 2019 PMID: 31834828 PMCID: PMC6957280 DOI: 10.1289/EHP5034
Source DB: PubMed Journal: Environ Health Perspect ISSN: 0091-6765 Impact factor: 9.031
Remediation scenarios for the Hudson River PCBs Superfund Site (U.S. EPA 2002a).
| Scenario (Abbreviation) | Notes |
|---|---|
| No Action (NA) | • No active remediation or source control. |
| • Incorporates existing institutional controls, notably fish consumption advisories for the Lower Hudson administered by the New York State Department of Health, and a fish consumption ban for the Upper Hudson administered by the New York State Department of Environmental Conservation. | |
| • The U.S. EPA’s baseline exposure assumptions did not include institutional controls for this scenario. ( | |
| Source Control (SC) | • Incorporates existing institutional controls as under NA. |
| • Assumes a separate source control action near the General Electric Hudson Falls plant, reducing the upstream contribution from an average of | |
| • Relies on naturally occurring attenuation processes (e.g., biodegradation, biotransformation, bioturbation, diffusion, dilution, adsorption, volatilization, chemical reaction or destruction, resuspension, downstream transport, and burial by cleaner materials) to reduce concentrations of PCBs in Hudson River sediments. | |
| Selected remedy of Source Control with Environmental Dredging (SC&ED) | • Incorporates existing institutional controls as under NA. |
| • Assumes the same upstream source control action as SC. | |
| • Includes targeted environmental dredging in the Upper Hudson under a 6-y implementation timeframe. | |
| • Assumes a 0.13% release rate (resuspension) of |
Summary of primary model parameters for all considered health impact pathways.
| Parameter | Unit | Value |
|---|---|---|
| Fish tissue PCB concentration [ | ||
| NA scenario | 0.825; 0.355 | |
| SC scenario | 0.424; 0.218 | |
| SC&ED scenario | 0.273; 0.184 | |
| Individual fish ingestion rate ( | ||
| Twice per year | 0.5 | |
| Twice per month | 4 | |
| Twice per week | 17 | |
| Fish PCB cancer dose–response ( | 0.6 | |
| Fish PCB noncancer dose–response ( | See Figure S2 | |
| PCB cancer severity factor ( | DALY/case | 4.3 |
| PCB noncancer severity factor ( | DALY/case | 2.7 |
| Number of fish consumers ( | ||
| Twice per year | persons/y | 300; 6,200 |
| Twice per month | persons/y | 90; 1,500 |
| Twice per week | persons/y | 70; 500 |
| Ambient air total PCB concentration ( | ||
| Dredging corridor | 23 | |
| Processing facility | 27 | |
| Individual breathing rate ( | ||
| Surrounding communities | 16 | |
| Project workers | 1.6 | |
| Cumulative exposure duration ( | ||
| Surrounding communities | person-d | 1,347,000 |
| Project workers | person-h | 334,000 |
| Air PCB cancer dose–response ( | 0.2 | |
| Air PCB noncancer dose–response ( | See Figure S2 | |
| Total emitted mass of primary | ||
| Heavy equipment | 100; 3,300 | |
| Barge traffic | 100; 400 | |
| Rail transport | 73,000 | |
| Total emitted mass of | ||
| Heavy equipment | 30,000; 71,000 | |
| Barge traffic | 21,000; 30,000 | |
| Rail transport | 2,586,000 | |
| Primary | ||
| Primary | ||
| | ||
| | ||
| 78 | ||
| Above-background worker | 1; 18 | |
| Probability of fatal incident ( | unitless | |
| Number of full-time equivalent workers ( | persons | 325 |
| Worker life expectancy ( | year | 43 |
Note: For concision, values are averaged over the considered timeframes and subpopulations of this study with exceptions below. Parameters that pertain to worker impacts are part of a separate sensitivity analysis. More detailed summaries of model parameterization are presented in the Supplemental Material.
Estimates are presented for both low and high emission scenarios separated by semicolons. For heavy equipment (with and without workers), these estimates correspond with the Tier 4 and Tier 3 emission control standards, respectively (U.S. EPA 2004b; U.S. EPA 1998). For barge traffic, these estimates represent the range of reported emission factors between barge companies from the U.S. EPA SmartWay Carrier Performance database (U.S. EPA 2016).
Summed across all general labor categories (c).
Uncertainty analysis input data for estimating the health burden induced by increased air emissions of PCBs, and primary and secondary .
| Input parameter | GSD2 | Sensitivity | % contribution |
|---|---|---|---|
| Inhalation of PCBs | |||
| Annual average air PCB concentrations ( | 1.1 | ||
| Interspecies conversion factor | 19 | ||
| Cancer dose–response factor ( | 1.3 | ||
| Cancer severity factor ( | 1.01 | ||
| Noncancer dose–response factor ( | See Figure S2 | ||
| Noncancer severity factor ( | 13.0 | ||
| Inhalation of | |||
| Heavy equipment primary | 1.3 | ||
| Heavy equipment | 1.3 | ||
| Barge traffic primary | 1.7 | ||
| Barge traffic | 1.4 | ||
| Rail transport primary | 1.7 | 0.12 | 0.13 |
| Rail transport | 1.7 | 0.87 | 6.70 |
| Site-specific | 4.6 | 0.05 | 0.21 |
| Railroad | 4.6 | 0.92 | 67.91 |
| Dose–response factor ( | 2.2 | 1.00 | 21.20 |
| Severity factor ( | 1.4 | 1.00 | 3.86 |
| Inhalation of | |||
| Personal exposure concentration ( | 3.2 | 0.01 | |
Note: Presented values include geometric standard deviations (GSDs), sensitivity coefficients, and percent contributions to total output uncertainty. For these input parameters, we adapted an approach from MacLeod et al. (2002), assuming independent lognormal probability distributions (e.g., see Slob 1994). Following their approach, variance in each model output (cumulative health burden, DALYs) was calculated as a weighted sum of variances contributed by each input parameter with sensitivities as weights. Sensitivities were based on a 10% change in each input parameter relative to the total induced health burden in DALYs.
Based on the average variability within dredging seasons in the site-specific ambient air PCB monitoring results used for this study (Anchor QEA and Environmental Standards, Inc. 2009; Ecology and Environment 2004, 2017).
Accounts for uncertainty in the extrapolation of rodent data to humans as calculated by Huijbregts et al. (2005).
Accounts for experimental uncertainty (sample size), based on the ratio of upper bound and central estimate cancer slope factors (U.S. EPA 1996).
Based on the greatest 95th uncertainty interval for the corresponding DALY and incidence data as calculated by the Institute for Health Metrics and Evaluation (IHME 2017a). This assumes that the relative fractions of incidence for the three cancer types in these exposed populations are similar to those for the greater U.S. population (age- and sex-adjusted). Assuming these fractions are unknown would result in a maximum of 1.3 for this parameter. This would have a negligible (1%) effect on the total uncertainty in cancer health risk, since this uncertainty is driven by uncertainty in the interspecies conversion factor.
Total uncertainty is displayed on Figure S2. Separate uncertainty distribution was applied in allometric scaling by body weight, accounting for chemical-specific interspecies differences. Interindividual variability was addressed by assuming a lognormal distribution for human variation, with an additional uncertainty distribution for the GSD of human variation. No subchronic uncertainty factor was applied, because the duration of the study by Tryphonas et al. (1991) was 55 months.
Based on Huijbregts et al. (2005) with considerably greater uncertainty than for cancer arising from use of an average severity factor, in DALY per case, across 49 diverse, noncommunicable diseases.
Accounts for uncertainty in the use of emission factors from Cao et al. (2016), based on variability across equipment types deemed to be most representative for this study. Furthermore, a separate uncertainty distribution was programmed in the Monte Carlo simulation to assign equal likelihood of Tiers 3 and 4 equipment.
Reflects variability across dredging seasons based on the range of reported emission factors between 2013–2014 from the U.S. EPA SmartWay Carrier Performance database (U.S. EPA 2016). Furthermore, a separate uncertainty distribution was programmed in the Monte Carlo simulation to assign equal likelihood of each barge company in the database.
Uncertainty distribution calculated from ranges of g per ton-mile emission factors summarized in a publication by the American Association of Railroads as provided by C. Crimmel (personal communication). Data were digitized using Plot Digitizer (version 2.6.8, Joe’s Java Programs).
Uncertainty distribution based on the variability of intake fractions among models as calculated by Humbert et al. (2011).
Uncertainty distribution as calculated by Gronlund et al. (2015).
Based on the variability of exposure levels reported by Lewné et al. (2007) for “construction machine operators” and “other outdoor workers exposed to diesel exhaust.” Worker impacts were considered as part of a separate sensitivity analysis.
Figure 1.Noncancer PCB dose–response relationship corresponding to a 50% decrease in immunoglobulin M. Curved (black) . Curved (black) . Surrounding (dark gray) confidence interval. Vertical (colored) dashed confidence intervals of average daily doses (mg/kg-d) for three subpopulations: Upper Hudson anglers and their family members consuming fish at frequencies of a) twice per year, b) twice per month, and c) twice per week during the 2004–2009 timeframe.
Figure 2.Comparison of median cumulative induced health burden (DALYs) associated with bioaccumulation of PCBs in Hudson River fish and exposure through fish consumption. Estimates of induced health burden are presented for the three scenarios: a) No Action (), b) Source Control (), and c) the selected remedy combining SC and ED (). Results are stratified by health outcome (cancer vs. noncancer) and river section (Upper Hudson vs. Lower Hudson).
Figure 3.Comparison of avoided and induced health burdens of environmental dredging (ED) for the Hudson River PCBs Superfund Site. The thinner (red) bars reflect the fifth and 95th percentiles of each Monte Carlo realization. All central estimates are medians, except for fatal occupational incidents, which is based on the arithmetic mean. Worker impacts are included as a separate sensitivity analysis, in case they can be attributed to ED.
Figure 4.Stochastic health benefit–risk comparison for the Hudson River PCBs Superfund Site environmental dredging (ED) remediation. Results were generated via Monte Carlo simulations accounting for parameter variability and uncertainty. A) on surrounding communities under Source Control (SC) − induced health burden of fish consumption on surrounding communities under SC&ED; B) on the regional and U.S. populations (including surrounding communities) from increased air emissions of PCBs, and primary and secondary ; C) . Dotted or dashed vertical lines correspond to the fifth, 10th, 25th, 50th, 75th, and 90th percentiles when read from left to right. The solid (red) vertical line through zero denotes a net of 0 avoided DALYs (i.e., ). Values to the left of this line represent net risks while values to the right of this line represent net benefits.