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Journal of Environmental Quality 30:553-560 (2001)
© 2001 American Society of Agronomy, Crop Science Society of America, and Soil Science Society of America

TECHNICAL REPORT
SURFACE WATER QUALITY

Measurement and Modeling of Diclosulam Runoff under the Influence of Simulated Severe Rainfall

I.J. van Wesenbeeck, A.L. Peacock and P.L. Havens

Dow AgroSciences, Bldg. 306/A2, 9330 Zionsville Road, Indianapolis, IN 46268

Corresponding author (iwesenbeeck{at}dowagro.com)

Received for publication March 13, 2000.

    ABSTRACT
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
A runoff study was conducted near Tifton, GA to measure the losses of water, sediment, and diclosulam (N-(2,6-dichlorophenyl)-5-ethoxy-7-fluoro-[1,2,4]triazolo-[1,5c]-pyrimidine-2-sulfonamide), a new broadleaf herbicide, under a 50-mm-in-3-h simulated rainfall event on three separate 0.05-ha plots. Results of a runoff study were used to validate the Pesticide Root Zone Model (PRZM, v. 3.12) using field-measured soil, chemical, and weather inputs. The model-predicted edge-of-field diclosulam loading was within 1% of the average observed diclosulam runoff from the field study; however, partitioning between phases was not as well predicted. The model was subsequently used with worst-case agricultural practice inputs and a 41-yr weather record from Dublin, GA to simulate edge-of-field runoff losses for the two most prevalent soils (Tifton and Bibb) in the southeastern U.S. peanut (Arachis hypogaea L.) market for 328 simulation years, and showed that the 90th percentile runoff amounts, expressed as percent of applied diclosulam, were 1.8, 0.6, and 5.2% for the runoff study plots and Tifton and Bibb soils, respectively. The runoff study and modeling indicated that more than 97% of the total diclosulam runoff was transported off the field by water, with <3% associated with the sediment. Diclosulam losses due to runoff can be further reduced by lower application rates, tillage and crop residue management practices that reduce edge-of-field runoff, and conservation practices such as vegetated filter strips.

Abbreviations: CN, runoff curve number • DEPI, depth of incorporation • K, soil erodibility parameter • P, cropping practice factor • PRZM, Pesticide Root Zone Model • SCS, Soil Conservation Service • SPE, solid-phase extraction • USLELS, slope factor


    INTRODUCTION
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
CONCERN over runoff of surface-applied pesticides has resulted in significant research into the area of runoff and modeling at the microplot (Baker and LaFlen, 1979; Gaynor and van Wesenbeeck, 1995), mesoplot (Gaynor et al., 1992; Tan et al., 1993) and field scale (Rhode et al., 1980; Cryer et al., 2001). A comprehensive review of studies assessing the off-site movement of pesticides in water is given by Wauchope et al. (1995). They define two categories of runoff studies, those that rely on natural rainfall and those that rely on simulated rainfall. Simulated rainfall studies are typically conducted at the microplot scale (1–10 m2) or the mesoplot scale (<0.1 ha), while natural rainfall studies are conducted at any scale up to the watershed scale (several hectares to many square kilometers). The results of edge-of-field runoff studies can be used to calibrate or validate models, which can then be used to predict the effect of different weather, soil, or management practices on soil, water, and chemical runoff. Models used for prediction of water, sediment, and chemical runoff at the field scale in agricultural systems range from very simple models with minimal data requirements, such as the USDA Soil Conservation Service (SCS) screening procedure (Goss, 1992) or the Stream Transport and Agricultural Run-off of Pesticides for Exposure Assessment Methodology (STREAM) nomographs (Donigian et al., 1986), to more parameterintensive models such as PRZM (Carsel et al., 1985), GLEAMS (Leonard et al., 1987), or RZWQM (DeCoursey et al., 1992). The degree of validation for these models varies, and comparison with well-designed field studies remains a significant research need. Although single-field, meso-, or microplot studies can provide valuable information on the off-site movement of an applied pesticide via water and sediment transport, computer modeling is still required to extend field observations for the purpose of risk assessment (Wauchope et al., 1995), or to extrapolate observed results from one crop–soil–climate scenario to another. Models can also be used to address issues of parameter uncertainty and variability (Cryer et al., 1998; Fontaine et al., 1992). For the purposes of this study, PRZM was chosen because it has been widely used and successfully compared with field data for numerous crops as described by Cohen et al. (1995) and is the USEPA model of choice for pesticide transport. The objectives of this study were to: (i) quantify the edge-of-field runoff losses of diclosulam in sediment and water under worst-case (1-in-5-yr storm) runoff conditions, (ii) validate the USEPA PRZM model using the field data, and (iii) extrapolate runoff potential to other vulnerable soils of the southeastern USA.

Quantifying the runoff potential of diclosulam is important primarily to assess potential effects on sensitive nontarget terrestrial plants through irrigation with surface water. Diclosulam poses no mammalian or avian risks at typical expected environment concentrations.


    MATERIALS AND METHODS
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Properties and Environmental Fate of Diclosulam
Diclosulam is an herbicide effective in the control of broadleaf weeds in peanut and soybean [Glycine max (L.) Merr.] due to its ability to inhibit the enzyme acetolactate synthase (ALS) (J. Jachetta, personal communication, 1992). Application techniques for this compound include either preplant incorporation (PPI) or preemergence (PRE) at an expected use rate of 35 g ha-1 on soybean and 20 g ha-1 on peanut. Physical and environmental properties for diclosulam are given in Table 1.


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Table 1. Physical and environmental properties of diclosulam

 
Diclosulam degradation in most aquatic environments, by either hydrolysis or photolysis, is expected to proceed slowly (Yoder et al., 2000). The degradation of diclosulam in soil, however, is expected to be much more rapid, resulting in bound soil residues and CO2 evolution. Laboratory studies have predicted that diclosulam could be mobile in soil; however, the terrestrial dissipation of diclosulam at four field sites in the USA indicated limited mobility below 15 cm and no mobility below 30 cm (Zabik et al., 2001). In those studies, the parent material degraded rapidly with initial rate first-order degradation half-lives ranging from 12 to 16 d for the first 45 d of the study. Longer-term degradation was best described by a biphasic curve, as the degradation slowed after the first 45 d of the study. The only diclosulam degradate reaching a concentration equivalent to or greater than 10% of the applied diclosulam in the soil dissipation studies was ASTP (5-ethoxy-7-fluoro[1,2,4]triazolo[1,5-c]pyrimidine-2-sulfonamide), which reached as much as 39% of the applied amount.

Runoff Study
The runoff study was conducted on a Tifton loamy sand (fine-loamy, kaolinitic, thermic Plinthic Kandiudult) in Thomas County, GA (approx. 31.5°N, 83.5°W) according to the soil survey map. Actual characterization of the soil showed that the soil consisted of sandy loam from 0 to 15 cm and sandy clay in the deeper soil layers. The soil pH ranged from 4.7 to 6.2 over the soil profile. Soil organic matter ranged from 1.15% in the 0- to 15-cm layer to 0.16% in deeper layers. The simulated rainfall was applied to three approximately 15- x 45-m plots 1 d after the target broadcast application of 48 g ha-1 (combined maximum pre- + post-application rate) of diclosulam. The plots were oriented such that the long dimension was approximately parallel to the 3.5 to 4% slope of the field. Each plot was divided into three equal sections, which were further subdivided into 18 equal grids for the purposes of sampling. Water used to supply the rainfall simulator was obtained from a 1.3-ha pond approximately 45 m downslope from the test plots. The pond was protected by a grass buffer that extended approximately 15 m upslope, and by a diversion ditch downslope from the treated plots that directed runoff water around the irrigation pond.

Plot Preparation
Plots were constructed by excavating a 15-m-long, 1.2-m-wide, and 0.6-m-deep runoff collection area at the downslope end of each plot, and approximately perpendicular to the natural slope of the field. A retaining wall consisting of wooden boards, sealed to the soil using a 0.6-m concrete strip, was built along the upslope edge of the excavated area so that the upper edge of the wall was even with the original soil surface. A galvanized metal gutter was attached to the retaining wall on a 1.5% slope to transport the runoff to the inlet of a large, 60° V-trapezoidal flume fitted with a stilling well and sampling pan used for flow measurement and sampling. After sampling, runoff entered a pit from where it was pumped into the diversion ditch below the plot. Following application of the test material, each plot was hydrologically isolated from the larger field using a grading blade to create soil berms around the top and sides of each plot. The site was left fallow in early 1997 in preparation for the study. Since rainfall was to be simulated 1 d after application of diclosulam to the soil, the seedbed was prepared by discing to a depth of approximately 15 cm along the contour of the field, as well as additional cultivation to remove remaining weeds.

Rainfall Simulator
The rainfall simulator used in this study was developed by PTRL West (Louisville, KY) (Coody et al., 1990) to simulate the drop size distribution and intensity of natural rainfall. The simulator consisted of two laterals equipped with valves and pressure gauges to regulate water input. Water was distributed through pressure regulators (100 kPa output) that were equipped with Nelson Model S-30 irrigation heads and U4 spinner plates (Nelson Irrigation Corp., Walla Walla, WA). The irrigation heads were fitted with Nelson #40 brass nozzles and mounted on PVC risers at a height of approximately 3 m above the soil surface. The irrigation heads were uniformly spaced at 4.5-m intervals along the lateral. The laterals were placed along the edge of the test plot (12.6 m apart). Water for the rainfall simulation was drawn from the irrigation pond via a 7.6-cm-diam. PVC pipe and a 5-cm-diam. flexible hose. The simulator operating pressure was maintained at 150 to 170 kPa using two centrifugal pumps operating in tandem. Rainfall application uniformity was checked using four randomly placed cups in each of the three test plots.

Test Substance Application
Diclosulam was applied to the test plot as a broadcast spray at a target application rate of 48 g a.i. ha-1 in 165 L of spray mix per hectare. The material was applied using a tractor-mounted sprayer in two successive sprays to the plot, each applying one-half of the test material, to improve uniformity. The runoff collection areas, including gutters, concrete, flumes, and sampling electronics were covered with plastic sheeting before each application to minimize contamination. The actual amount of test material applied to the plots was measured using three randomly placed 15-cm-diam. filter pads and three pans (27 x 17.5 cm) filled with soil in each of the three test plots. The filter pads and soil pans were collected immediately after the application and transferred to plastic-coated jars and metal cans, respectively.

Weather Station
A weather station was installed at the site to measure rainfall, air temperature, soil temperature at 2.5 and 10 cm, relative humidity, solar radiation, and wind speed and direction. Rainfall was measured at 5-min intervals.

Runoff Monitoring
Runoff was measured using both time-paced and flow-proportional samples collected at the downslope edge of each test plot. Flow through the flume was continuously measured using a pressure transducer flow meter installed in the stilling well. Runoff flow rate was calculated by converting the water level in the stilling well using a factory equation stored in the flow meter. Water level measurements were stored in the flow meter's internal memory and downloaded to a laptop computer after each runoff event. Flow-proportional samples were taken using an ISCO (Lincoln, NE) 3700 pump sampler from a sampling pan mounted to the exit of the flume. A 1-L sampling was triggered by the flow meter after each 198 L of water passed through the flume. The sample was delivered directly to a stainless steel 200-L drum.

Time-proportional samples were taken from the same sampling pan using a second ISCO 3700 pump sampler. Aliquots were collected at 2-min intervals and delivered into glass jars located in the base of each sampler. Five consecutive aliquots were collected in a single sampling jar to represent 10 min of runoff.

Soil Sample Collection
Duplicate soil cores (0–35 cm) were collected from each of the three sampling sections within each plot just prior to the runoff event for water content analysis. Soil samples were also collected from three randomly selected locations within each of the three subplots to determine the levels of diclosulam at four times during the study: pre-application, post-application, pre-runoff, and post-runoff. Prior to the rainfall event, a single soil core was taken from each of the subplots to determine the diclosulam profile with depth. After the application of diclosulam but prior to the rainfall event, a single core (0–30 cm) was removed from each of the three subplots within each plot. After the simulated rainfall event, two 0- to 90-cm cores were collected from each of the three subplots within each plot. The cores were frozen and shipped to Dow Agro-Sciences where they were cut into 15-cm increments. Soil water content was also determined for these samples.

All soil and water samples, except for soil characterization cores, were placed into a field freezer or refrigerated storage at the site immediately after collection. Samples were transferred from the field freezer or refrigerator to the appropriate field laboratory cooling chamber and then shipped to Dow Agro-Sciences for analysis. All samples were analyzed within approximately 3 mo of sampling.

Analytical Methods
Soil and sediment samples were analyzed for residues of diclosulam as described by Batzer et al. (1997). Residues of diclosulam were extracted from soil or sediment using acidified acetone. An aqueous magnesium acetate solution was added to the extract to precipitate extracted soil matrix. The supernatant was transferred, the acetone evaporated under nitrogen, and the residue isolated using C18 solid-phase extraction (SPE). The eluant from the C18 SPE was evaporated to dryness and the residue reconstituted in ethyl acetate. The residue was further isolated using neutral alumina SPE. The eluant from the alumina SPE was evaporateed to dryness and the analytes derivatized with iodoethane to form ethyl derivatives. The analytes were partitioned between an aqueous sodium chloride solution and toluene containing the internal standard. The concentration of N-ethyl diclosulam was determined in the final solution by gas chromatography with mass selective detection (GC–MSD) with a limit of detection (LOD) of 0.3 ng g-1 and a limit of quantitation (LOQ) of 1.0 ng g-1.

Diclosulam residues in water were analyzed as described by Blakeslee et al. (1998). Aliquots of water were acidified and the residues isolated on a C18 SPE column. The eluant from the column was evaporated to dryness under nitrogen and the analytes derivatized with iodoethane to form ethyl derivatives. The analytes were partitioned between an aqueous sodium chloride solution and toluene containing the internal standard. The concentration of N-ethyl diclosulam was determined in the final solution by gas chromatography with mass selective detection (GC–MSD) with a limit of detection of 0.03 ng mL-1 and a limit of quantification of 0.10 ng mL-1.

Pesticide Root Zone Model Runoff Study Data
The PRZM model (Version 3.12) was used with measured agricultural, soil, chemical, and weather inputs to predict the edge-of-field water and sediment runoff volumes and the associated diclosulam runoff observed during the runoff study described above. The PRZM model is a one-dimensional, finite-difference model that simulates hydrology and chemical transport within and below the plant root zone (Carsel et al., 1985). Assumptions implicit in the PRZM model include downward only advective transport of soil water and first-order adsorption and degradation kinetics. The model takes into account mass loss due to degradation in the sorbed, dissolved, and vapor phase, and plant uptake of the dissolved phase. Evapotranspiration and runoff are also simulated. Limitations of the PRZM model include the inability to simulate macropore flow and tile drainage.

The most critical parameters in the PRZM model affecting sediment and water runoff are the runoff curve number (CN), soil erodibility factor (K), crop practice factor (P), and slope factor (USLELS). These parameters were estimated from actual field measurements, or using soil characterization properties and look-up tables in the PRZM2 manual. Chemical parameters for diclosulam were taken from laboratory studies. All simulations were conducted using an average half-life (T1/2) of 56 d and an average Koc of 83.9 L kg-1 (Yoder et al., 2000). For modeling purposes, diclosulam was assumed to be soil-applied with a 2-cm incorporation depth (although diclosulam was not incorporated in the field study to simulate worst-case conditions), with the diclosulam concentration linearly decreasing with depth (CAM = 6, DEPI = 2.0, where CAM is defined as the chemical application method and DEPI is the depth of incorporation). This represents a realistic situation where some of the diclosulam may have moved a few millimeters into the soil during the period shortly after rainfall starts but prior to runoff occurring. Model predictions were compared with actual field measurements of water, sediment, and diclosulam concentrations in water and sediment.

Extrapolation to Prevalent Soil in the Southeastern U.S. Peanut Market
The validated model was first used to simulate the edge-of-field runoff of diclosulam using the physical parameters of the field-study scenario under varying weather conditions by using 328 simulation years of real weather from Dublin, GA (NCDC Summary of the Day CD, Earthinfo, Boulder, CO), with diclosulam application timings distributed evenly between 1, 8, 15, and 22 April and 1, 8, 15, and 22 May, the most likely application window for diclosulam applications in the southeastern USA. The 41-yr weather record from Dublin, GA (1955–1995) had a mean annual rainfall of 1186 mm with average monthly rainfalls of 89 and 84 mm for April and May, respectively. The weather data contained 4 daily rainfall events >76 mm (approximately 1-in-10-yr return), 12 daily rainfall events between 51 and 76 mm, and 60 events between 25 and 51 mm in the period from 1 April to 30 May, when all the diclosulam applications were made. The highest single-day rainfall in the dataset was 142 mm. The 328 edge-of-field runoff amounts (expressed as percent of applied for each entire year) were used to generate a probability of exceedence plot for diclosulam runoff, against which the measured field runoff could be compared.

The PRZM model, using the same chemical inputs, was then used to extrapolate edge-of-field runoff loadings from "typical" Tifton and Bibb soil series, the two most prevalent soils in the southeastern peanut market, representing 305000 and 145000 ha of the southeastern peanut growing region, respectively. The Tifton soil is Hydrologic Group B with 81% sand, 5.5% clay, and 0.29% organic matter, while the Bibb soil (coarse-loamy, siliceous, active, acid, thermic Typic Fluvaquent) is Hydrologic Group D containing 55% sand, 10% clay, and 1.16% organic matter. The Bibb series is the only Hydrologic Group D soil among the top 10 most prevalent soils in the southeastern U.S. peanut market. Average soil properties for the Tifton and Bibb soil were taken from the Pesticide Assessment Tool for Rating Investigations of Transport (PATRIOT) database (USEPA, 1993). Worst-case agronomic practices (fallow conditions, no residue, no contour plowing) and a 10% slope, 100 m long (both more than two times greater than in the runoff study), were used in conjunction with 164 yr of real weather from Dublin, GA in the extrapolation simulations.

The simulated annual edge-of-field runoff loadings were used to generate a probability of exceedence plot for diclosulam runoff for these soils. Diclosulam mass in the sediment and water were added together for a single estimate of edge-of-field diclosulam loading. The model predictions of diclosulam associated with the sediment were several orders of magnitude lower than that observed in the water; therefore, adding the loadings does not introduce significant error. The results of the runoff study also indicated that edge-of-field diclosulam loading due to sediment runoff was several orders of magnitude lower than diclosulam loading associated with water runoff.


    RESULTS AND DISCUSSION
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Field Study Weather
The site received 12 mm of natural rainfall on 15 May 1997, 2 d prior to diclosulam application on Plot 1. Additionally, 4 mm of natural rainfall fell on 23 May 1997, during the simulated event at Plot 2. The average air temperature for the study period was 23°C. The average soil temperatures at the 2.5- and 10-cm depths ranged from 22 to 30°C and 23 to 26°C, respectively. The soil water content in the 0- to 5-cm and 5- to 15-cm layer immediately prior to application of diclosulam ranged from 7.5 to 8.1% and 9.9 to 10.7%, respectively, in the three plots. These values range from 96 to 103% of field capacity for the surface soil at this site, and thus represented reasonable worst-case conditions for runoff at the site.

Diclosulam Application
Based on the calibrated sprayer delivery and the average concentration of diclosulam measured in the spray mix samples, approximately 95, 89, and 96% of the target rate of diclosulam was applied to Plots 1, 2, and 3, respectively. Average results of the filter papers and soil pans indicated that 92, 80, and 79% of the target rate of diclosulam reached the soil.

Measured Runoff
The rainfall simulator provided 77, 80, and 76 mm of water to Plots 1, 2, and 3, respectively, based on the average measurements of the 12 rain gauges placed in each plot. These data indicate that the average simulated rainfall inputs amounted to approximately 96% of a 1-in-5-yr, 2-h rainfall (81 mm) for the study area (Hershfield, 1961). The addition of 4 mm of natural rainfall during the simulation at Plot 2 resulted in it exceeding the 1-in-5-yr 2-h storm for the area by 5%.

Significant runoff volumes were generated in all the plots as a result of the simulated rainfall events (Table 2). Runoff hydrographs for each of the plots are shown in Fig. 1 . Table 2 shows the results of the discrete and composite sampling, as well as the average of the two methods. Mean water yield was 23.1, 22.7, and 29.9 mm, representing 29.9, 28.4, and 39.4% of the applied rainfall, respectively, for Plots 1 through 3. The higher water runoff from Plot 3 could be partially explained by the higher antecedent water content in that plot compared with the other two. A total of 3231.3, 2309.6, and 8336.5 kg ha-1 of sediment was lost from Plots 1 through 3, respectively. The significantly higher sediment loss from Plot 3 is partly explained by the higher water loss from the site. Diclosulam runoff in the water phase averaged 1790.7 mg ha-1, or 4.05% of the amount applied (average of discrete and flow proportional samples for all plots). Diclosulam associated with sediment averaged 53.9 mg ha-1, or 0.12% of the amount applied, for a total average diclosulam loss via water and sediment runoff of 1844.6 mg ha-1, or 4.2% of the applied material (Table 2). Diclosulam runoff losses as measured using the discrete and flow-proportional methods correspond quite closely.


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Table 2. Summarized runoff losses from Plots 1, 2, and 3

 


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Fig. 1. Runoff hydrographs from Plots 1, 2, and 3

 
The observed loss of diclosulam in this runoff scenario is explained by the relatively high solubility and low Koc of this product, and the fact that the intense rainfall simulation was conducted only 1 d after the application of the test material so that minimal time for degradation and sorption was allowed. This is also consistent with the common assumption that the nature and intensity of rainfall events after herbicide application is one of the most significant factors in herbicide loss (Gaynor et al., 1992, 1995; Jaynes et al., 1999; Olson et al., 1998), and that herbicide is most susceptible to aqueous transport shortly after application (Wauchope, 1978; Gaynor et al., 1992, 1995; Moorman et al., 1999).

Similar rainfall events occurring at later times, after degradation and sorption of diclosulam had occurred, would result in proportionally less edge-of-field runoff. Previous studies have shown the increasing sorption of diclosulam to soil over time (Yoder et al., 2000), which would reduce the amount of diclosulam available to the water phase for runoff. Pantone et al. (1992) reported higher herbicide concentrations and loss in surface runoff 1 d after herbicide application than 30 d after application. Additionally, this study was conducted under worst-case agricultural practices (e.g., freshly tilled seedbed, rainfall 1 d after application). Conservation practices such as conservation tillage, contour plowing, and vegetative filter strips will most likely further reduce the edge-of-field losses of this compound.

Pesticide Root Zone Modeling of Runoff Study
The PRZM model, using measured field soil and weather inputs, and average chemical properties predicted the total observed runoff of diclosulam (sediment + dissolved) for each of the three plots within 4% and within 1% for the average of the three plots (Table 3). The model consistently overpredicted water runoff by 58% on average but underpredicted sediment losses by 20% on average. Calibration against these outputs was not attempted. Although the total diclosulam runoff predictions are quite good, the model did not predict the partitioning between the dissolved and sediment phases that was observed in the field. The PRZM model underpredicted diclosulam transported with the sediment by an order of magnitude; however, since >97% of the diclosulam is transported in the aqueous phase and water yield predictions were reasonable, the total diclosulam runoff predictions were very good (within 1%).


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Table 3. Comparison of runoff study water yield, sediment yield, and diclosulam runoff in water and soil with Pesticide Root Zone Model (PRZM) predictions

 
One possible explanation of the underprediction of observed sediment yields could be the inability of the SCS hydrograph used by the model to realistically distribute the simulated rainfall. The SCS hydrograph used by PRZM and the runoff plot hydrograph used in the runoff study are shown in Fig. 2 . Since all daily rainfall events are assumed to follow the same hydrograph shape, this is a potential source of error in modeling runoff using this model. For a 51-mm rainfall event, the SCS hydrograph distributes the rainfall over a 24-h period, with a peak intensity of 91 mm h-1 for 15 min, and rapidly tails off, while the runoff study simulated hydrograph had a constant intensity of approximately 38 mm h-1. Thus, for modeling sediment loss from a simulated 51-mm-in-3-h rain with constant intensity, the SCS hydrograph does not distribute the rainfall uniformly. For Monte Carlo simulations, however, the hydrograph represents a typical, or average, storm for a given region, and thus, errors resulting from the hydrograph not representing actual individual rainfall events should be averaged out in a Monte Carlo–type analysis. Without changing crop cover management or crop practice factors, the only way to increase the sediment yield is to increase the soil erodibility factor, K. Since only a small portion of the runoff was associated with the sediment, in both the field study and the model predictions, no attempt was made to adjust the K parameter to improve the sediment yield prediction.



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Fig. 2. Comparison of Soil Conservation Service (SCS) Type II and runoff study hydrograph (A, cumulative, B, standard)

 
The overprediction of water yield is due to the overestimation of the CN estimate obtained from the PRZM manual for the runoff study soil. The water yield could be calibrated using the CN parameter and diclosulam concentration in the runoff water could be calibrated using the depth of incorporation (DEPI) parameter. Although CN, K, and DEPI can be used to calibrate the model to match all observed edge-of-field loadings (i.e., water, sediment, and diclosulam) exactly, this was not done as part of this study since the objective was to match total diclosulam runoff for the study soil using the CN in the PRZM manual, so that further extrapolations relative the study soil could be based on CN's for other soils taken from the PRZM manual.

Monte Carlo Extrapolation of Runoff Study Results
The probability of exceedence of percent runoff and instantaneous peak pond concentrations obtained from simulating 328 yr of runoff for the soil and slope conditions at the Georgia study site are shown in Fig. 3 . Results of these simulations suggest that the runoff study, although it simulated a 1-in-5- to 1-in-10-yr return (80th–90th percentile) rainfall event, it resulted in a 99th percentile runoff event because the simulated rainfall event occurred immediately the day following the application of diclosulam. In other words, based on 328 simulated years of Dublin, GA weather, a 1-in-10-yr intensity storm would be expected to occur exactly 1 d after application only once in 100 yr. The 90th percentile runoff event, considering both weather and application date, would result in runoff of 1.76% of the applied amount.



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Fig. 3. Probability of exceedence of percent runoff for the Pesticide Root Zone Model (PRZM) simulations of the Georgia runoff study. Arrow indicates 90th percentile runoff

 
Figure 4 shows the probability of exceedence of edge-of-field runoff loadings for 164 yr of simulation for the Tifton soil (Hydrologic Group B), the most prevalent soil in the southeastern U.S. peanut market. The 90th percentile runoff for this soil was 0.6% of the amount applied.



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Fig. 4. Probability of exceedence of percent runoff for the Pesticide Root Zone Model (PRZM) simulations on the Tifton soil. Arrow indicates 90th percentile runoff

 
Figure 5 shows the probability of exceedence of edge-of-field runoff loadings for 164 yr of simulation for the Bibb soil (Hydrologic Group D), the second most prevalent soil in the southeastern U.S. peanut market, and the only Hydrologic Group D soil out of the 10 most prevalent soils in the market area. The 90th percentile runoff for this soil was 5.2% of the amount applied.



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Fig. 5. Probability of exceedence of percent runoff for the Pesticide Root Zone Model (PRZM) simulations on the Bibb soil. Arrow indicates 90th percentile runoff

 
Potential Mitigating Factors
Since the PRZM model scenarios used worst-case agricultural practices to predict runoff in the previous scenarios, additional simulations were conducted to predict the effect of various management practices on edge-of-field runoff. The support practice factor (P) and the cover and management factor (C) affect only the amount of sediment erosion, not the water runoff. Since the majority of the diclosulam runoff is contained in the water, the effect of these parameters was not examined further. The major factor affecting water runoff is the CN parameter. Reducing the CN from 86 (Hydrologic Group B, fallow conditions) to 78 (Hydrologic Group B, straight row crop) reduced the edge-of-field water and diclosulam loadings by approximately 50%. Additional conservation practices such as conservation tillage, contour plowing, and vegetated filter strips will further reduce the edge-of-field loading and subsequently potential concentrations of diclosulam in adjacent water bodies.


    CONCLUSIONS
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Runoff losses of diclosulam in runoff water and sediment averaged 1845 mg ha-1, or 4.2% of the applied material. More than 97% of the total observed diclosulam runoff was transported off the field in the water phase. The PRZM model, using measured soil, chemical, and weather inputs predicted observed total diclosulam edge-of-field loading from the runoff study within 1% on average, although the partitioning of diclosulam between the water and soil phases was not well predicted. The comparison of the PRZM model runoff predictions with the runoff study results suggests that extrapolations can be made to other soils with reasonable certainty. Monte Carlo runoff extrapolations were made on the runoff study plot using the two most prevalent soils in the southeastern U.S. peanut market, worst-case agricultural practices, and a 41-yr real weather record from Dublin, GA. These extrapolations indicated that the conditions of the field runoff study (i.e., 1-in-10-yr rainfall 1 d after application) results in a 1-in-100-yr (99th percentile) runoff event for that region. The probability of exceedence plots obtained from these simulations indicate that the 90th percentile runoff amounts, expressed as percent of applied diclosulam, were 1.8, 0.6, and 5.2% for the runoff study plots and Tifton and Bibb soils, respectively. Potential runoff loading of diclosulam can be further reduced by lower application rates, tillage and crop residue management practices that reduce edge-of-field runoff, and conservation practices such as vegetated filter strips (Patty et al., 1997; Robinson et al., 1996; Daniels and Gilliam, 1996; Arora et al., 1996).


    REFERENCES
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 




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