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USDA-ARS Environmental Chemistry Lab.
USDA-ARS Weed Science Lab., Bldg. 007, BARC-West, 10300 Baltimore Ave., Beltsville, MD 20705-2350
*Corresponding author (dshelton{at}asrr.arsusda.gov).
ABSTRACT
A model was developed for describing rates of pesticide-substrate biodegradation, accounting for bioavailability and microbial growth. The model was used to simulate losses of efficacy for soil-applied pesticides. The model requires rate constants for rapid sorption-desorption to and from soil surfaces (k1/k-1 = Kd1); diffusion into and out of soil aggregates-organic matter particles (k2/k-2 = Kd2); microbial growth [yield (Y), maximum growth rate (µmax), half-saturation growth constant (Ks), and initial biomass concentration (X0)]; initial mass of substrate (s0); and gravimetric water content (
g). Simulations of microbial growth and substrate depletion were conducted assuming no sorption (aqueous solution), sorption to soil surfaces only, and sorption in conjunction with diffusion. The time required to achieve a soil solution concentration of 1 µg mL–1 was defined as a hypothetical loss of efficacy (LE1). Certain relationships were consistently observed, regardless of sorption or diffusion: LE1 was found to be related to Ks linearly, to X0 logarithmically, to µmax geometrically, and to initial pesticide-substrate concentration (S0) nonlinearly. Sorption to soil surfaces resulted in decreased equilibrium soil solution concentration (Se), depending on the magnitude of
g and Kd1. Rates of biodegradation-growth were a function of Se, as opposed to total (soluble + sorbed) concentration. Sorption coupled with diffusion decreased both Se and time-dependent availability, resulting in slower rates of biodegradation. In general, larger values of S0 resulted in faster rates of biodegradation, i.e., decreased the time required for a loss of efficacy.
Received for publication September 25, 1995.
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