2013
DOI: 10.1016/j.jenvman.2013.04.005
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Degradation of chlorpyrifos in humid tropical soils

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Cited by 51 publications
(21 citation statements)
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“…Chlorpyrifos is highly lipophilic (log K OW = 4.7, Tomlin 2006) and sorbs strongly on soils (Gebremariam et al 2011); however, its principal degradation product can present null sorption on soils with pH>6. Chlorpyrifos can be quickly degraded or be highly persistent (Chu et al 2008;Liang et al 2011;Zhang et al 2012) with a slower degradation rate in subsoil (half-life of 173-257 days) (Chai et al 2013). Chlorothalonil is lipophilic (log K OW =2.92, Tomlin 2006) with affinity for functional groups of organic matter (OM) of soils (Patakioutas and Albanis 2002;Piwowarczyk and Holden 2012).…”
Section: Introductionmentioning
confidence: 99%
“…Chlorpyrifos is highly lipophilic (log K OW = 4.7, Tomlin 2006) and sorbs strongly on soils (Gebremariam et al 2011); however, its principal degradation product can present null sorption on soils with pH>6. Chlorpyrifos can be quickly degraded or be highly persistent (Chu et al 2008;Liang et al 2011;Zhang et al 2012) with a slower degradation rate in subsoil (half-life of 173-257 days) (Chai et al 2013). Chlorothalonil is lipophilic (log K OW =2.92, Tomlin 2006) with affinity for functional groups of organic matter (OM) of soils (Patakioutas and Albanis 2002;Piwowarczyk and Holden 2012).…”
Section: Introductionmentioning
confidence: 99%
“…In the present study, the dissipation kinetics of thiram in soil was performed by plotting the residue concentration against time and the dissipation of thiram was expressed in terms of half-life (t½). The concentration of thiram remaining in the soil (Equation [1]) and the halflife of thiram (Equation [2]) were fitted by the first-order kinetics (Chai et al, 2013). The variables defined are as follows: Ct (mg kg Pesticide transport processes in the field are complex and difficult to describe.…”
Section: Dissipation Kinetics Of Thirammentioning
confidence: 99%
“…The calculation for dissipation kinetics of hexaconazole in the soil was done by plotting the residue concentration against time. The concentration and halflife of hexaconazole were fitted by the first-order kinetics equations, C t =C 0 e (−kt) and t ½ =ln 2/k, respectively (Chai et al 2013;Liang et al 2011). To get a straight line, the logarithmic equation was used, ln C t =ln C 0 −kt , with variables defined as follows: C t is the concentration at time t, C 0 is the initial concentration, k is the rate constant, and t ½ is the halflife.…”
Section: Dissipation Kinetics Studymentioning
confidence: 99%