Kinetics and effect of moisture content and preincubation on the decomposition of 14C‐labeled herbicides in soil

J. Stenström
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引用次数: 4

Abstract

The kinetics and the influence of soil moisture content (MC) on the mineralization of 14C-labeled linuron were investigated at 15 different MCs in the range from air-dried soil to 100% of the water-holding capacity (WHC). For all MCs used, the data on the liberated amount of 14C (x) were initially described by Eq. (1) x = k1t + a—after which the data were described by Eq. (2) x = k2t1/2 + b—where t is time, k1 and k2 are rate constants, and a and b are constants. The rate constants k1 and k2 for MCs < 100% of WHC were mathematically described by the equation k = l + m. MC12, where k is either of the rate constants, l is a constant that can account for a threshold value of MC below which no decomposition occurs, and m is a constant. The validity of this equation for first-order rate constants was tested by using data from the literature. The kinetics of mineralization of 14C-labeled glyphosate were investigated by adding glyphosate after different times of preincubation (tp) of a previously frozen soil. An initial phase of 11 days linear with t [Eq. (1)] was obtained when the herbicide was added immediately after the thawing, after which a phase linear with t1/2 [Eq. (2)] ensued. The length of the initial phase decreased and k1 increased with increasing tp, and for tp ≥ 8 days the initial phase could not be confirmed. The following phase was almost unaffected by the preincubation. Thus, the phases represented by Eqs. (1) and (2) are separate, since they can be affected independently of each other. It is suggested that the initial phase is an induction phase, or lag phase, which reflects the disturbances introduced by handling the soil, and that the second phase is the steady state.
土壤含水量和预孵育对14C标记除草剂分解的动力学和影响
在风干土壤至100%持水量范围内,研究了土壤含水量(MC)对14c标记linuron矿化的影响及其动力学。对于所有使用的mc,关于14C (x)释放量的数据最初由式(1)x = k1t + a描述,之后数据由式(2)x = k2t1/2 + b描述,其中t是时间,k1和k2是速率常数,a和b是常数。MCs < 100% WHC的速率常数k1和k2用数学公式k = l + m. MC12描述,其中k是速率常数之一,l是一个常数,可以解释MC的阈值,低于该阈值不发生分解,m是一个常数。用文献数据验证了该方程对一阶速率常数的有效性。通过对冻土进行不同时间的预孵育,研究了14c标记草甘膦矿化动力学。解冻后立即添加除草剂,初始阶段为11天,与t呈线性关系[式(1)],之后进入与t1/2呈线性关系的阶段[式(2)]。初始期长度随tp的增加而缩短,k1随tp的增加而增加,且tp≥8 d时无法确定初始期。下一阶段几乎不受预孵育的影响。因此,方程表示的相。(1)和(2)是分开的,因为它们可以相互独立地影响。认为初始阶段是感应阶段或滞后阶段,反映了处理土壤所带来的干扰,第二阶段是稳态。
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