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百草枯中毒时百草枯浓度的评估。

Evaluation of paraquat concentrations in paraquat poisoning.

作者信息

Ikebuchi J

出版信息

Arch Toxicol. 1987 Jun;60(4):304-10. doi: 10.1007/BF01234670.

Abstract

The toxicological significance of paraquat concentrations in paraquat poisonings was evaluated by means of multivariate analysis methods. Paraquat could be determined by a newly developed procedure, which involved thin-layer chromatography with flame ionization detector (TLC-FID) and solid-phase extraction with a disposable octadecylsilane cartridge. This new method proved to be simple, rapid and reliable for the analysis of paraquat in our seven cases of suicidal poisoning. The relationship between plasma paraquat concentration (C) and time from ingestion (T) could be best described by the following functions. The regression equation of fatal cases was ln[ln(C X 1000)] = 2.5453 - 0.2114 lnT. The regression equation of survivors was ln[ln(C X 1000)] = 2.1041 - 0.2826 lnT. The discriminant function (D) to separate the fatal and survival cases was D = 1.3114 - 0.1617 lnT - 0.5408 [ln(C X 1000)] (fatal cases: D less than 0, survivors: D greater than 0). The discriminant function was demonstrated to have a high reliability for the toxicological significance in our seven poisoned patients. The significant correlation between plasma paraquat concentration and urine paraquat concentration (C') in our cases was obtained. The regression equation was lnC' = 0.953 lnC + 1.409. This also indicated that urinary concentrations are 3.3 - 4.5 times greater than plasma concentrations. The multiple regression equation among plasma paraquat concentration, time from ingestion, and the ingested volume (V) of Gramoxone (trade name of paraquat), was lnC = 0.009V - 0.232T + 3.612. It is suggested that the determination of paraquat is of great value, and that these data are useful in assessing the severity and predicting the outcome of poisoning for forensic and clinical purposes.

摘要

通过多变量分析方法评估了百草枯中毒时百草枯浓度的毒理学意义。百草枯可通过一种新开发的程序进行测定,该程序包括带有火焰离子化检测器的薄层色谱法(TLC-FID)和使用一次性十八烷基硅烷柱进行固相萃取。在我们的7例自杀中毒病例中,这种新方法被证明对于百草枯分析而言简单、快速且可靠。血浆百草枯浓度(C)与摄入时间(T)之间的关系可用以下函数最佳描述。致命病例的回归方程为ln[ln(C×1000)]=2.5453 - 0.2114 lnT。存活者的回归方程为ln[ln(C×1000)]=2.1041 - 0.2826 lnT。用于区分致命和存活病例的判别函数(D)为D = 1.3114 - 0.1617 lnT - 0.5408 [ln(C×1000)](致命病例:D<0,存活者:D>0)。该判别函数在我们的7例中毒患者中被证明对于毒理学意义具有高可靠性。在我们的病例中获得了血浆百草枯浓度与尿液百草枯浓度(C')之间的显著相关性。回归方程为lnC' = 0.953 lnC + 1.409。这也表明尿液浓度比血浆浓度高3.3 - 4.5倍。血浆百草枯浓度、摄入时间以及克无踪(百草枯商品名)的摄入量(V)之间的多元回归方程为lnC = 0.009V - 0.232T + 3.612。提示百草枯的测定具有重要价值,并且这些数据对于法医和临床目的评估中毒严重程度及预测中毒结局是有用的。

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