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Use of Probabilistic Modeling within a Physiologically Based Pharmacokinetic Model To Predict Sulfamethazine Residue Withdrawal Times in Edible Tissues in Swine

机译:基于生理学的药代动力学模型中概率模型在猪食用组织中磺胺二甲基嘧啶残留提取时间的预测

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摘要

The presence of antimicrobial agents in edible tissues of food-producing animals remains a major public health concern. Probabilistic modeling techniques incorporated into a physiologically based pharmacokinetic (PBPK) model were used to predict the amounts of sulfamethazine residues in edible tissues in swine. A PBPK model for sulfamethazine in swine was adapted to include an oral dosing route. The distributions for sensitive parameters were determined and were used in a Monte Carlo analysis to predict tissue residue times. Validation of the distributions was done by comparison of the results of a Monte Carlo analysis to those obtained with an external data set from the literature and an in vivo pilot study. The model was used to predict the upper limit of the 95% confidence interval of the 99th percentile of the population, as recommended by the U.S. Food and Drug Administration (FDA). The external data set was used to calculate the withdrawal time by using the tolerance limit algorithm designed by FDA. The withdrawal times obtained by both methods were compared to the labeled withdrawal time for the same dose. The Monte Carlo method predicted a withdrawal time of 21 days, based on the amounts of residues in the kidneys. The tolerance limit method applied to the time-limited data set predicted a withdrawal time of 12 days. The existing FDA label withdrawal time is 15 days. PBPK models can incorporate probabilistic modeling techniques that make them useful for prediction of tissue residue times. These models can be used to calculate the parameters required by FDA and explore those conditions where the established withdrawal time may not be sufficient.
机译:产食动物的可食组织中存在抗微生物剂仍然是主要的公共卫生问题。纳入基于生理学的药代动力学(PBPK)模型的概率建模技术可用于预测猪可食组织中磺胺二甲基嘧啶的残留量。猪中磺胺二甲嘧啶的PBPK模型适用于口服给药。确定敏感参数的分布,并将其用于蒙特卡洛分析以预测组织残留时间。通过将蒙特卡洛分析的结果与使用文献和体内先导研究的外部数据集获得的结果进行比较,对分布进行了验证。根据美国食品药品监督管理局(FDA)的建议,该模型用于预测人口第99个百分位数的95%置信区间的上限。通过使用FDA设计的公差极限算法,使用外部数据集计算撤药时间。将两种方法获得的停药时间与相同剂量的标记停药时间进行比较。蒙特卡洛方法根据肾脏中的残留量预测撤药时间为21天。应用于限时数据集的公差极限方法预计撤回时间为12天。现有的FDA标签撤回时间为15天。 PBPK模型可以结合概率建模技术,从而使它们可用于预测组织残留时间。这些模型可用于计算FDA所需的参数,并探索既定的撤药时间可能不足的情况。

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