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A kinetic model describing the pharmacokinetics of ethyl glucuronide in humans.

机译:描述葡萄糖醛酸苷乙酯在人体中药代动力学的动力学模型。

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The glucuronide conjugation is a minor pathway of ethanol metabolism. The determination of ethyl glucuronide (EG) in serum and urine has gained importance in forensic and other legal decisions. To prospectively calculate the serum concentration of this non-oxidative ethanol metabolite, the computer program developed includes a parameter fitting routine. Multiple ethanol doses can be handled.The mathematical modeling was based on the following assumptions and simplifications, respectively. A single enzyme system is responsible for ethanol conjugation at one distinct site; the distribution of EG into the systemic circulation is delayed; the elimination of EG follows first-order kinetics.The concentration of EG was calculated using three kinetic parameters: a rate constant for the first-order formation of EG from serum ethanol, a transfer constant for an obstructed transfer of EG from the formation site (FS) into the central compartment (CC) and an exponential elimination constant.The program was applied to the data collected from 21 drinking experiments. The fitting algorithm optimized the three kinetic parameters, until the sum of concentration error squares of the data points was minimized. The means+/-standard deviation of the rate constant for the first-order formation of EG from serum ethanol was 0.0011+/-0.0006h(-1), the transfer constant for an obstructed transfer of EG from the FS into the CC was 0.43+/-0.1996h(-1) and the exponential elimination constant was 3.0+/-1.45h(-1).Using the range of these parameters, it is now possible to calculate minimum and maximum serum concentrations of EG based on ethanol doses and drinking times. The comparison of calculated and measured concentrations can prove the plausibility of an alleged ethanol consumption. This can be crucial when the serum ethanol concentration (SEC) itself is not meaningful.
机译:葡糖苷酸结合是乙醇代谢的次要途径。血清和尿液中葡萄糖醛酸乙酯(EG)的测定在法医和其他法律决定中已变得越来越重要。为了前瞻性地计算这种非氧化性乙醇代谢产物的血清浓度,开发的计算机程序包括参数拟合例程。可以处理多个乙醇剂量。数学模型分别基于以下假设和简化。单一酶系统负责乙醇在一个不同位点的结合。 EG进入体循环的分布被延迟; EG的去除遵循一阶动力学.EG的浓度使用三个动力学参数计算:从血清乙醇中一阶生成EG的速率常数,阻止EG从形成部位迁移的迁移常数( FS)进入中央隔室(CC)和指数消除常数。该程序应用于从21个饮酒实验中收集的数据。拟合算法优化了三个动力学参数,直到最小化数据点的浓度误差平方和。 EG从血清乙醇一级生成的速率常数的平均值+/-标准偏差为0.0011 +/- 0.0006h(-1),EG从FS到CC转移受阻时的转移常数为0.43 +/- 0.1996h(-1)且指数消除常数为3.0 +/- 1.45h(-1)。使用这些参数的范围,现在可以根据乙醇剂量计算最小和最大的EG血清浓度和饮酒时间。对计算出的浓度和测量出的浓度进行比较可以证明所声称的乙醇消耗是合理的。当血清乙醇浓度(SEC)本身无意义时,这可能至关重要。

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