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跨壁胃电位差与一个著名数学模型之间的相关性。

Correlations between transmural gastric potential difference and a well-known mathematical model.

作者信息

Kaerner H J, Venitz J, Lücker P W

出版信息

Methods Find Exp Clin Pharmacol. 1984 Oct;6(10):619-24.

PMID:6513679
Abstract

After administration of several gastric irritants, time curves of the transmural gastric potential difference (GPD) were obtained. An attempt was made at fitting a mathematical function to these curves in order to facilitate and improve their evaluation. The Bateman function proved to be a useful description tool. In pharmacokinetics, this function is used amongst others for describing concentration profiles. For a total of 74 GPD curves, biexponential functions were fitted by the RIP-technique. The following irritants were administered: acetylsalicylic acid (ASA; 1000 mg, 500 mg, 250 mg), theophylline (480 mg, 350 mg), indomethacine (50 mg), and ethanol (20 ml, 40 v/v). The following results were obtained: The Bateman function is suitable for describing the observed biphasic time course of gastric potential difference, which includes lesion and restitution ("two compartment model"); correlation was high (r = 0.9). The curve parameters computed by this technique--area AUB, mean time, mean drop--are comparable to those obtained by pragmatic procedures (trapezoid rule). In particular, there is a distinct dosage-response relation between parameters correlated to irritating potency and the administered dose of ASA. Due to considerable interindividual variation of the parameters, ultimate assessment of their relationships to specific irritants could not be done.

摘要

在给予几种胃刺激物后,获得了跨壁胃电位差(GPD)的时间曲线。试图用数学函数拟合这些曲线,以便于并改进对它们的评估。结果证明贝特曼函数是一种有用的描述工具。在药代动力学中,该函数尤其用于描述浓度曲线。总共对74条GPD曲线用RIP技术拟合了双指数函数。给予了以下刺激物:乙酰水杨酸(ASA;1000毫克、500毫克、250毫克)、茶碱(480毫克、350毫克)、吲哚美辛(50毫克)和乙醇(20毫升,40%体积分数)。得到了以下结果:贝特曼函数适用于描述观察到的胃电位差的双相时间进程,其中包括损伤和修复(“双室模型”);相关性很高(r = 0.9)。通过该技术计算的曲线参数——AUC、平均时间、平均下降——与通过实用程序(梯形法则)获得的参数相当。特别是,与刺激效力相关的参数和给予的ASA剂量之间存在明显的剂量反应关系。由于参数存在相当大的个体间差异,无法对它们与特定刺激物的关系进行最终评估。

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