Anses Laboratoire de Fougères, BP 90203, Fougeres, France.
Antimicrob Agents Chemother. 2011 Feb;55(2):756-61. doi: 10.1128/AAC.00865-10. Epub 2010 Nov 15.
A mathematical pharmacodynamic model was developed to describe the bactericidal activity of marbofloxacin against Escherichia coli strains with reduced susceptibility levels (determined using MICs) under optimal and intestinal growth conditions. Model parameters were estimated using nonlinear least-square curve-fitting procedures for each E. coli strain. Parameters related to bactericidal activity were subsequently analyzed using a maximum-effect (E(max)) model adapted to account for a direct and a delayed effect. While net growth rates did not vary significantly with strain susceptibility, culture medium had a major effect. The bactericidal activity of marbofloxacin was closely associated with the concentration and the duration of exposure of the bacteria to the antimicrobial agent. The value of the concentration inducing a half-maximum effect (C(50)) was highly correlated with MIC values (R(2) = 0.87 and R(2) = 0.94 under intestinal and optimal conditions, respectively). Our model reproduced the time-kill kinetics with good accuracy (R(2) of >0.90) and helped explain observed regrowth.
建立了一个数学药效动力学模型,用于描述马波沙星对最低抑菌浓度(MIC)测定的敏感性降低的大肠杆菌菌株在最佳和肠道生长条件下的杀菌活性。使用非线性最小二乘曲线拟合程序对每种大肠杆菌菌株进行模型参数估计。使用最大效应(E(max))模型对与杀菌活性相关的参数进行了分析,该模型经过调整可考虑直接和延迟作用。虽然净生长速率与菌株敏感性没有显著差异,但培养基有很大的影响。马波沙星的杀菌活性与细菌接触抗菌剂的浓度和时间密切相关。引起半最大效应的浓度(C(50))值与 MIC 值高度相关(肠道条件下为 R(2)= 0.87,最佳条件下为 R(2)= 0.94)。我们的模型很好地再现了时间杀伤动力学(R(2)值大于 0.90),并有助于解释观察到的复苏。