Nakamura Y, Ikeda M, Nishigaki R, Umemura K
J Pharmacobiodyn. 1985 Sep;8(9):695-700. doi: 10.1248/bpb1978.8.695.
The time courses for viable microorganism count after addition of aminoglycosides were investigated in exponentially decreasing concentrations in in vitro using a continuous flow culture system. When aminoglycosides were added to the incubation medium containing Escherichia coli, the growth rate began to decrease after a lag phase and recovered gradually after the concentration fell below its effective level. To simulate this time course, the following equation including the retardation function was proposed; (Formula: see text) where N is the number of viables, ko is the generation rate constant, kd is the dilution rate constant, Pc is the bactericidal coefficient per unit concentration characteristic to the individual antibiotic, kr is the reciprocal of the retardation time and Co is the initial concentration of the antibiotic. Pc and kr were calculated using the nonlinear least square method and the calculated time course agreed with the observed experimental data indicating the appropriateness of this equation. Pc has a negative relationship to the minimum inhibitory concentration for six aminoglycosides studied, kanamycin, amikacin, kanamycin B, tobramycin, dibekacin and habekacin. The values of kr ranged between 3.12 X 10(-2) to 6.40 X 10(-2) min-1 and are thought to correlate with the mechanism of antibiotic actions.
使用连续流动培养系统,在体外以指数递减浓度添加氨基糖苷类药物后,对存活微生物数量的时间进程进行了研究。当将氨基糖苷类药物添加到含有大肠杆菌的培养液中时,生长速率在延迟期后开始下降,且在浓度降至有效水平以下后逐渐恢复。为了模拟这个时间进程,提出了以下包含延迟函数的方程;(公式:见原文)其中N是活菌数,ko是生长速率常数,kd是稀释速率常数,Pc是每种抗生素单位浓度的杀菌系数,kr是延迟时间的倒数,Co是抗生素的初始浓度。使用非线性最小二乘法计算Pc和kr,计算得到的时间进程与观察到的实验数据一致,表明该方程是合适的。对于所研究的六种氨基糖苷类药物,卡那霉素、阿米卡星、卡那霉素B、妥布霉素、地贝卡星和阿贝卡星,Pc与最低抑菌浓度呈负相关。kr值在3.12×10(-2)至6.40×10(-2) min-1之间,被认为与抗生素作用机制相关。