Veng-Pedersen P, Modi N B
College of Pharmacy, University of Iowa, Iowa City 52242.
J Pharmacokinet Biopharm. 1991 Aug;19(4):405-12. doi: 10.1007/BF01061664.
An explicit formula is presented for simple calculations of the dosing time, tau, that results in a steady-state peak-to-trough ratio of 2 in extravascular dosings. Contrary to other formulae presented, the calculations are guaranteed to be well bound in the percentage error (less than 1%) for any parameter value combination. It is shown that the biexponential dosing interval problem can be transformed into a general, dimensionless problem enabling a global error analysis in the approximation. The proposed formula is demonstrated in the calculation of an "optimal" dosing interval for quinidine. An algorithm and FORTRAN computer program OPTAU for exact calculation of tau and dosing simulations is also demonstrated in the quinidine example.
本文给出了一个显式公式,用于简单计算血管外给药时的给药时间τ,该时间可使稳态峰谷比达到2。与其他已给出的公式不同,对于任何参数值组合,该计算在百分比误差方面保证有良好的界定(小于1%)。结果表明,双指数给药间隔问题可转化为一个通用的无量纲问题,从而能够在近似计算中进行全局误差分析。所提出的公式在奎尼丁“最佳”给药间隔的计算中得到了验证。在奎尼丁的例子中还展示了一个用于精确计算τ和给药模拟的算法以及FORTRAN计算机程序OPTAU。