Literature DB >> 2023877

Simple methods for estimation of mean residence time and steady-state volume of distribution from continuous-infusion data.

W R Gillespie1.   

Abstract

The following equations are derived for amount of drug in the body (xbss), volume of distribution (vss), and mean residence time in the body (tb) at steady state during a continuous constant rate infusion of drug. (formula; see text) where c(t) identical to drug concentration in the systemic circulation at time t following the start of a constant-rate infusion, css identical to steady-state systemic drug concentration, and R identical to infusion rate. The equations are based on the assumption that the rate of drug elimination is proportional to the systemic drug concentration. The equations provide the basis for simple methods that are presented for estimating xbss, vss, and tb directly from experimental data. More general relationships are also derived for cases where the continuous infusion is preceded by other modes of administration, e.g., a bolus loading dose followed by a constant-rate infusion.

Mesh:

Year:  1991        PMID: 2023877     DOI: 10.1023/a:1015860608173

Source DB:  PubMed          Journal:  Pharm Res        ISSN: 0724-8741            Impact factor:   4.200


  9 in total

1.  On the theory of the indicator-dilution method for measurement of blood flow and volume.

Authors:  P MEIER; K L ZIERLER
Journal:  J Appl Physiol       Date:  1954-06       Impact factor: 3.531

2.  Curve fitting and modeling in pharmacokinetics and some practical experiences with NONLIN and a new program FUNFIT.

Authors:  P V Pedersen
Journal:  J Pharmacokinet Biopharm       Date:  1977-10

3.  The urinary elimination "time lag": determination of the mean residence time from drug accumulation in the urine during infusion.

Authors:  R A Siegel
Journal:  J Pharm Sci       Date:  1986-06       Impact factor: 3.534

4.  Concept of a volume of distribution and possible errors in evaluation of this parameter.

Authors:  S Riegelman; J Loo; M Rowland
Journal:  J Pharm Sci       Date:  1968-01       Impact factor: 3.534

5.  Noncompartmental determination of the steady-state volume of distribution during multiple dosing.

Authors:  I L Smith; J J Schentag
Journal:  J Pharm Sci       Date:  1984-02       Impact factor: 3.534

6.  Computation of model-independent pharmacokinetic parameters during multiple dosing.

Authors:  L A Bauer; M Gibaldi
Journal:  J Pharm Sci       Date:  1983-08       Impact factor: 3.534

7.  Noncompartmental determination of the steady-state volume of distribution for any mode of administration.

Authors:  D Perrier; M Mayersohn
Journal:  J Pharm Sci       Date:  1982-03       Impact factor: 3.534

8.  Simplified method for estimating volume of distribution at steady state.

Authors:  C R Kowarski; A A Kowarski
Journal:  J Pharm Sci       Date:  1980-10       Impact factor: 3.534

9.  Noncompartmental determination of the steady-state volume of distribution.

Authors:  L Z Benet; R L Galeazzi
Journal:  J Pharm Sci       Date:  1979-08       Impact factor: 3.534

  9 in total
  1 in total

Review 1.  Noncompartmental versus compartmental modelling in clinical pharmacokinetics.

Authors:  W R Gillespie
Journal:  Clin Pharmacokinet       Date:  1991-04       Impact factor: 6.447

  1 in total

北京卡尤迪生物科技股份有限公司 © 2022-2023.