COMPT, a time-sharing program for nonlinear regression analysis of compartmental models of drug distribution

COMPT, a computer program for optimizing the solution of integral compartmental models of drug distribution by nonlinear regression analysis, is written in extended BASIC for use in time-sharing computer systems. It is based on Hartley's modification of the Gauss-Newton gradient method. The characteristics and features of the program are indicated, and the program source listing is presented. This version of COMPT is designed to solve the two-compartment open model of intravenous drug administration. Examples of the results of the operational program are presented. The program is modifiable to permit analytical solutions for other types of systems described by nonlinear equations.

[1]  S. D. Foss,et al.  266 Note: A Method for Obtaining Initial Estimates of the Parameters in Exponential Curve Fitting , 1969 .

[2]  F W Mueller,et al.  Fitting a double-exponential curve to observed salicylate concentrations in blood. , 1970, Journal of pharmaceutical sciences.

[3]  M. Rowland,et al.  Shortcomings in pharmacokinetic analysis by conceiving the body to exhibit properties of a single compartment. , 1968, Journal of pharmaceutical sciences.

[4]  M C Meyer,et al.  The binding of drugs by plasma proteins. , 1968, Journal of pharmaceutical sciences.

[5]  G. J. Cooper The numerical solution of stiff differential equations , 1969, FEBS letters.

[6]  Norman R. Draper,et al.  Applied Regression Analysis , 1968 .

[7]  C M Metzler,et al.  Absorption, distribution, and elimination of spectinomycin dihydrochloride in man. , 1968, Internationale Zeitschrift fur klinische Pharmakologie, Therapie, und Toxikologie. International journal of clinical pharmacology, therapy, and toxicology.

[8]  W Lowenthal,et al.  Computer program for a double exponential equation to determine biological constants. , 1967, Journal of Pharmacy and Science.

[9]  W. H. Swann A survey of non‐linear optimization techniques , 1969, FEBS letters.

[10]  R. B. Loftfield,et al.  Molecular Order of Participation of Inhibitors (or Activators) in Biological Systems , 1969, Science.

[11]  H. Hartley The Modified Gauss-Newton Method for the Fitting of Non-Linear Regression Functions by Least Squares , 1961 .

[12]  Hugh D. Van Liew,et al.  Semilogarithmic Plots of Data Which Reflect a Continuum of Exponential Processes. , 1962 .

[13]  J G.P. Barnes Some experiences in the estimation of parameters in non‐linear differential equations , 1969, FEBS letters.

[14]  J. Wagner,et al.  Estimation of volume of distribution and half-life of a compound after rapid intravenous injection. , 1967, Journal of pharmaceutical sciences.

[15]  M. Lewis,et al.  Pharmacokinetic model for chlordiazepoxide--HCl in the dog. , 1970, Journal of pharmaceutical sciences.

[16]  K. Bischoff,et al.  Generalized solution to linear, to-compartment, open model for drug distribution. , 1970, Journal of theoretical biology.

[17]  V F Smolen,et al.  Quantitative determination of drug bioavailability and biokinetic behavior from pharmacological data for ophthalmic and oral administrations of a mydriatic drug. , 1971, Journal of pharmaceutical sciences.