Intravenous phenytoin: a loading scheme for desired concentrations.
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Biomedical subjects
Publications and source records attributed to S Vozeh.
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1. Population pharmacokinetic parameters of tobramycin were determined in a heterogenous group of 97 patients using serum samples drawn for the routine monitoring of tobramycin concentrations, following multiple dosing regimens. 2. To describe the accumulation kinetics of tobramycin a two-compartment pharmacokinetic model was required. The best fit to the data was obtained when drug clearance (1 h-1) was related linearly to creatinine clearance (proportionality constant: 0.059 +/- 0.002 x CLcr (ml min-1)) and initial volume of distribution (1) was related linearly to body weight (proportionality constant: 0.327 +/- 0.014 x body weight (kg)). The intersubject variability in these two parameters was 32% and 3%, respectively, whilst the residual or intrasubject variability amounted to 21% of the tobramycin concentration. The terminal half-life of tobramycin, 26.6 +/- 9.4 h, was appreciably shorter than previously reported. 3. The population pharmacokinetic model was validated against data obtained from 34 independent patients and the predicted and observed concentrations were found to be in good agreement. The population pharmacokinetic model was used to design a priori dosing recommendations for tobramycin.
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A major reason for quantitating the relationship of drug dose to plasma concentration is to design optimal drug administration schemes (i.e., those that can achieve desired target concentrations of a drug). Recently, the authors completed a population pharmacokinetic analysis of the new opioid alfentanil using the computer program NONMEM. This analysis quantified the effects of age, weight, and sex on disposition of alfentanil in 45 patients, and determined the average pharmacokinetic profile of the drug for the group. Using these population pharmacokinetic parameters, one can predict (estimate) the plasma concentration time course of alfentanil for any given dosage scheme. The present study evaluated the accuracy with which one could use these population data to predict plasma concentrations of alfentanil in a different group of surgical patients given iv boluses and a variable-rate infusion of alfentanil for induction and maintenance of anesthesia for abdominal and superficial surgery. A total of 597 plasma concentrations of alfentanil were measured for 19 patients. For each measured concentration, we used the population pharmacokinetic parameters obtained previously with NONMEM to calculate a predicted concentration. Accuracy and precision of the prediction were assessed by the mean bias of the prediction and by the mean absolute prediction error, respectively. The mean bias (+/- SE) (systematic over- or underprediction) was -7.9 +/- 5.2%. The mean absolute error (+/- SE), a measure of the precision, was 22.3 +/- 2.9%. Therefore, the authors' previously described population pharmacokinetic parameters for alfentanil appear to be "robust," and can be used to design computerized schemes for administration of alfentanil for general surgery.
The pharmacokinetics of the cyclosporine A (CsA, Sandimmune) analogue Nva2-cyclosporine, or cyclosporine G (CsG) was investigated in 6 patients with terminal renal failure after a 4-hr intravenous infusion (3.5 mg/kg) and after oral administration (600 mg) of the drug. Blood samples were collected up to 38 hr and CsG concentrations were measured by radioimmunoassay and high-performance liquid chromatography. The resulting pharmacokinetic parameters of CsG were similar to those described for CsA in the same patient population. Based on HPLC determinations, a mean terminal elimination half-life of 18.9 hr was calculated. The total body clearance was 0.55 L/hr/kg, the volume of the central compartment was 0.32 L/kg, and the steady-state volume of distribution was 5.97 L/kg. After oral administration maximum CsG concentrations in blood were reached between 2.5 and 3 hr, and the bioavailability was in the range of 24-55% (mean 36%). The ratios between the polyvalent RIA and HPLC determinations were considerably larger after oral dosing than after i.v. infusion. The blood-to-plasma ratio was 1.23, which is smaller than that observed for CsA. These results suggest that in patients undergoing renal transplantation the same dosing strategies can be applied for CsG as have been established for CsA.
In 49 patients treated with intravenous phenytoin after a neurosurgical procedure or because of repetitive frequent seizures, the serum concentration was measured before and 2 hours after an intravenous bolus injection. Based on these data the apparent volume of distribution and intra- and interpatient variability were determined in this representative patient population, using the statistical package NONMEM. From 5 characteristics tested (age, sex, bodyweight, serum albumin, renal function) only bodyweight was found to significantly influence the apparent volume of distribution of phenytoin. The population average was estimated as 1.0 +/- 0.04 L/kg (estimate +/- SE) and interindividual variability, expressed as coefficient of variation, was 23 +/- 6%. By means of Monte Carlo simulations an optimal dosing scheme for phenytoin loading has been calculated. Based on these results, a dose of 15 mg/kg divided into 3 intravenous injections administered 2 hours apart at a maximum rate of 50 mg/min is recommended. This loading regimen should result in therapeutic concentrations (10 to 20 mg/L) in 90% of patients within 6 hours.
The relation between serum concentration of 3-hydroxyquinidine (3-OHQ), a major metabolite of quinidine in humans, and the pharmacologic effect alone and in combination with the parent drug was studied. The heart rate-corrected, computer-averaged QT interval (QTc) was used as the pharmacologic endpoint. In a randomized, double-blind study, 5 healthy subjects received, on 3 separate days 1 week apart, either (1) 300 to 400 mg 3-OHQ orally or (2) 150 mg quinidine base intravenously or (3) a combination in the same doses. Blood samples and electrocardiographic recordings were obtained over the following 10 hours. Serum concentrations of 3-OHQ and quinidine were determined by high-pressure liquid chromatography and the free fraction by ultrafiltration. Peak concentrations of 3-OHQ varied between 1,362 and 3,480 ng/ml after oral 3-OHQ ingestion, but were negligible after intravenous quinidine infusion. The free fraction was 49% +/- 4.8 (mean +/- standard deviation) for 3-OHQ and 20% +/- 4.3 for quinidine. In all 5 subjects a statistically significant correlation was found between serum concentration and QTc prolongation for both quinidine and 3-OHQ (largest p value less than 0.025). The mean slope of the regression line was 0.0184 +/- 0.0128 for 3-OHQ and 0.0297 +/- 0.0111 for quinidine. Multiple linear regression revealed in each subject a significant additive effect of 3-OHQ when administered together with quinidine (largest p value less than 0.05).(ABSTRACT TRUNCATED AT 250 WORDS)
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We investigated the influence of bias in the estimates of the population pharmacokinetic parameters on the performance of Bayesian feedback in achieving a desired drug serum concentration. Three specific cases were considered (i) steady-state case, (ii) lidocaine example, and (iii) mexiletine example. Whereas in the first case both the feedback and the desired concentration represented steady-state values, in the lidocaine and mexiletine examples the feedback concentration was assumed to be sampled shortly after starting therapy. RMSE was used as a measure of predictive performance. For the simple steady-state case the relationship between RMSE and bias in the parameter estimates describing the prior distribution could be derived analytically. Monte Carlo simulations were used to explore the two non-steady-state situations. In general, the performance of Bayesian feedback to predict serum concentrations was relatively insensitive to bad population parameter estimates. However, large changes in RMSE could be observed with small changes in the true variance component parameters in particular in the intraindividual residual variance, sigma 2 epsilon, indicating that the prediction interval, in contrast to point prediction, is sensitive to bias in the estimates of the population parameters.
The performance of a computerized dosing aid in achieving a target serum concentration of lidocaine in the middle of the recommended therapeutic range (3.5 mg/L) was evaluated in 63 patients treated for acute ventricular arrhythmias. In all patients a serum concentration measurement was obtained shortly after starting lidocaine infusion. In 22 patients a microcomputer program based on a Bayesian forecasting technique was used for dosing recommendations, whereas in 41 the serum concentration was interpreted and the dose was adjusted by the unaided physician. Both groups were similar with respect to the average concentration achieved (control: 3.8 +/- 1.13 [SD] mg/L, computer-aided: 3.5 +/- 0.59 mg/L). However, the interindividual variability was significantly larger in the control group (95% confidence interval: 1.5 to 6.1 mg/L vs 2.3 to 4.7 mg/L [p less than 0.01]). Nine of the 41 patients in the control group had a lidocaine concentration outside the recommended therapeutic range of 2 to 5 mg/L compared to only 1 of 22 in the computer-aided group. Lidocaine concentrations greater than 2 mg/L were associated with significantly more effective suppression of ventricular arrhythmias (p less than 0.05). The results show that Bayesian forecasting outperforms the physician in early adjustment of lidocaine dosage based on serum concentration measurements.
A method for stable measurement of ECG in an excised guinea pig heart was presented. The effects of quinidine and its major metabolite, 3-OH quinidine, on QT interval were compared using excised guinea pig hearts with A-V nodal rhythm paced at a constant frequency (190 beats/min). The relative potency of 3-OH quinidine to its parent drug was about one-fourth. Taking into account the fact that the free fraction of 3-OH quinidine in blood is larger than quinidine, this metabolite may contribute to the effects of quinidine in man. Changing the frequency of electrical pacing in excised hearts with A-V nodal rhythm, the RR-QT relation was determined to be rather linear, and this relation became more curvilinear after addition of quinidine (2 mg/liter), suggesting that the Bazett's formula for correcting QT interval with the heart rate is not applicable to guinea pig heart and/or after an addition of drug.
The pharmacokinetics of a major metabolite of quinidine in humans, quinidine-N-oxide, were investigated after single oral doses (3 to 15 mg) in four healthy subjects. The concentration in serum and urine was determined by an HPLC assay. Because of a small volume of distribution, the elimination half-life of quinidine-N-oxide was only 2.5 +/- 0.28 hours (mean +/- SD), considerably shorter than that of quinidine. The renal clearance was 1.3 +/- 0.3 L/hr. Only 13.9% +/- 3.7% of the dose was recovered in urine as unchanged compound for up to 12 hours. Two unidentified compounds with the same retention time as quinidine and 3-hydroxyquinidine were found in the urine samples of two subjects. The free fraction in serum was 3.3% +/- 0.83%. No systematic changes in heart rate-corrected QT interval were observed up to concentrations of 500 ng/ml. The results indicate that quinidine-N-oxide, in contrast to 3-hydroxyquinidine, does not possess quinidine-like pharmacologic activity.
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The population pharmacokinetic parameters describing the plasma concentration versus time profile of alfentanil in patients undergoing general anesthesia were determined from 614 plasma concentration measurements collected in four previously reported studies with a total of 45 patients. A nonlinear regression analysis evaluating the effect of six concomitant variables revealed a significant influence of body weight on the volume of the central compartment (Vc), and a decrease with age of total body clearance (CL) and of redistribution rate from the deep compartment (k31). A small but significant effect of sex on the Vc was also observed. The duration of anesthesia and the concomitant administration of inhalational anesthetics had no effect on alfentanil pharmacokinetic parameters. The mean CL and Vc for alfentanil in a 70-kg male, aged less than 40 yr, were estimated as 0.356 l/min and 7.77 l, respectively. After correction for age, body weight, and sex, the remaining interindividual variability of alfentanil kinetics (expressed as coefficient of variation) was 48% for CL and 33% for Vc. These population pharmacokinetic parameter estimates should increase the accuracy of predicting concentration-time profiles for intravenous alfentanil infusions. A computer program is presented that allows prediction of the alfentanil plasma concentration and the 68% interval limits of the prediction from the study data analysis.
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We investigated the antiarrhythmic activity of two major metabolites of quinidine in human, 3-hydroxyquinidine and quinidine-N-oxide, alone and in combination with the parent drug in an experimental model using reperfusion arrhythmias in an isolated rat heart preparation. No definite pharmacological activity could be shown for quinidine-N-oxide up to concentrations of 16 mg/l. Quinidine and 3-hydroxyquinidine prevented ventricular fibrillation and ventricular tachycardia after coronary reperfusion in a concentration-dependent manner. The relationship between the drug concentration in the perfusate and the fractional suppression of arrhythmia could be described adequately for both compounds by the Hill equation. Whereas no difference was found for the Hill coefficient, the estimates of the concentration associated with 50% arrhythmia suppression was significantly higher for 3-hydroxyquinidine (10.7 +/- 0.3 mg/l vs. 2.2 +/- 0.25 mg/l), indicating that the relative potency of the metabolite was only about 20% compared to the parent compound. To investigate the pharmacodynamic interaction of the two compounds the concentration-response curve was determined for quinidine also in the presence of 3-hydroxyquinidine at a constant concentration of 4 mg/l. A method has been derived that allows quantitative assessment of the pharmacodynamic interaction of two compounds for which the concentration-effect relationship can be described by the Hill equation. The results indicate that the antiarrhythmic effects of 3-hydroxyquinidine and quinidine are additive.
The (+)-enantiomer of the dihydropyridine 202-791 produced coronary constrictor and positive inotropic effects in Langendorff-perfused rat hearts whereas (--)-202-791 showed coronary dilator and negative inotropic effects. Both enantiomers showed the vascular effects at lower concentrations than the myocardial effects. Furthermore, the (+)-enantiomer significantly increased whilst the (--)-enantiomer reduced the number of ventricular ectopic beats occurring during coronary ligation. Arrhythmia-enhancing effects must therefore be considered when the potential therapeutic uses of calcium channel activators are discussed.