盐酸维拉帕米渗透泵片溶出度与人体生物利用度研究

溶出度按Weibull's分布处理得T_d=5.76 h,T₅₀=3.9 h,零级溶出速度常数K_t=9.9450,平均体外溶解时间MDT=5.391 h。测定8名健康受试者,单剂量口服,得C_max=76.2±16.7 ng/ml,T_amx=8.0 h,t_1/2=9.75 h,MRT=19.41 h,MAT=5.34 h,与Knoll公司SR片相比,F_rel=101.71%;与市售普通片相比,F_rel=96.16%。多剂量口服,得C_max=121.47±34.5 ng/ml,T_max=7.14 h。按Loo-Riegelman方程处理表明体内外显著相关。理论值与实测值基本相符。     

Comparison of ED, EID, and API Criteria for the Robust Optimization of Sampling Times in Pharmacokinetics

Optimization of the sampling schedule can be used in pharmacokinetic (PK) experiments to increase the accuracy and the precision of parameter estimation or to reduce the number of samples required. Several optimization criteria that formally incorporate prior parameter uncertainty have been proposed earlier. These criteria consist in finding the sampling schedule that maximizes the expectation (over a given parameter distribution) of det F (ED-optimality) or Log(det F) (API-optimality), or minimizes the expectation of 1/det F (EID-optimality), where F is the Fisher information matrix. The precision and the accuracy of parameter estimation after having fitted a PK model to a small number of optimal data points (determined according to D, ED, EID, and API criteria) or to a naive sampling schedule were compared in a Monte Carlo simulation study. A one-compartment model with first-order absorption rate (3 parameters) and a two-compartment model with zero-order infusion rate (4 parameters) were considered. Data were simulated for 300 subjects with both structural models, combined with several residual error models (homoscedastic, heteroscedastic with constant or variable coefficient of variation). Interindividual variabilities in PK parameters ranged from 25–66%. ED-, EID-, and API-optimal sampling times were calculated using the software OSP-Fit. Three or five samples were allowed for parameter estimation by extended least-squares. Performances of each design criterion were evaluated in terms of mean prediction error, root mean squared error, and number of acceptable estimates (i.e., with a SE less than 30%). Compared to the D-optimal design, the EID and API designs reduced the bias and the imprecision of the estimation of the parameters having a large interindividual variability. Moreover, the API design resulted in some cases in a higher number of acceptable estimates.     

Pharmacokinetics of isoforskolin after administration via different routes in guinea pigs

1.?The objective of this study was to characterize the pharmacokinetics of isoforskolin after oral, intraperitoneal and intravenous administration, as well as to compare bioavailability.

2.?Isoforskolin was administered to guinea pigs at a dose of 2?mg/kg. Plasma concentrations were determined by high-performance liquid chromatography–electrospray ionization–tandem mass spectrometry (HPLC–ESI–MS/MS) method. The pharmacokinetic parameters were calculated by a noncompartmental method. A compartment model was also adopted to describe the pharmacokinetic profiles.

3.?The pharmacokinetic behavior of intravenously administered isoforskolin was characterized by rapid and extensive distribution (V_z?=?16.82?±?8.42?L/kg) followed by rapid elimination from the body (Cl?=?9.63?±?4.21?L/kg/h). After intraperitoneal administration, isoforskolin was absorbed rapidly (T_max?=?0.12?±?0.05?h). The pharmacokinetic profiles of isoforskolin were similar after intraperitoneal and intravenous administration, except for the concentrations at the initial sampling times. Isoforskolin was also absorbed rapidly following oral dosing; however, the concentration–time data were best fit to a one-compartment model, which was different from that observed after intravenous and intraperitoneal administration. Following intraperitoneal and oral administration, the absolute bioavailability of isoforskolin was 64.12% and 49.25%, respectively.

4.?Isoforskolin is a good candidate for oral administration because of its good oral bioavailability.     

The Area Function Method for Assessing the Drug Absorption Rate in Linear Systems with Zero-Order Input

A noncompartmental approach for determination of the apparent zero-order absorption rate constant (k ₀) has been developed. The procedure evolves from the convolution integral and requires individual oral-dose plasma concentration values and calculation of area intervals under the plasma concentration–time curves after intravenous administration. The proposed method was evaluated and compared with the Wagner–Nelson, Loo–Riegelman, deconvolution, nonlinear regression, and moment methods using errorless and errant simulation data for one- or two-compartment models. The area function method is generally equal to the best of these techniques (nonlinear regression) and superior to the weaker methods (moment, deconvolution, Loo–Riegelman), especially for errant two-compartment data. Coupled with a companion procedure for constructing fraction absorbed versus time plots and assessing first-order absorption rate constants, the area function methods offer direct and accurate means of discerning drug absorption kinetics without the need for assignment of a disposition model for drugs with linear elimination kinetics.     

Modelling ocular pharmacokinetics of fluorescein administered as lyophilisate or conventional eye drops

Objective The objective of this evaluation was to model ocular pharmacokinetics of fluorescein administered as conventional eye drops and as lyophilisate to healthy volunteers in order to assess the relative bioavailability of the lyophilisate formulation. Methods A total of 44 healthy subjects received equivalent doses of fluorescein as lyophilisate to one eye and as eye drops to the fellow eye in three individual studies. Fluorescein concentrations in the cornea and anterior chamber were measured by fluorophotometry. Data were analyzed by noncompartmental methods (WinNonlin software) and by compartmental population pharmacokinetic methods (NONMEM software). Results Compared to eye drops, both maximum fluorescein concentrations (C_max) and the areas under the concentration-time curve (AUC_0-t ) values of fluorescein in the cornea and anterior chamber for lyophilisate were increased in the noncompartmental analysis: mean lyophilisate C_max in the studies was 6.3- to 14.6-fold higher and mean AUC_0–t was 4.7- to 8.9-fold higher for ocular concentrations in the three studies. A three-compartment open model with first-order elimination from the anterior chamber adequately described population data. Estimated fluorescein systemic bioavailability (F) via the ocular route from lyophilisate relative to eye drops was 3.7-fold higher (95% CI 2.6–4.8). Conclusion The data clearly show a considerably superior intraocular bioavailability of fluorescein when given as lyophilisate compared to conventional eye drops. There is a clear pharmacokinetic advantage of the lyophilisate preparation.     

Comparative analysis of the effects of rice and bread meals on bioavailability of itraconazole using NONMEM in healthy volunteers

Objective The objectives of this retrospective study were to examine the relationship between the bioavailability of itraconazole and the type of food consumed and to determine the effects of food consumption on the pharmacokinetic parameters following a single oral dose of itraconazole in healthy volunteers.Methods The plasma itraconazole concentration-time data were pooled from four pharmacokinetic studies in 144 healthy subjects. Individual pharmacokinetic values were estimated as model-independent (AUC, C _max, and T _max) and model-dependent (T _lag, K _a, K _cp, K _pc, K _el, and V _d/F; two-compartment open model with lag time) parameters using the WinNonlin software program. We estimated the population characteristics of the food effects using NONMEM.Results The consumption of a bread meal before the administration of itraconazole caused a significant increase in its bioavailability, as well as increases in the peak plasma concentration and lag time for itraconazole absorption. On the contrary, consumption of a rice meal before the administration of itraconazole caused a significant decrease in its bioavailability.Conclusion Therefore, although a dose of itraconazole is normally administered immediately after a meal to increase its bioavailability, this is not an effective strategy after a rice meal.     

Estimation of the steady-state volume of distribution for digoxin: a comparison of model-independent methods with a two-compartment model in healthy volunteers

Digoxin serum concentration vs. time data have been described in the literature by a linear two-compartment model. When calculating the steady-state volume of distribution for digoxin after oral dosing, a computer fitting program is often used because of the complex first-order absorption, two-compartment model employed. Since computer programs are not always available, we computed and compared the steady-state volume of distribution/bioavailability for digoxin using both a model-independent (area) and compartmental approach. Six healthy subjects participated in the study; each received digoxin 0.2 mg in capsule form daily for ten days. The mean steady-state volume of distribution/bioavailability calculated by noncompartmental analysis was 785 L and the mean for compartmental analysis was 784 L. The small difference between methods suggests that area analysis offers a simpler alternative to computerized compartmental fitting to determine this parameter for digoxin.     

Butriptyline: Human pharmacokinetics and comparative bioavailability of conventional and sustained release formulations

The pharmacokinetics and relative bioavailability of butriptyline from conventional and a sustained release (SR) formulation have been studied in a panel of 14 volunteers. A single oral dose of 75 mg butriptyline hydrochloride was administered and a 2 × 2 latin square design was followed. Pharmacokinetic modelling has shown that the plasma butriptyline concentration/time profile is adequately described by a two-compartment open model; good agreement was obtained for the model-fitted and measured parameters. The SR formulation was shown to possess sustained release characteristics as evidenced by the increase in T_max for 2.6 to 7.5 h, the decrease in C_max from 46.5 to 20.3 ng ml^?1, and a three-fold increase in ‘half-value duration’ (HVD). The changes have been achieved without any significant decrease in the relative bioavailability of the SR formulation. The half-life of butriptyline in plasma was about 20 h and was not formulation dependant.     

A d-optimal designed population pharmacokinetic study of oral itraconazole in adult cystic fibrosis patients

AIM: The primary objective of the study was to estimate the population pharmacokinetic parameters for itraconazole and hydroxy-itraconazole, in particular, the relative oral bioavailability of the capsule compared with solution in adult cystic fibrosis patients, in order to develop new dosing guidelines. A secondary objective was to evaluate the performance of a population optimal design. METHODS: The blood sampling times for the population study were optimized previously using POPT v.2.0. The design was based on the administration of solution and capsules to 30 patients in a cross-over study. Prior information suggested that itraconazole is generally well described by a two-compartment disposition model with either linear or saturable elimination. The pharmacokinetics of itraconazole and the metabolite were modelled simultaneously using NONMEM. Dosing schedules were simulated to assess their ability to achieve a trough target concentration of 0.5 mg ml(-1). RESULTS: Out of 241 blood samples, 94% were taken within the defined optimal sampling windows. A two-compartment model with first order absorption and elimination best described itraconazole kinetics, with first order metabolism to the hydroxy-metabolite. For itraconazole the absorption rate constants (between-subject variability) for capsule and solution were 0.0315 h(-1) (91.9%) and 0.125 h(-1) (106.3%), respectively, and the relative bioavailability of the capsule was 0.82 (62.3%) (confidence interval 0.36, 1.97), compared with the solution. There was no evidence of nonlinearity. Simulations from the final model showed that a dosing schedule of 500 mg twice daily for both formulations provided the highest chance of target success. CONCLUSION: The optimal design performed well and the pharmacokinetics of itraconazole and hydroxy-itraconazole were described adequately by the model. The relative bioavailability for itraconazole capsules was 82% compared with the solution.     

Bioavailability of diazepam after intramuscular injection of its water-soluble prodrug alone or with atropine–pralidoxime in healthy volunteers

Background and purpose:

The aim of this study was to assess the relative bioavailability of diazepam after administration of diazepam itself or as a water-soluble prodrug, avizafone, in humans.

Experimental approach:

The study was conducted in an open, randomized, single-dose, three-way, cross-over design. Each subject received intramuscular injections of avizafone (20 mg), diazepam (11.3 mg) or avizafone (20 mg) combined with atropine (2 mg) and pralidoxime (350 mg) using a bi-compartmental auto-injector (AIBC). Plasma concentrations of diazepam were quantified using a validated LC/MS–MS assay, and were analysed by both a non-compartmental approach and by compartmental modelling.

Key results:

The maximum concentration (C_max) of diazepam after avizafone injection was higher than that obtained after injection of diazepam itself (231 vs. 148 ng·mL⁻¹), while area under the curve (AUC) values were equal. Diazepam concentrations reached their maximal value faster after injection of avizafone. Injection of avizafone with atropine–pralidoxime (AIBC) had no effect on diazepam C_max and AUC, but the time to C_max was increased, relative to avizafone injected alone. According to the Akaike criterion, the pharmacokinetics of diazepam after injection as a prodrug was best described as a two-compartment with zero-order absorption model. When atropine and pralidoxime were injected with avizafone, the best pharmacokinetic model was a two-compartment with a first-order absorption model.

Conclusion and implications:

Diazepam had a faster entry to the general circulation and achieved higher C_max after injection of prodrug than after the parent drug. Administration of avizafone in combination with atropine and pralidoxime by AIBC had no significant effect on diazepam AUC and C_max.     

Pharmacokinetics of a single dose of ofloxacin in healthy elderly subjects using noncompartmental and compartmental models

The pharmacokinetics of ofloxacin following a single 200 mg oral dose were studied in twelve healthy elderly volunteers. Relevant pharmacokinetic parameters were analysed by both noncompartmental and compartmental models. In compartmental analysis, the data on plasma concentrations was best described by an open two-compartment model. A zero-order absorption behaviour was found in some volunteers. The terminal half-lives were slightly prolonged and ranged from 6.2–11.6 h. A linear relationship was found between the renal clearance of the drug and the estimated creatinine clearance. Computer predictions of a multiple 200 mg dose regimen showed no important accumulation of ofloxacin. The recommendation of some authors that, in general, ofloxacin dosage may be halved in the elderly could not be confirmed. This has to be determined through further clinical experience in elderly ill subjects.     

Pharmacokinetic modeling and simulation of etodolac following single oral administration in dogs

1. Etodolac is a nonsteroidal anti-inflammatory drug with selective cyclooxygenase-2 inhibition to treat pain and inflammation associated with osteoarthritis in humans and dogs. The aim of the study was to investigate the pharmacokinetics of etodolac following single oral administration of 200?mg to 10 healthy beagle dogs.

2. The plasma concentrations of etodolac were detected using liquid chromatography-tandem mass spectrometry. Pharmacokinetic analysis was conducted using the noncompartmental method and modeling approaches.

3. Etodolac was rapidly absorbed (T_max?=?0.85?h, K_a?=?1.49?h^?1) and slowly eliminated (T_1/2?=?39.55?h) following oral administration to the dogs. A two-compartment pharmacokinetic model with first-order absorption and elimination rate constants was successfully explained for the pharmacokinetic aspects of etodolac in dogs. From a Monte Carlo simulation (1000 repetitions), the accumulation index and AUC_τ at steady state were predicted as 1.60 [90% confidence intervals (CI), 1.24–2.81] and 408.18?ng·hr/mL [90% CI, 271.26–590.58?ng·hr/mL], respectively.

4. This study will help to enact a more accurate optimal dosing regimen of etodolac in dogs with osteoarthritis, and may be useful in developing a novel formulation of etodolac for human in the future.

     

Population Pharmacokinetic Measures,Their Estimation and Selection of Sampling Times

In pharmacokinetic (PK) studies, including bioavailability assessment, various population PK measures, such as area under the curve (AUC), maximal concentration (C _max ) and time to maximal concentration (T _max ) are estimated. In this paper we compare a model-based approach, where parameters of a compartmental model are estimated and the explicit formulae for PK measures are used, and a model-independent approach, where numerical integration algorithms are used for AUC and sample estimates for C _max and T _max . Since regulatory agencies usually require the model-independent estimation of PK measures, we focus on the empirical approach while using the model-based approach and corresponding measures as a benchmark. We show how to “split” a single sampling grid into two or more subsets, which substantially reduces the number of samples taken for each patient, but often has little effect on the precision of estimation of PK measures in terms of mean squared error (MSE). We give explicit formulae for the MSE of the empirical estimator of AUC for a simple example and discuss how costs may be taken into account.     

Pharmacokinetic Analysis of Mizolastine in Healthy Young Volunteers After Single Oral and Intravenous Doses: Noncompartmental Approach and Compartmental Modeling

This paper presents the analysis of the kinetics of a new antihistamine, mizolastine, in 18 healthy volunteers, from concentrations measured after an intravenous infusion and two different oral administrations: tablet and capsule. Two approaches were used to analyze these data: (i) a noncompartmental approach implemented in PHARM-NCA: (ii) a compartmental modeling approach implemented in a new S-PLUS library. NLS2, ⁵ which allows the estimation of variance parameters simultaneously with the kinetic parameters. For the compartmental modeling approach, two-compartment open models were used. According to the Akaike criterion, the best model describing the kinetics of mizolastine after oral administration was the zero-order absorption model. The kinetic parameters obtained with PHARM-NCA and NLS2 were similar. The estimated duration of absorption was greater for the tablets than for the capsules (with means equal to 1.13 hr and 0.84 hr respectively). After an intravenous infusion, the mean estimated clearance was 4.9 L/hr, the mean ₂ -phase apparent volume of distribution was 89.6 L and the mean terminal half-life was 12.9 hr.     

Development and preliminary application of a simple assay of S-mephenytoin 4-hydroxylase activity in human liver microsomes

Summary The absolute bioavailability (f) and pharmacokinetics of transnasal butorphanol were evaluated in patients experiencing rhinitis. In an open three-way crossover study, a single 2-mg dose of butorphanol tartrate was administered by intravenous bolus injection (Treatment A), by the transnasal route (Treatment B), or by the transnasal route with pretreatment of the vasoconstrictor, oxymetazoline (Treatment C). Plasma concentrations of butorphanol were determined using a drug specific radioimmunoassay. The pharmacokinetic parameters were derived using the noncompartmental methods.Butorphanol was rapidly absorbed after transnasal administration. The mean maximum concentrations (C_max) for the transnasal treatment with and without pretreatment of oxymetazoline were 1.61 and 3.01 ng·ml^–1, respectively. The corresponding mean absorption times (MAT) were 1.34 and 0.23 h. The mean half-life values were 5.95, 6.28, and 5.77 h, for treatments A, B, and C, respectively. The resulting mean area under the plasma concentration curve (AUC) values were 11.9, 8.6, and 8.07 ng·h·ml^–1 for treatments A, B, and C, respectively.The estimates for absolute bioavailability (f) of transnasal butorphanol were 69% and 72% when administered with and without oxymetazoline, respectively. The mean CL_T and V_ss were 121 l·h^–1 and 791 l, respectively, for the intravenous treatment. The pretreatment of oxymetazoline significantly lowered the C_max and prolonged the absorption time of butorphanol. Although the rate of absorption of transnasal butorphanol was affected by oxymetazoline, the absolute bioavailability in rhinitis patients (72%) was similar to that found with the pretreatment of oxymetazoline (69%) and those reported in healthy volunteers.Dosage regimen of transnasal butorphanol does not need modification in patients experiencing rhinitis even when they are pretreated with oxymetazoline.     

Bioavailability of dextromethorphan (as dextrorphan) from sustained release formulations in the presence of guaifenesin in human volunteers

A multiple dose bioavailability study with six healthy male human volunteers was conducted. The bioavailability of an experimental sustained release tablet containing dextromethorphan hydrobromide (DXP-HBr), was compared with a marketed sustained release DXP-HBr suspension in a three-way crossover study. Plasma samples, collected serially after oral drug administration, were analysed for the major metabolite of dextromethorphan (DXP), dextrorphan (DX), using a specific HPLC method with fluorescence detection. The bioavailability parameters; area under the concentration–time curve (AUC), maximum plasma concentration (C_max), and time to peak (T_max), were obtained from the plasma concentration–time data. Additionally, pharmacokinetic parameters such as mean residence time (MRT), accumulation factor (R), fluctuation index (F_i), total body clearance (Cl), and the average concentration (C ¯) were estimated by using model independent kinetics approach. Analysis of variance of the data revealed that the presence of guaifenesin in the test formulation does not appear to have a statistically significant (p >0.05) effect on the bioavailability of dextromethorphan as dextrorphan. The relative bioavailability of the tablet dosage form with respect to the suspension was found to be 113% on Day 1 and 110% on Day 6. Copyright © 1998 John Wiley & Sons, Ltd.     

Bioavailability and pharmacokinetic model for ritonavir in the rat

The aim of this study is to investigate in vivo the oral bioavailability of ritonavir and to evaluate the pharmacokinetic model that best describes the plasma concentration behavior after oral and intravenous administration. Male Wistar rats were intravenously administered at 3 mg dose of pure ritonavir and oral administered at 4.6 +/- 2.5 mg of diluted Norvir. Blood samples were taken by means of the jugular vein for a 24 h period of time. An analytical high-performance liquid chromatography (HPLC) technique was developed in order to quantify ritonavir plasma concentrations. A nonlinear modeling approach was used to estimate the pharmacokinetic parameters of interest. Results showed that a two-compartmental model with zero-order kinetic in the incorporation process of ritonavir into the body better fitted intravenous and oral data. The estimated oral bioavailability by means of noncompartmental and compartmental approaches resulted in 74% and 76.4%, respectively. These values confirm the ones obtained by other authors in the rat. In conclusion, a zero-order kinetic in the incorporation process at the administered doses suggests the saturation of the possible specialized transport mechanisms involved in the incorporation of ritonavir into the body. These results could justify the use of low doses of ritonavir when improving the bioavailability of other protease inhibitors (PIs) is required.     

Study Reanalysis Using a Mechanism-Based Pharmacokinetic/Pharmacodynamic Model of Pramlintide in Subjects with Type 1 Diabetes

This report describes a pharmacokinetic/pharmacodynamic model for pramlintide, an amylinomimetic, in type 1 diabetes mellitus (T1DM). Plasma glucose and drug concentrations were obtained following bolus and 2-h intravenous infusions of pramlintide at three dose levels or placebo in 25 T1DM subjects during the postprandial period in a crossover study. The original clinical data were reanalyzed by mechanism-based population modeling. Pramlintide pharmacokinetics followed a two-compartment model with zero-order infusion and first-order elimination. Pramlintide lowered overall postprandial plasma glucose AUC (AUC_net) and delayed the time to peak plasma glucose after a meal (T _max). The delay in glucose T _max and reduction of AUC_net indicate that overall plasma glucose concentrations might be affected by differing mechanisms of action of pramlintide. The observed increase in glucose T _max following pramlintide treatment was independent of dose within the studied dose range and was adequately described by a dose-independent, maximum pramlintide effect on gastric emptying of glucose in the model. The inhibition of endogenous glucose production by pramlintide was described using a sigmoidal function with capacity and sensitivity parameter estimates of 0.995 for I _max and 23.8 pmol/L for IC₅₀. The parameter estimates are in good agreement with literature values and the IC₅₀ is well within the range of postprandial plasma amylin concentrations in healthy humans, indicating physiological relevance of the pramlintide effect on glucagon secretion in the postprandial state. This model may prove to be useful in future clinical studies of other amylinomimetics or antidiabetic drugs with similar mechanisms of action.