| Literature DB >> 35463912 |
Abdullah Alsultan1,2, Ahmed A Albassam3, Abdullah Alturki4, Abdulrahman Alsultan5,6, Mohammed Essa7,8,9, Bader Almuzzaini10, Salman Alfadhel4.
Abstract
Busulfan has high intra-individual variability and possible time-dependent changes in clearance, which complicates therapeutic drug monitoring (TDM), as first dose sampling may not predict the steady state concentrations. In this study, we aimed to use Bayesian pharmacokinetic parameters estimated from the first dose to predict the steady state AUC for busulfan. This observational study was conducted among pediatric patients at King Abdullah Specialist Children's Hospital. From each patient, we collected six blood samples (2, 2.25, 2.5, 3, 4, and 6 h after the start of IV infusion of the first dose). A subset of patients were also sampled at the steady state. First, we modeled the data using only the first dose. The model was used to estimate the empirical Bayesian estimates of clearance for each individual patient, then we used the empirical Bayesian estimates of clearance to predict the AUC0-tau at steady state (i.e., predicted AUC0-tau). Steady state AUC0-tau was also calculated for patients sampled at steady state using the trapezoidal method using raw time concentration data; this was considered the reference AUC0-tau.. Then, we compared the AUC0-tau predicted using the Bayesian approach with the reference AUC0-tau values. We calculated bias and precision to assess predictability. In total we had 33 patients sampled after first dose and at steady state. Using the Bayesian approach to predict the AUC0-tau, bias was -2.8% and precision was 33%. This indicates that first dose concentrations cannot accurately predict steady state busulfan concentrations; therefore, follow-up TDM may be required for optimal dosing.Entities:
Keywords: Bayesian pharmacokinetics; TDM (therapeutic drug monitoring); area under the blood concentration-time curve (AUC); busulfan; pharmacokinetics
Year: 2022 PMID: 35463912 PMCID: PMC9021690 DOI: 10.3389/fped.2022.834773
Source DB: PubMed Journal: Front Pediatr ISSN: 2296-2360 Impact factor: 3.418
Baseline demographics.
| Full data set | Patients sampled on 2 occasions (dose 1 and at steady state) | |
| Age | 6.4 ± 3.6 | 5.88 + 4.25 |
| Weight | 21.4 ± 10.7 | 21.64 + 14.19 |
| Gender | Male = 60 | Male = 19 |
| Dose (mg/kg) | 1 ± 0.14 | 1.00 + 0.166 |
Data presented as mean + sd.
PK parameter estimates.
| Base model | Final model | |
| PK parameter | Estimate (RSE%) | Estimate (RSE%) |
| V (L) | 15.17 (4.63%) | 16.1 (2.73%) |
| BSV for V | 51% (6.46%) | 29.6% (6.8%) |
| Shrinkage for V | 0.7% | 0.9% |
| Cl (L/h) | 4.78 (4.34%) | 5.02 (2.52%) |
| BSV for Cl | 48% (6.44%) | 27.8% (6.6%) |
| Shrinkage for Cl | 1.74% | 2.9% |
| Residual variability (b) | 0.11 (3.16%) | 0.1 (3.17%) |
RSE, relative standard error; BSV between subject variability expressed as the coefficient of variation %.
Both V and Cl in the final model are scaled to 20 kg.
V = 16.1 × (weight/20).
Cl = 5.02 × (weight/20)
FIGURE 1Goodness-of-fit plot for final population pharmacokinetic model. Right: Individual predictions of busulfan vs. observed concentrations. Left: Population predictions of busulfan vs. observed concentrations.
Bias and precision for AUC predictions.
| Bayesian approach | |
| Bias | −2.8% |
| Precision | 33% |
| % Error > 20% | 12 |
| % Error > 50% | 4 |
FIGURE 2Bland-Altman plots, dashed lines represent 20%.