Comparison of area under the curve for vancomycin from one- and two-compartment models using sparse data
Nyein Hsu Maung, Janthima Methaneethorn, Thitima Wattanavijitkul, Tatta Sriboonruang
Abstract
<h3>Background and objective</h3> Vancomycin pharmacokinetics have been described by both one- and two-compartment models. One-compartment models are widely used to predict the area under the curve (AUC), a useful parameter for determining the efficacy and safety of vancomycin, based on sparse data collected during therapeutic drug monitoring. It is uncertain whether AUCs from one-compartment models with sparsely sampled data can sufficiently represent the true AUC. This study aimed to compare AUC estimates from one- and two-compartment models using sparse data. The reliability of AUCs from models constructed with trough-only data was also assessed. <h3>Methods</h3> A previously published robust model was used to simulate vancomycin concentration points at 15 min intervals in 100 patients. From these simulated data, the reference AUC (AUC<sub>ref</sub>) was calculated and two depleted dataset versions (trough-only and peak-trough datasets) were also created. One- and two-compartment models were built from the depleted datasets with the use of NONMEM. Vancomycin 24-hour AUC was calculated from concentration–time profiles of each model by a linear trapezoidal formula at three different time periods: 0–24 hours (AUC<sub>0–24</sub>), 24–48 hours (AUC<sub>24–48</sub>) and 0–48 hours (AUC<sub>avg</sub>). The deviation of each of the AUCs from the AUC<sub>ref</sub> was examined to assess the AUC predictability of models from sparse data. The difference in AUCs between one- and two-compartment models was analysed from statistical and clinical perspectives. <h3>Results</h3> When assessing the deviation of each AUC from the AUC<sub>ref</sub>, the one-compartment model from both peak-trough and trough-only data could adequately represent the true AUC with no statistically significant differences. Two-compartment model from peak-trough data also provided similar AUC estimates with the AUCref. However, AUCs from the two-compartment model with trough-only data did not adequately represent the true AUC, with significant differences of 25.16% for AUC<sub>0–24</sub>, 15.92% for AUC<sub>24–48</sub> and 19.45% for AUC<sub>avg</sub>. <h3>Conclusion</h3> Regardless of statistically significant differences between AUCs from one- and two-compartment models, the level of difference was acceptable from the clinical perspective, being <17% in models from peak-trough data. Therefore, both one- and two-compartment models with sparse data having at least a pair of peak-trough data per patient could be reliable for predicting AUC. Furthermore, AUCs of the one-compartment model from trough-only data did not show a significant difference from the AUC<sub>ref</sub>. Hence, one-compartment models developed from trough-only data could be useful for predicting AUC when models with rich data are not available for the intended population. However, it is suggested that the use of the two-compartment model built from trough-only data should be avoided.