Model‐informed precision dosing of teicoplanin for the rapid achievement of the target area under the concentration‐time curve: A simulation study

Author:

Oda Kazutaka12ORCID,Yamada Tomoyuki3,Matsumoto Kazuaki4ORCID,Hanai Yuki5,Ueda Takashi6,Samura Masaru7,Shigemi Akari8,Jono Hirofumi1ORCID,Saito Hideyuki1,Kimura Toshimi9ORCID

Affiliation:

1. Department of Pharmacy Kumamoto University Hospital Chuo‐ku, Kumamoto Japan

2. Department of Infection Control Kumamoto University Hospital Chuo‐ku, Kumamoto Japan

3. Department of Pharmacy Osaka Medical and Pharmaceutical University Hospital Takatsuki Osaka Japan

4. Division of Pharmacodynamics Keio University Faculty of Pharmacy Minato, Tokyo Japan

5. Department of Clinical Pharmacy, Faculty of Pharmaceutical Sciences Toho University Funabashi Chiba Japan

6. Department of Infection Control and Prevention, Hyogo College of Medicine Nishinomiya Hyogo Japan

7. Department of Pharmacy, Yokohama General Hospital Yokohama Kanagawa Japan

8. Department of Pharmacy Kagoshima University Hospital Kagoshima Kagoshima Japan

9. Department of Pharmacy Juntendo University Hospital Bunkyo‐ku, Tokyo Japan

Abstract

AbstractTeicoplanin, a glycopeptide antimicrobial, is recommended for therapeutic drug monitoring, but it remains unclear how to target the area under the concentration‐time curve (AUC). This simulation study purposed to demonstrate the potential of the Bayesian forecasting approach for the rapid achievement of the target AUC for teicoplanin. We generated concordant and discordant virtual populations against a Japanese population pharmacokinetic model. The predictive performance of the Bayesian posterior AUC in limited sampling on the first day against the reference AUC was evaluated as an acceptable target AUC ratio within the range of 0.8–1.2. In the concordant population, the probability for the maximum a priori or Bayesian posterior AUC on the first day (AUC0–24) was 61.3% or more than 77.0%, respectively. The Bayesian posterior AUC on the second day (AUC24–48) was more than 75.1%. In the discordant population, the probability for the maximum a priori or Bayesian posterior AUC0–24 was 15.5% or 11.7–80.7%, respectively. The probability for the maximum a priori or Bayesian posterior AUC24–48 was 23.4%, 30.2–82.1%. The AUC at steady‐state (AUCSS) was correlated with trough concentration at steady‐state, with a coefficient of determination of 0.930; the coefficients on days 7 and 4 were 0.442 and 0.125, respectively. In conclusion, this study demonstrated that early sampling could improve the probability of AUC0–24 and AUC24–48 but did not adequately predict AUCSS. Further studies are necessary to apply early sampling‐based model‐informed precision dosing in the clinical settings.

Publisher

Wiley

Subject

General Pharmacology, Toxicology and Pharmaceutics,General Biochemistry, Genetics and Molecular Biology,General Medicine,General Neuroscience

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