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A minimal physiologically-based pharmacokinetic model to investigate CNS distribution of metronidazole in ICU patients

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A minimal physiologically-based pharmacokinetic model to investigate CNS distribution of metronidazole in ICU

patients

Alexia Chauzy, Salim Bouchène, Nicolas Grégoire, William Couet, Olivier Mimoz, Sandrine Marchand, Claire Dahyot-Fizelier

To cite this version:

Alexia Chauzy, Salim Bouchène, Nicolas Grégoire, William Couet, Olivier Mimoz, et al.. A minimal physiologically-based pharmacokinetic model to investigate CNS distribution of metronidazole in ICU patients. 39ème Réunion Interdisciplinaire de Chimiothérapie Anti-Infectieuse (RICAI), Dec 2019, Paris, France. �hal-02528416�

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P-328

Alexia Chauzy1, Salim Bouchene4, Nicolas Grégoire1,2, William Couet1, 2, Olivier Mimoz1,3, Sandrine Marchand1, 2, Claire Dahyot-Fizelier1,3

1 INSERM U1070, Université de Poitiers, France - 2 Service de Pharmacocinétique, CHU de Poitiers, France - 3 Service d’Anesthésie et de

Réanimation, CHU de Poitiers, France - 4 Certara, Paris, France

A minimal physiologically-based pharmacokinetic model to

investigate CNS distribution of metronidazole in ICU patients

 Metronidazole is used to treat brain infections due to anaerobic bacteria. A better understanding of anti-infective drugs pharmacokinetics (PK) in the CNS

is clearly needed [1, 2].

 Minimal Physiologically-Based Pharmacokinetic (PBPK) modelling approach is valuable to describe drug disposition from a mechanistic standpoint [3].

The alternative minimal PBPK models inherit major physiological attributes of whole-body PBPK models and offer a more rational basis than

compartmental models [3].

 Objective: To develop a minimal PBPK model in order to characterize metronidazole PK in plasma, brain extracellular fluid (ECF) and ventricular

cerebrospinal fluid (CSF) in ICU patients.

Introduction

• Height male patients (median age: 56±12 years, weight = 87±13 kg) were included in the analysis. They received a 30-min IV infusion of 500 mg metronidazole every 8 h.

• CSF samples were collected in 4 patients with high intracranial pressure (ICP) via an external ventricular drainage (EVD) system into the lateral brain ventricles. CSF samples were collected at one occasion at steady state.

• ECF concentrations were measured in 4 other patients with traumatic brain injury by microdialysis technique at one occasion at steady state [2].

• Blood samples were collected simultaneously. Plasma unbound fraction was determined by ultrafiltration and all samples were assayed by LC-MS/MS [2].

Material & Methods

Results

Metronidazole demonstrated an extensive distribution through BBB and BCSFB, governed by passive

diffusion. These results are consistent with the fact that metronidazole is not known to be a substrate of

efflux transport systems at the CNS level.

The distribution clearance across the BBB (PS

ECF

) was more rapid than the distribution clearance across the

BCSFB (PS

CSF

), consistent with the larger surface area of BBB relative to the BCSFB [10].

The minimal PBPK model will then be used to make simulations in various dosing regimen or/and

physio-pathological situations.

Conclusion & Perspectives

[1] Nau et al., Clin Microbiol Rev. 2010

[2] Frasca et al., Antimicrob Agents Chemother. 2014 [3] Cao et al., J Pharmacokinet Pharmacodyn. 2012 [4] de Lange EC, J Pharmacokinet Pharmacodyn. 2013 [5] Brown et al., Toxicol Ind Health. 1997

[6] https://members.simcyp.com/account/tools/PS/, 2013 [7] Westerhout et al., J Pharm Sci. 2011

[8] Ball et al., J Pharm Sci. 2012 [9] Tunblad et al., Pharm Res. 2004

[10] Kielbasa et al., Drug Metab Dispos. 2008

References

Study design

1.

• The CNS was represented by 3 compartments: the brain vasculature, the brain ECF and the brain CSF. The rest of the tissues were lumped as a single, perfusion limited and well-stirred tissue compartment (Figure 1).

• The tissue compartments were connected via blood flow (Q) to a plasma pool in a closed-loop format.

• Volumes (V) and blood flows were fixed to their physiological value obtained from literature [4-8].

• Metronidazole elimination was implemented as a total unbound plasma clearance representing both its renal excretion and hepatic metabolism [4].

• Dialysates, collected as fractions during various time intervals, were modeled as the integral over each collection interval [9].

Minimal PBPK model

2.

• The elimination of metronidazole from the CSF compartment was implemented using EVD flows (QEVD), determined experimentally, as a covariate.

• As EVD is set when the outflow of CSF (QCSF-out) is obstructed, 𝑄𝐶𝑆𝐹−𝑜𝑢𝑡 = 𝑝ℎ𝑦𝑠𝑖𝑜𝑙𝑜𝑔𝑖𝑐𝑎𝑙 𝑄𝐶𝑆𝐹−𝑜𝑢𝑡−𝑄𝐸𝑉𝐷 in this case.

• Parameters values were estimated using NONMEM 7.4

Figure 1. Schematic representation of metronidazole minimal PBPK model: parameters in blue are set to their physiological value or fixed and parameters in black are

estimated. The dashed line

represents the blood-brain barrier (BBB) and the blood-CSF barrier

(BCSFB), PS the clearance

distribution across both the BBB and the BCSFB.

Table 1. Typical estimates for metronidazole pharmacokinetic parameters

Parameter Typical value (RSE%) IIV CV% (RSE %) Kpres 0.799 (7.4) -CLtot (L/h) 7.28 (10.9) 33.6 (47.6) PSECF (L/h) 1.56 (42.1) -PSCSF (L/h) 0.176 (65.2) -RSE: Relative Standard Error ; IIV: Inter-individual Variability ; CV = Coefficient of Variation

Figure 3: Visual predictive checks of the final PBPK model for unbound metronidazole plasma, ECF and CSF concentrations. Circles represent observed data and the blue-shaded area depicts the

90% prediction interval for 1000 simulated

profiles. Figure 2. Plasma, brain ECF and CSF concentration-time profiles

for metronidazole. The circles represent the observed data, the green solid lines the individual predictions and the grey dashed lines the population predictions.

• The model well described unbound metronidazole PK profiles in plasma, ECF and CSF (Figures 2-3). • No active transport was implemented in the model

but the bidirectional passive diffusion across the BBB was estimated to be almost 10 times more rapid (PSECF = 1.56 L/h) than across the BCSFB (PSCSF = 0.176 L/h) (Table 1).

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