| Literature DB >> 34687040 |
Emmanuel Chigutsa1, Eric Jordie2, Matthew Riggs2, Ajay Nirula1, Ahmed Elmokadem2, Tim Knab2, Jenny Y Chien1.
Abstract
Neutralizing monoclonal antibodies (mAb), novel therapeutics for the treatment of coronavirus disease 2019 (COVID-19) caused by severe acute respiratory syndrome-coronavirus 2 (SARS-CoV-2), have been urgently researched from the start of the pandemic. The selection of the optimal mAb candidate and therapeutic dose were expedited using open-access in silico models. The maximally effective therapeutic mAb dose was determined through two approaches; both expanded on innovative, open-science initiatives. A physiologically-based pharmacokinetic (PBPK) model, incorporating physicochemical properties predictive of mAb clearance and tissue distribution, was used to estimate mAb exposure that maintained concentrations above 90% inhibitory concentration of in vitro neutralization in lung tissue for up to 4 weeks in 90% of patients. To achieve fastest viral clearance following onset of symptoms, a longitudinal SARS-CoV-2 viral dynamic model was applied to estimate viral clearance as a function of drug concentration and dose. The PBPK model-based approach suggested that a clinical dose between 175 and 500 mg of bamlanivimab would maintain target mAb concentrations in the lung tissue over 28 days in 90% of patients. The viral dynamic model suggested a 700 mg dose would achieve maximum viral elimination. Taken together, the first-in-human trial (NCT04411628) conservatively proceeded with a starting therapeutic dose of 700 mg and escalated to higher doses to evaluate the upper limit of safety and tolerability. Availability of open-access codes and application of novel in silico model-based approaches supported the selection of bamlanivimab and identified the lowest dose evaluated in this study that was expected to result in the maximum therapeutic effect before the first-in-human clinical trial.Entities:
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Year: 2021 PMID: 34687040 PMCID: PMC8653169 DOI: 10.1002/cpt.2459
Source DB: PubMed Journal: Clin Pharmacol Ther ISSN: 0009-9236 Impact factor: 6.903
Figure 1Graphical representation of modeling approaches. Diagram of physiologically‐based pharmacokinetic model for monoclonal antibodies (mAbs) with considerations for interstitial distribution through saturable endothelial, FcRN‐mediated transport mechanisms, figure concept from Jones et al. (a). Diagram of viral dynamic modeling, figure concept from Cangelosi et al. (b).
Candidate mAb dose expected to maintain concentration > IC90 over 14, 21, and 28 days for the typical patient and for 90% of patients
| mAb | Domain | ACE2 blocking | AC‐SINS score | Live virus IC50, ug/mL | Dose | |||||
|---|---|---|---|---|---|---|---|---|---|---|
| Geometric mean (min, max) | ||||||||||
| For a typical patient | For 90% of patients | |||||||||
| Day 14 | Day 21 | Day 28 | Day 14 | Day 21 | Day 28 | |||||
| 1 | S1 | No | 2·25 | 0.841 | 1,273 (918.7–2,303) | 1,664 (1,197–3,043) | 2,153 (1,542–3,988) | 3,295 (2,369–6,023) | 5,583 (3,981–10,440) | 9,236 (6,984–17,960) |
| 2 | RBD | Yes | 0 | 2.685 | 4,210 (2,607–11,580) | 5,662 (3,450–16,830) | 7,600 (4,534–25,280) | 11,190 (6,828–32,350) | 20,200 (11,890–67,670) | 37,020 (20,620–70,000) |
| 3 | NA | Yes | 0 | 1.3 |
1,977 NA |
2,599 NA |
3,387 NA |
5,145 NA |
8,838 NA |
14,990 NA |
| 4 | RBD | Yes | 0 | 1.112 | 1,684 (1,295–2,607) | 2,208 (1,692–3,450) | 2,867 (2,187–4,534) | 4,370 (3,349–6,828) | 7,446 (5,665–11,890) | 12,510 (9,370–20,620) |
| 5 | RBD | Yes | 1 | 0.04609 | 68.28 (25.16–237.5) | 88.16 (32.48–307.3) | 112.3 (41.38–392.2) | 174.3 (64.21–607.5) | 286.4 (105.4–1,002) | 454.9 (166.9–1,598) |
ACE2, angiotensin‐converting enzyme; AC‐SINS, affinity‐capture self‐interaction nanoparticle spectroscopy; IC50, half‐maximal inhibitory concentration; IC90, 90% inhibitory concentration; mAb, monoclonal antibody; NA, not applicable; Min, minimum; Max, maximum; S, spike protein; NTD, N‐terminus domain; RBD, receptor‐binding domain.
Dose for mAb 1, 2, 4, and 5 is the geometric mean of data from three assay laboratories. Data for mAb 3 was available from one assay laboratory only.
IC90 = 9 × IC50.
mAb 5 corresponds to bamlanivimab.
Figure 2Simulated candidate mAb plasma pharmacokinetic profiles. Simulation of the expected plasma mAb concentration‐time profiles for mAbs with a range of AC‐SINS scores over 28 days. The mAbs with AC‐SINS scores from 0–8 are color coded as per the legend. Simulation assumes a 71 kg individual infused with 700 mg of antibody over 2 hours. AC‐SINS, affinity‐capture self‐interaction nanoparticle spectroscopy; mAb, monoclonal antibody.
Figure 3Representative simulated plasma and lung mAb concentration‐time profile. Physiologically‐based pharmacokinetic model output depicting the differential mAb concentration‐time profile expected in plasma and lung tissue over 28 days. Data are simulated for a mAb with an AC‐SINS score of 1. Simulation assumes a 71 kg individual infused with 700 mg of antibody over 2 hours. AC‐SINS, affinity‐capture self‐interaction nanoparticle spectroscopy; mAb, monoclonal antibody.
Figure 4Overlay of pharmacokinetic (PK) profiles as predicted a priori using the physiologically‐based pharmacokinetic (PBPK) model with observed data from the first‐in‐human trial. Bamlanivimab serum concentrations from cohorts of patients receiving 700, 2,800, or 7,000 mg of bamlanivimab. Red data points are the observed clinical data from each of the respective three cohorts. The grey shaded area represents the 90% prediction interval from PBPK modeling with the black dotted line representing the median.
Figure 5Deterministic simulation of lung viral load profiles over time. Example simulations demonstrating that earlier drug administration is associated with greater reduction in viral load relative to placebo. Colored lines represent a simulated viral load profile for a typical patient infused with bamlanivimab (700 mg) on day 1, 3, or 10 and the black line represents simulated placebo.
Figure 6The 95% prediction interval of simulated lung viral load profiles from the severe acute respiratory syndrome‐coronavirus 2 (SARS‐CoV‐2) viral dynamic model. Monte Carlo simulation including variability in pharmacokinetic (PK) and pharmacodynamic (PD) parameters, as well as variability in the time of dosing relative to the onset of symptoms. All study arms received dosing on day 0. Colored shaded bars represent the 95% prediction interval of each treatment arm and the grey shaded bar represents uniform distribution of time of dosing from symptom onset.