| Literature DB >> 34173339 |
Ray W Chui1, Joel Baublits1, Fiona A Chandra2, Zack W Jones2, Michael J Engwall1, Hugo M Vargas1.
Abstract
The in vivo correct QT (QTc) assay is used by the pharmaceutical industry to characterize the potential for delayed ventricular repolarization and is a core safety assay mentioned in International Conference on Harmonization (ICH) S7B guideline. The typical telemetry study involves a dose-response analysis of QTc intervals over time using a crossover (CO) design. This method has proven utility but does not include direct integration of pharmacokinetic (PK) data. An alternative approach has been validated and is used routinely in the clinical setting that pairs pharmacodynamic (PD) responses with PK exposure (e.g., concentration-QTc (C-QTc) analysis. The goal of our paper was to compare the QTc sensitivity of two experimental approaches in the conscious dog and non-human primate (NHP) QTc assays. For timepoint analysis, a conventional design using eight animals (8 × 4 CO) to detect moxifloxacin-induced QTc prolongation was compared to a PK/PD design in a subset (N = 4) of the same animals. The findings demonstrate that both approaches are equally sensitive in detecting threshold QTc prolongation on the order of 10 ms. Both QTc models demonstrated linearity in the QTc prolongation response to moxifloxacin dose escalation (6 to 46 ms). Further, comparison with human QTc findings with moxifloxacin showed agreement and consistent translation across the three species: C-QTc slope values were 0.7- (dog) and 1.2- (NHP) fold of the composite human value. In conclusion, our data show that dog and NHP QTc telemetry with an integrated PK arm (C-QTc) has the potential to supplement clinical evaluation and improve integrated QTc risk assessment.Entities:
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Year: 2021 PMID: 34173339 PMCID: PMC8604216 DOI: 10.1111/cts.13103
Source DB: PubMed Journal: Clin Transl Sci ISSN: 1752-8054 Impact factor: 4.689
FIGURE 1Time‐response and concentration‐QTc (C‐QTc) relationship evaluation of moxifloxacin‐induced QTc prolongation in conscious beagle dogs. Vehicle (◦) and moxifloxacin (10, 30, and 100 mg/kg) were administered at 0 h. The plots represent timepoint analysis of absolute QTcI (a) and baseline‐ and vehicle‐corrected QTcI effects (ΔΔQTcI) (b) following treatment. The moxifloxacin pharmacokinetic curve (c) and C‐QTc relationship for moxifloxacin (d) are also shown. Group sizes were eight (a/b) or four (c/d) and values are mean ± SD. *Indicates significance (p < 0.05) for control versus low dose. The # indicates significance (p < 0.05) for control versus mid dose. The $ indicates significance (p < 0.05) for control versus high dose (repeated measures analysis of covariance followed by Dunnett’s pairwise comparisons). For panel d, data were fitted by linear regression (solid line) and dotted lines represent 90% confidence interval of the model‐predicted mean ΔΔQTcI
Evaluation of QTc prolongation by timepoint and C‐QTc analysis in conscious beagle dogs and NHPs following moxifloxacin
| Dose (mg/kg) | Timepoint analysis ( | C‐QTc analysis ( | ||||||
|---|---|---|---|---|---|---|---|---|
| ΔQTcI (ms) from vehicle | Cmax total exposure (ng/ml) | Tmax (h) | Slope (ms/ng/ml) | Intercept (ms) | Slope of baseline‐normalized (% of baseline) | Predicted change in ΔΔQTcI (ms) at Cmax | Predicted concentration (ng/ml) for 10 ms increase | |
| Dog | ||||||||
| 10 | 5.9 ± 3.6 | 2980 ± 405 | 4 |
0.0021 (0.0018–0.0023) [1.184 free] | 0.2832 | 0.0009 | 6.5 |
4627 (3774–5586) [8.3 µM free] |
| 30 | 17.4 ± 7.9 | 6730 ± 640 | 4 | 14.4 | ||||
| 100 | 45.5 ± 10.6 | 18300 ± 2520 | 8 | 38.1 | ||||
| NHP | ||||||||
| 30 | 11.3 ± 5.3 | 3110 ± 1150 | 4 |
0.0038 (0.0032–0.0044) [1.794 free] | −2.755 | 0.0012 | 9.1 |
3357 (2764–3951) [6.9 µM free] |
| 80 | 27.8 ± 10.5 | 7710 ± 864 | 4 | 26.5 | ||||
| 175 | 40.5 ± 13.9 | 11500 ± 1520 | 4 | 40.9 | ||||
Timepoint analysis values are mean ± SD.
Abbreviations: Cmax, maximum plasma concentration; C‐QTc, concentration QTc; NHPs, non‐human primates; QTc, correct QT; Tmax, time to maximum concentration.
*indicates significance (p < 0.05) when compared to control.
FIGURE 2Time‐response and concentration‐QTc (C‐QTc) relationship evaluation of moxifloxacin‐induced QTc prolongation in conscious non‐human primates (NHPs). Vehicle (◦) and moxifloxacin (30, 80, and 175 mg/kg) were administered at 0 h. The plots represent timepoint analysis of absolute QTcI (a) and baseline‐ and vehicle‐corrected QTcI effects (ΔΔQTcI) (b) following treatment. The moxifloxacin pharmacokinetic curve (c) and C‐QTc relationship for moxifloxacin (d) are also shown. Group sizes were eight (a/b) or four (c/d) and values are mean ± SD. *Indicates significance (p < 0.05) for control versus low dose. The # indicates significance (p < 0.05) for control versus mid dose. The $ indicates significance (p < 0.05) for control versus high dose (repeated measures analysis of covariance followed by Dunnett’s pairwise comparisons). For panel d, data were fitted by linear regression (solid line) and dotted lines represent 90% confidence interval of the model‐predicted mean ΔΔQTcI.
FIGURE 3Comparison of unbound concentration‐QTc (C‐QTc) relationship following moxifloxacin administration in: dog (a) and non‐human primate (NHP) (b) models. Human reference values were adapted from a meta‐analysis of 20 thorough QT (TQT) studies. Unbound concentrations were calculated using species specific plasma protein binding, as specified in the Methods section. Dog and NHP data were fitted by linear regression (solid line) and dotted lines represent 90% confidence interval CI) of the model‐predicted mean ΔΔQTcI. Human data is mean value, with error bars representing 90% CI
Evaluation of hysteresis‐adjusted C‐QTc analysis in conscious beagle dogs and NHPs following moxifloxacin
| Dose | Slope (ms/ng/ml) | Intercept (ms) | Predicted change in ΔΔQTcI (ms) at Cmax | Predicted concentration (ng/ml) for 10 ms increase |
|---|---|---|---|---|
| Dog | ||||
| 10 | 0.0022 (0.0019–0.0024) | 0.4713 | 6.1 |
4331 (3527–5278) [7.8 µM free] |
| 30 | 14.3 | |||
| 100 | 39.8 | |||
| NHP | ||||
| 30 | 0.0040 (0.0034–0.0046) | −2.7244 | 9.7 |
3181 (2635–3702) [6.5 µM free] |
| 80 | 28.1 | |||
| 175 | 43.3 | |||
Abbreviations: Cmax, maximum plasma concentration; C‐QTc, concentration QTc; NHPs, non‐human primates; QTc, correct QT.
FIGURE 4Correlation plots of ΔΔQTc values for timepoint analysis and concentration‐QTc (C‐QTc) modeling from human, dog, and non‐human primate (NHP) QTc assays. Human TQT data (adapted ref. 40; N = 18 studies; R = 0.7093, R 2 = 0.5031) are presented in panel a. Dog and NHP data are overlaid with human data (from panel a) in panel b. Each nonclinical data point represents mean data (n = 8 for timepoint analysis and n = 4 for concentration‐QTc) at maximum plasma concentration for each dose level, with error bars representing SD
Comparison of moxifloxacin C‐QTc relationships in dogs, NHPs, and humans
| In vivo QTc assay | C‐QTc slope (ms/ng/ml) | Intercept | Cmax (ng/ml) | Predicted change in ΔΔQTcI (ms) | Predicted concentration (ng/ml) needed to produce a 10 ms increase in ΔΔQTcI |
|---|---|---|---|---|---|
| NHP | 0.0015 | 2.08 | 8418 | 14.7 | 4181 (8.5 µM free) |
| NHP | 0.0040 | ND | 12,591 | 50.4 | 2500 |
| Dog | 0.0014 | ND | 45,285 | 63.4 | 7143 |
| Human | 0.0031 | 1.9 | ND | ND | 2613 (3.6 µM free) |
Abbreviations: Cmax, maximum plasma concentration; C‐QTc, concentration QTc; ND, no data available; NHPs, non‐human primates; QTc, correct QT.
Calculations performed based on methods used by Gotta et al.
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