| Literature DB >> 26857396 |
Prajakti A Kothare1, Kevin P Bateman2, Marissa Dockendorf3, Julie Stone3, Yang Xu3, Eric Woolf3, Lisa A Shipley3.
Abstract
Dried blood spot (DBS) sample collection has gained increased interest across the pharmaceutical industry as a potential alternative to plasma for pharmacokinetic (PK) evaluations. However, regulatory guidelines and examples of late-stage clinical trial applications in the literature are lacking. This paper communicates Merck's strategy for the implementation of DBS exemplified by experience on a late-stage program (MK-8931). In this program, DBS was proposed as the sole matrix for phase 3 studies to decrease logistical burden in an aging target patient population (Alzheimer's disease). In vitro and bioanalytical tests demonstrated initial method feasibility and suitability for further evaluations in the clinic. An in vivo dataset was developed initially in healthy subjects (phase 1 study) and then in patients (phase 2/3 study) to establish a quantitative relationship between the blood and plasma concentrations (bridging dataset) using descriptive and population PK analyses. This allowed for PK conclusions to be seamlessly drawn across the clinical program without impact from the choice of matrix. This integrated information package (in vitro, bioanalytical and clinical) was presented to major regulatory agencies (FDA and EMA) for regulatory input. Based on this package, regulatory concurrence was gained on accepting DBS as the sole matrix in late-stage clinical trials.Entities:
Keywords: MK-8931; bridging; dried blood spots; population PK
Mesh:
Year: 2016 PMID: 26857396 PMCID: PMC4779096 DOI: 10.1208/s12248-015-9860-3
Source DB: PubMed Journal: AAPS J ISSN: 1550-7416 Impact factor: 4.009
Fig. 1Components of the integrated DBS strategy
Assay Validation Performance Summary for MK-8931
| Assessment | Samples/Conditions Assessed |
| Mean Accuracy (%) | Mean Precision (Coefficient of Variation %) |
|---|---|---|---|---|
| Regression model analysis | Replicate standard curves (linear, 1 / x2) | 5 | 92.0–105 | 3.7–7.3 |
| Intra-run accuracy and precision at the LLOQ | 3 core runs | 5 in each run | 101–111 | 9.2–18.9 |
| Intra-run accuracy and precision at low, mid, and high QC | 3 core runs | 5 in each run | 99.4–109 | 2.4–7.3 |
| Inter-run accuracy and precision at LLOQ, low, mid, and high QC | Mean of 3 core runs in 3 days | 3 | 101–107 | 0.8–4.9 |
Assay Clinical Study Performance Summary for MK-8931
| Clinical Protocol | Mean Accuracy (%) | Mean Precision (Coefficient of Variation %) | ||||||
|---|---|---|---|---|---|---|---|---|
|
| QC L | QC M | QC H |
| QC L | QC M | QC H | |
| PN0A | 6 | 93.7 | 103 | 95.9 | 6 | 14.6 | 5.80 | 3.84 |
| PN0B | 40 | 99.9 | 102 | 101 | 40 | 8.44 | 2.87 | 5.21 |
Fig. 2Bland–Altman plot comparing plasma and DBS concentrations for pharmacokinetic samples from the phase 1 study for MK-8931
Fig. 3a Correlation of blood and plasma concentration data from a phase 1 bridging study of MK-8931. b Mean plasma and blood concentration-time data from a phase 1 bridging study of MK-8931. Note: DBS-predicted plasma concentrations were calculated as measured DBS divided by 1.29, the slope of the DBS-plasma linear regression line. c Plasma and blood concentration-time data for individual subjects from a phase 1 bridging study of MK-8931. DBS-predicted plasma concentrations were calculated as measured DBS divided by 1.29, the slope of the DBS-plasma linear regression line
Fig. 4Road map for application of population PK to establish a quantitative bridge between plasma and DBS concentrations
Fig. 5A base population pharmacokinetic model structure that relates plasma and DBS concentration data by a population estimated slope. See Appendix for example NONMEM code
Phase 1 MK-8931 Population PK Model Parameter Estimates (% Residual Standard Error) for Relevant Parameters
| Parameter | Parameter Description | Plasma-Only Model | Plasma + DBS Model |
|---|---|---|---|
| Estimate (%RSE) | Estimate (%RSE) | ||
| Slope | DBS/plasma ratio | – | 1.27 (4.61) |
| σ2plasma | Additive residual variability for plasma | 0.142 (7) | 0.144 (7.29) |
| σ2DBS | Additive residual variability for DBS | – | 0.186 (34.7) |
Model developed using phase 1 plasma data
Model developed using Phase 1 plasma data as well as DBS data from a healthy volunteer bridging study
Fig. 6Individual MK-8931 model-predicted exposures using plasma alone data and model vs. from DBS concentration data converted to plasma using the model-estimated population slope
Fig. 7a MK-8931 DBS-plasma decision tree no. 1 (linear regression analysis based on patient data only). b MK-8931 DBS-plasma decision tree no. 2 (population PK model-based analysis based on healthy volunteer and patient data)