| Literature DB >> 35754202 |
Emmanuel J Favaloro1,2,3, Soma Mohammed1, Ronny Vong1, Kent Chapman4, Geoffrey Kershaw5, Sarah Just6, Lynne Connelly6, Michael Ryan7, Diane Zebeljan8, Timothy Brighton9, Leonardo Pasalic1,2,10.
Abstract
INTRODUCTION: The platelet function analyzer (PFA) is a popular platelet function screening instrument, highly sensitive to von Willebrand disease (VWD) and to aspirin therapy, with moderate sensitivity to defects in platelet function and/or deficiencies in platelet number. There are two models, the original PFA-100 and the contemporary PFA-200. Normal reference ranges (NRRs) provided by the manufacturer are the same for both models, instead being based on the type of test cartridge, for which there are two main ones: collagen/epinephrine (C/Epi) and collagen/adenosine diphosphate (C/ADP).Entities:
Keywords: PFA-100; PFA-200; harmonization; platelet function analyzer
Mesh:
Substances:
Year: 2022 PMID: 35754202 PMCID: PMC9545980 DOI: 10.1111/ijlh.13907
Source DB: PubMed Journal: Int J Lab Hematol ISSN: 1751-5521 Impact factor: 3.450
FIGURE 1Normal reference range data sets from each site plus composite data. Figures A, C, E, G, and I show individual site data with visual outliers identified in red circles. Figures B, D, F, H, and J show individual site data with visual outliers removed. Figures K and L show composite data with visual outliers identified (K) and removed (L). Figures M and N show composite data with statistical outliers removed according to two separate procedures; some visual outliers are still evident in these (arrowed). Left y‐axis in each figure shows C/Epi CT in seconds; right y‐axis shows C/ADP CT in seconds. The Siemens product information CT NRRs are shown by the green horizontal dashed lines.
Individual site and composite data for NRR determination
| Data set from site | No. donors Col/ADP, Col/Epi | Col/ADP | Col/Epi |
|---|---|---|---|
| Original Manufacturer NRR (PFA‐100 and PFA‐200) | 309 | 62–100 | 82–150 |
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| A. ICPMR | 64–127 | 94–162 | |
| B/C. JHH/RNSH (harmonized; manufacturer) | 62–100 | 82–150 | |
| C. RNSH (historical; pre‐harmonization) | 73–127 | 94–162 | |
| D/E. RPA/Liverpool (harmonized) | 60–120 | 80–170 | |
| E. Liverpool (historical; pre‐harmonization) | 73–127 | 81–146 | |
| F. ISLHD | 71–125 | 94–193 | |
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| A. ICPMR | 48, 47 | 75–124 | 97–157 |
| B/C. JHH/RNSH | 46, 46 | 67–116 | 92–160 |
| D. RPA | 42, 38 | 65–123 | 89–151 |
| E. Liverpool | 38, 33 | 65–116 | 84–168 |
| F. ISLHD | 22, 20 | 69–142 | 75–181 |
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| 194, 184 | 69–124 | 89–160 |
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| 208, 202 |
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| 207, 196 |
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| 194, 184 |
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Using the Prism recommended Rout method and selecting 5% as Q. Selecting 10% as Q did not exclude any more outliers; selecting 2% as Q resulted in 1 less outlier for C/Epi.
Using the Tukey interquartile range (IQR) method.
FIGURE 2Normal reference ranges calculated from data sets in Figure 1 (with outliers removed), as well as those active prior to harmonization. Left y‐axis shows C/Epi CT in seconds; right y‐axis shows C/ADP CT in seconds. The Siemens product information CT NRRs are shown by the green horizontal dashed lines.
FIGURE 3A selection of CT NRRs from published literature. Left y‐axes show C/Epi CT in seconds; right y‐axes show C/ADP CT in seconds. The Siemens product information CT NRRs are shown by the green horizontal dashed lines. Figure A shows NRRs from some contemporary literature as obtained from the recent literature search (see Methods), and reflecting information from the past 3 years. , , , , , , , , , , , , , , Figure B shows NRRs from some early literature as otherwise reviewed in Reference 10. , , , , , , , , , , , , , , , , , , , , , , , Reference numbers identify their place in the reference list. In recent literature, many publications only provide an upper cut‐off value, since they were only interested in CT prolongations. These data have arbitrarily been given a lower limit value of 50s to enable a range to be shown. One publication (Reference 18) indicated NRRs for both C/Epi and C/ADP starting at 0, which is not feasible.
FIGURE 4NSWHP harmonized interpretive comments to accompany numeric test results. Figure A shows an algorithm with representative strategy according to different groups of data for C/Epi and C/ADP CTs. In total, with three possible outcomes for C/Epi (short, normal or prolonged CT) and for C/ADP, nine different scenarios are possible. Figure B shows four common scenarios for combining short and normal C/Epi and C/ADP CT data, together with the harmonized automated interpretative comments, plus additional options for investigation. Figure C shows two common scenarios for combining normal and prolonged C/Epi and C/ADP CT data, together with the harmonized automated interpretative comments. Figure D shows three uncommon scenarios combining unexpected C/Epi and C/ADP CT test patterns, together with manual interpretation and suggested follow‐up action