| Literature DB >> 35196123 |
David C Bibby1, Michael Savanovic1, Jinrong Zhang1, Alessandro Torelli2, Rienk E Jeeninga3, Luc Gagnon4, Shannon L Harris1.
Abstract
The hemagglutination inhibition (HI) assay is a prominent and commonly accepted method used to determine quantitative antibody titers for influenza virus. However, the reproducibility and consistency of this assay may be affected by several factors, including its reliance on biological reagents that are difficult to standardize, such as red blood cells. This report assesses HI assay performance across three accredited, global laboratories when using test virus and a human serum panel aliquoted and distributed from a centrally located reagent stock. The panel of human sera comprised samples with expected low, medium, and high HI titers against two influenza viruses: A/H1N1/California/07/2009 and B/Victoria/Brisbane/60/2008. HI analysis followed a consensus test protocol. Overall, the HI assay reproducibility within each laboratory was high for both influenza strains, with a within-assay run and intraday precision of 100%. Interlab reproducibility was assessed by comparing the geometric mean titer (GMT) of each sample at each laboratory to the consensus GMT of the sample. A/H1N1 had 100% interlab reproducibility, and none of the individual laboratory GMT values exceeded a 2-fold difference compared to the consensus GMT in any tested sample. B/Victoria had an overall reproducibility of 83%. The results demonstrate that with standardization of key reagents and the use of a common protocol by trained staff, the biologically based HI assay can provide similar results between geographically dispersed laboratories. IMPORTANCE Licensure of influenza vaccines relies on the hemagglutination inhibition (HI) assay as the primary method to determine quantitative functional antibody titers. The HI assay is also widely used for influenza virus surveillance, characterization, and epidemiology studies. However, the HI assay has a notable lack of reproducibility and consistency. If serology results are required from multiple concurrent studies supporting the development and regulatory approval of a product, the testing capacity of any given testing laboratory may be exceeded and data from more than one testing laboratory included in regulatory filings. Thus, understanding the reproducibility of HI assay results over time and between testing laboratories is necessary to support a robust clinical trial serology data set. Our results demonstrate that with standardization of key reagents and use of a common protocol by experienced and trained staff, the biologically based HI assay can provide similar results between geographically dispersed laboratories.Entities:
Keywords: HI; hemagglutination inhibition assay; influenza; precision; reproducibility
Mesh:
Substances:
Year: 2022 PMID: 35196123 PMCID: PMC8865924 DOI: 10.1128/msphere.00953-21
Source DB: PubMed Journal: mSphere ISSN: 2379-5042 Impact factor: 4.389
Intralaboratory precision: precision within and across assays and days
| Laboratory | Intra-assay precision, | Intraday precision, | Interday precision, | Median intralab %GCV | |||||||
|---|---|---|---|---|---|---|---|---|---|---|---|
| A/H1N1 | B/Victoria | Both viruses | A/H1N1 | B/Victoria | Both viruses | A/H1N1 | B/Victoria | Both viruses | A/H1N1 | B/Victoria | |
| A | 0/180 (100) | 0/180 (100) | 0/360 (100) | 0/90 (100) | 0/90 (100) | 0/180 (100) | 0/90 (100) | 0/90 (100) | 0/180 (100) | 40.7 (0.0, 43.6) | 22.2 (0.0, 43.6) |
| B | 0/180 (100) | 0/180 (100) | 0/360 (100) | 0/90 (100) | 0/90 (100) | 0/180 (100) | 0/90 (100) | 0/90 (100) | 0/180 (100) | 11.1 (0.0, 42.9) | 0.0 (0.0, 43.6) |
| C | 0/180 (100) | 0/180 (100) | 0/360 (100) | 0/90 (100) | 0/90 (100) | 0/180 (100) | 2/90 (97.8) | 1/90 (98.8) | 3/180 (98.3) | 40.7 (22.2, 58.9) | 40.7 (0.0, 58.9) |
| Overall | 0/540 (100) | 0/540 (100) | 0/1080 (100) | 0/270 (100) | 0/270 (100) | 0/540 (100) | 2/270 (99.3) | 1/270 (99.6) | 3/540 (99.4) | 40.7 (0.0, 58.9) | 22.2 (0.0, 58.9) |
Number of samples with replicate ratios differing by more than twofold per total number of replicate ratios.
Percent precision, calculated as (1 − [n/N]) × 100.
Number of samples with GMT ratios for assays performed within a day differing by more than 2-fold per total number of GMT ratios.
Number of samples with GMT ratios for pairwise comparison between days differing by more than 2-fold per total number of pairwise comparisons between days (e.g., day 1-day 2, day 1-day 3, day 2-day 3).
Interday variability is expressed as the percent geometric coefficient of variation, %GCV = 100(exp(s) − 1, where s is the standard deviation of the natural logarithm of the titers of the geometric mean titers combined.
Interlaboratory precision expressed as number of samples for which lab GMT to consensus GMT ratios differed by >2-fold per total number of GMT ratios
| Laboratory | A/H1N1, | B/Victoria, |
|---|---|---|
| A | 0/30 (100) | 9/30 (70) |
| B | 0/30 (100) | 6/30 (80) |
| C | 0/30 (100) | 0/30 (100) |
| Overall | 0/90 (100) | 15/90 (83) |
A consensus GMT for each sample was calculated across all replicates in all labs. The consensus GMT was then compared to the GMT determined at each lab for each sample, and fold differences were calculated.
Percentages are percent precision, calculated as (1 − [n/N]) × 100.
FIG 1Scatterplots (with lines of best fit) of GMT of each sample from each laboratory compared to the consensus GMT of the sample for the hemagglutination inhibition (HI) value using A/H1N1 (A) or B/Victoria (B).
FIG 2A/H1N1 (A) and B/Victoria (B) interlab %GCV trends across the range of titers obtained. The interlab GCV for each sample was plotted against the consensus GMT for each sample for the hemagglutination inhibition (HI) value using A/H1N1 or B/Victoria.
Pearson correlation coefficient between laboratories
| Precision coefficient (95% CI) | A/H1N1 | B/Victoria |
|---|---|---|
| Lab A, Lab B | 0.93 (0.92–0.95) | 0.80 (0.76–0.84) |
| Lab A, Lab C | 0.92 (0.91–0.94) | 0.77 (0.73–0.81) |
| Lab B, Lab C | 0.94 (0.93–0.95) | 0.82 (0.78–0.85) |
Precision coefficient is equivalent to the Pearson correlation coefficient, a measure of deviation from the best fit line.
B/Victoria lot to lot intra-assay results
| Intra-assay precision, | Interday precision, | Median intralot %GCV | |||
|---|---|---|---|---|---|
| Lot 1B | Lot 2B | Lot 1B | Lot 2B | Lot 1B | Lot 2B |
| 0/54 (100) | 0/54 (100) | 0/54 (100) | 0/54 (100) | 43.0 (0.0, 46.2) | 32.7 (0.0, 46.2) |
Number of samples with replicate ratios differing by more than twofold/total number of replicate ratios.
Percent precision, calculated as (1 − [n/N]) × 100.
Number of samples with GMT ratios for pairwise comparison between days differing by more than 2-fold/total number of pairwise comparisons between days (e.g., day 1-day 2, day 1-day 3, day 2-day 3).
Interday variability is expressed as the geometric coefficient of variation, %GCV = 100(exp(s) − 1, where s is the standard deviation of the natural logarithm of the titers of the geometric mean titers combined.
Experimental design for interlaboratory comparison
| Lab A/analyst A | Lab B/analyst B | Lab C/analyst C | ||||||
|---|---|---|---|---|---|---|---|---|
| Day 1 | Day 2 | Day 3 | Day 1 | Day 2 | Day 3 | Day 1 | Day 2 | Day 3 |
| Run 1 | Run 3 | Run 5 | Run 1 | Run 3 | Run 5 | Run 1 | Run 3 | Run 5 |
| Run 2 | Run 4 | Run 6 | Run 2 | Run 4 | Run 6 | Run 2 | Run 4 | Run 6 |