| Literature DB >> 35120441 |
Hannah C Slater1,2, Xavier C Ding3, Sophia Knudson4, Daniel J Bridges5, Hawela Moonga6, Neil J Saad7, Martin De Smet8, Adam Bennett9,10, Sabine Dittrich3, Laurence Slutsker9, Gonzalo J Domingo4.
Abstract
BACKGROUND: A new more highly sensitive rapid diagnostic test (HS-RDT) for Plasmodium falciparum malaria (Alere™/Abbott Malaria Ag P.f RDT [05FK140], now called NxTek™ Eliminate Malaria Ag Pf) was launched in 2017. The test has already been used in many research studies in a wide range of geographies and use cases.Entities:
Keywords: Cross-sectional surveys; HS-RDT; Malaria diagnosis; Rapid diagnostic test
Mesh:
Substances:
Year: 2022 PMID: 35120441 PMCID: PMC8815208 DOI: 10.1186/s12879-021-07023-5
Source DB: PubMed Journal: BMC Infect Dis ISSN: 1471-2334 Impact factor: 3.090
Fig. 1Flow chart of identification of published studies. The breakdown on studies in the ‘included’ section is greater than the total number of studies as several studies fall into two categories
Details of published and unpublished studies used in this study
| First author, year, reference | Country | Study description | HRP2 | PCR/other NAAT method | qPCR | co-RDT |
|---|---|---|---|---|---|---|
| Acquah et al. 2021 [ | Ghana | Cross-sectional prevalence | x | x | x | |
| Das et al. 2017 [ | Myanmar, Uganda | Cross-sectional prevalence | x | x | x | x |
| Druetz et al. 2020 [ | Haiti | Cross-sectional prevalence | x | |||
| Galatas et al. 2020 [ | Mozambique | Cross-sectional prevalence | x | x | x | |
| Girma et al. 2019 [ | Ethiopia | Cross-sectional prevalence | x | x | x | |
| Hofmann et al. 2018 [ | PNG | Cross-sectional prevalence | x | x | x | |
| Landier et al. 2018 [ | Myanmar | Cross-sectional prevalence | x | x | x | x |
| Liu et al. 2019 [ | Myanmar | Cross-sectional prevalence | x | x | ||
| Manjurano et al. 2021 [ | Tanzania | Cross-sectional prevalence | x | x | ||
| Mwesigwa et al. 2019 [ | The Gambia | Cross-sectional prevalence | x | |||
| Owalla et al. 2020 [ | Uganda | Cross-sectional prevalence, Clinical diagnosis | x | x | ||
| Yeung et al. 2020 [ | Cambodia | Cross-sectional prevalence, Active case detection | x | x | ||
| Hartley et al. 2020 [ | Tanzania | Clinical diagnosis | x | x | ||
| Hofmann et al. 2019 [ | Tanzania | Clinical diagnosis | x | x | x | |
| Plucinski et al. 2017 [ | Angola | Clinical diagnosis | x | x | ||
| Briand et al. 2020 [ | Benin | Pregnant women | x | |||
| Unwin et al. 2020 [ | Indonesia | Pregnant women | x | x | ||
| Vásquez et al. 2018 [ | Colombia | Pregnant women | x | x | ||
| Vásquez et al. 2020 [ | Colombia | Pregnant women | x | x | x | |
| Unpublished studies | ||||||
| Bridges et al. [ | Zambia | Cross-sectional prevalence, Active case detection | x | x | ||
| Saad et al. [ | Cambodia | Cross-sectional prevalence, Active case detection | x | x | ||
| Bennett et al. [ | Laos | Cross-sectional prevalence, Active case detection | x | x |
The four columns to the right show which other diagnostics were used in each study
Fig. 2Performance of the HS-RDT against HRP2 concentration in PCR-confirmed specimens. Panels A and B show the sensitivity of the HS-RDT and co-RDT in samples grouped by different levels of HRP2 for a high-transmission setting (Uganda, A) and a low-transmission setting (Myanmar, B). Sensitivity is defined as the proportion of PCR-positive samples that are also detected by each RDT. The vertical lines on each bar are 95% binomial confidence intervals for each estimate. Panel C shows the probability of HS-RDT (red lines) and co-RDT (blue lines) positivity as a function of HRP2 concentration and panel D shows the probability of HS-RDT (red lines) and co-RDT (blue lines) as a function of parasite density by quantitative PCR. The shaded region indicates the 95% credible interval of the model fit
Fig. 3Comparison of PCR prevalence against HS-RDT prevalence. A shows all data used in this analysis (n = 18), and B shows a zoom-in of the samples with prevalence below 6%. The horizontal and vertical lines from each data point show the binomial confidence intervals associated with the PCR prevalence and HS-RDT prevalence estimates, respectively. The orange dashed line shows the fitted relationship derived from a previous meta-analysis of PCR and co-RDT prevalence surveys [3]. The grey diagonal line shows the x = y equivalence line between the HS-RDT and PCR. Additional details are provided on the sample type where necessary. **Unpublished studies. PNG Papua New Guinea, RCD reactive case detection, ACD active case detection
Fig. 4Sensitivity of the HS-RDT and co-RDT against PCR prevalence. The filled circles and triangles show the sensitivity of HS-RDT. The unfilled circles joined to the filled circles by a line show the sensitivity of the co-RDT in the same study, if this test was used. The triangles indicate studies where a co-RDT was not used. PCR is the gold-standard diagnostic against which sensitivity is calculated. The solid grey and dashed grey lines show the fit from a binomial generalised linear model of the relationship between PCR prevalence and sensitivity of the HS-RDT and co-RDT respectively. **Unpublished studies. RCD reactive case detection, ACD active case detection
Fig. 5Ratio of HS-RDT prevalence to co-RDT prevalence in 16 surveys from 15 studies. The circles show the estimated ratio, and the horizontal lines show the associated binomial 95% confidence intervals. The centre of the blue diamond shows the weighted mean estimated ratio (1.46) and the horizontal extents indicate the 95% confidence interval (1.26–1.70). **Unpublished studies. EAG easy access group, RCD reactive case detection, ACD active case detection