| Literature DB >> 32629876 |
François Freddy Ateba1,2, Issaka Sagara1,3, Nafomon Sogoba1, Mahamoudou Touré1, Drissa Konaté1, Sory Ibrahim Diawara1, Séidina Aboubacar Samba Diakité1, Ayouba Diarra1, Mamadou D Coulibaly1, Mathias Dolo1, Amagana Dolo1, Aissata Sacko3, Sidibe M'baye Thiam1, Aliou Sissako4, Lansana Sangaré4, Mahamadou Diakité1, Ousmane A Koita4, Mady Cissoko1,5, Sékou Fantamady Traore1, Peter John Winch6, Manuel Febrero-Bande7, Jeffrey G Shaffer8, Donald J Krogtad8, Hannah Catherine Marker6, Seydou Doumbia1,3, Jean Gaudart1,5.
Abstract
Malaria transmission largely depends on environmental, climatic, and hydrological conditions. In Mali, malaria epidemiological patterns are nested within three ecological zones. This study aimed at assessing the relationship between those conditions and the incidence of malaria in Dangassa and Koila, Mali. Malaria data was collected through passive case detection at community health facilities of each study site from June 2015 to January 2017. Climate and environmental data were obtained over the same time period from the Goddard Earth Sciences (Giovanni) platform and hydrological data from Mali hydraulic services. A generalized additive model was used to determine the lagged time between each principal component analysis derived component and the incidence of malaria cases, and also used to analyze the relationship between malaria and the lagged components in a multivariate approach. Malaria transmission patterns were bimodal at both sites, but peak and lull periods were longer lasting for Koila study site. Temperatures were associated with malaria incidence in both sites. In Dangassa, the wind speed (p = 0.005) and river heights (p = 0.010) contributed to increasing malaria incidence, in contrast to Koila, where it was humidity (p < 0.001) and vegetation (p = 0.004). The relationships between environmental factors and malaria incidence differed between the two settings, implying different malaria dynamics and adjustments in the conception and plan of interventions.Entities:
Keywords: generalized additive models; geo-epidemiology; lag; malaria; normalized difference vegetation index; passive case detection; plasmodium falciparum; principal components analysis
Mesh:
Year: 2020 PMID: 32629876 PMCID: PMC7370019 DOI: 10.3390/ijerph17134698
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1Study sites: shapefiles have been obtained from the Mission of Decentralization and Institutional Reform of Mali (MDRI). The map was based on the cartography of Mali, the mean Normalized Difference Vegetation Index (NDVI) reported downloaded as rasters from the National Aeronautics and Space Administration (NASA) Giovanni on a time period going from 22 June 2015 to 6 January 2017.
Figure 2Time series patterns for the Dangassa study site. Malaria incidence time series, maximum temperature, minimum temperature, rainfalls and river height by week. The red line represents weekly malaria incidences, the dashed and solid black lines represent respectively the weekly mean of minimum and maximum air temperature, the solid blue line represents the weekly mean of river height and the blue bar plot represents the weekly cumulative rainfall.
Figure 3Time series patterns for the Koila study site. Weekly malaria incidence time series, maximum temperature, minimum temperature, rainfalls and river height. The red line represents weekly malaria incidences, the dashed and solid black lines represent respectively the weekly mean of minimum and maximum air temperature, the blue line represents the weekly mean of river height and the blue bar plot represents the weekly cumulative rainfall.
Figure 4Principal component analysis (PCA) of meteorological and hydrological components for Dangassa study site. (A) Represents the two first components for meteorological components, (B) the 2nd and 3rd components and (C) represents the two first components for hydrological components.
Figure 5Principal component analysis (PCA) of meteorological and hydrological components for Koila study site. (A) Represent the two first components for meteorological components, (B) the 2nd and 3rd components and (C) represents the two first components for hydrological components.
Dangassa and Koila-univariate and multivariate analysis.
| Study Site and Characteristic | Univariate Analysis | Multivariate Analysis | ||
|---|---|---|---|---|
| Dev (%) a | Dev (%) a | |||
| Dangassa | ||||
| Humidity | <0.0001 | 34.4 | 0.54 | 65 |
| Higher temperatures | <0.001 | 17.5 | 0.009 | |
| Wind speed | 0.204 | 11.8 | 0.005 | |
| High river heights | 0.002 | 22.8 | 0.01 | |
| Variations in river heights | 0.32 | 1.56 | ||
| Koila | ||||
| Humidity | 0.001 | 24.8 | <0.001 | 48.2 |
| Higher temperatures | 0.205 | 13.4 | 0.03 | |
| Vegetation | 0.531 | 4.27 | 0.004 | |
| High river heights | 0.353 | 10.2 | 0.66 | |
| Variations in river heights | 0.27 | 10.3 | ||
Dev: deviance explained.
Figure 6Relationship between meteorological and hydrological components (multivariate GAM model), Dangassa. (A) Humidity (Dmt1); (B) temperatures (Dmt2); (C) wind speed (Dmt3); (D) higher river heights (Dhriv1).
Figure 7Relationship between climatic, meteorological and hydrological components (multivariate GAM model), Koila. (A) Rainfall, temperature, humidity, vegetation, wind speed (Kmt1); (B) vegetation, high temperatures (Kmt2); (C) all the meteorological components variations (Kmt3); (D) high temperatures (Kmt4); humidity, vegetation, wind speed, temperature (Kmt5); river heights (Khriv1).