| Literature DB >> 25729746 |
Antarpreet Jutla1, Anwar Huq2, Rita R Colwell3.
Abstract
West Nile virus (WNV), mosquito-borne and water-based disease, is increasingly a global threat to public health. Since its appearance in the northeastern United States in 1999, WNV has since been reported in several states in the continental United States. The objective of this study is to highlight role of hydroclimatic processes estimated through satellite sensors in capturing conditions for emergence of the vectors in historically disease free regions. We tested the hypothesis that an increase in surface temperature, in combination with intensification of vegetation, and enhanced precipitation, lead to conditions favorable for vector (mosquito) growth. Analysis of land surface temperature (LST) pattern shows that temperature values >16°C, with heavy precipitation, may lead to abundance of the mosquito population. This hypothesis was tested in West Virginia where a sudden epidemic of WNV infection was reported in 2012. Our results emphasize the value of hydroclimatic processes estimated by satellite remote sensing, as well as continued environmental surveillance of mosquitoes, because when a vector-borne infection like WNV is discovered in contiguous regions, the risk of spread of WNV mosquitoes increase at points where appropriate hydroclimatic processes intersect with the vector niche.Entities:
Keywords: MODIS; infectious diseases; land surface temperature; precipitation; prediction models; vector-borne disease
Year: 2015 PMID: 25729746 PMCID: PMC4325936 DOI: 10.3389/fpubh.2015.00010
Source DB: PubMed Journal: Front Public Health ISSN: 2296-2565
Summary of key available remote sensing based WNV studies on hydroclimatic processes in the continental United States.
| Author | Reference | Associated variables | Geographic region | |
|---|---|---|---|---|
| 1 | Zou et al. (2006) | ( | Water bodies, vegetation | Wyoming, USA |
| 2 | Liu et al. (2008) | ( | Total length of streams, size of wetlands | Indianapolis, USA |
| 3 | Liu et al. (2011) | ( | Vegetation, precipitation | Virginia, USA |
| 4 | Cleckner et al. (2011) | ( | Vegetation, water bodies | Virginia, USA |
| 5 | Liu and Weng (2009) | ( | Land cover, surface temperature | Chicago, USA |
| 6 | Chuang and Wimberly (2012) | ( | ET, vegetation, surface temperature | Great Plains, USA |
| 7 | Liu and Weng (2012b) | ( | Summer temperature, deviation of temperature, vegetation, elevation, vegetation | Southern California, USA |
| 8 | Chuang et al. (2012) | ( | Air temperature, vegetation density | South Dakota, USA |
| 9 | Liu and Weng (2012a) | ( | Elevation, urban land cover | Los Angeles, USA |
Figure 1(A) Seasonality (monthly average) of West Nile Virus positive mosquitoes from 2003 to 2012; (B) cumulative spatial distribution of positive infectious mosquitoes from 2003 to 2012 [red color indicate positive WNV mosquito counts >9; orange color indicates counts between 1 and 9; and yellow indicates no reported positive mosquito count]; and (C) time series for infectious mosquito counts for West Virginia in last 10 years (data from ArboNET).
Figure 2Land surface temperature (°C) for (A) June 2012 and (B) July 2012. (Black box in the figure – 38.6825°N to 37.8788°N; 82.5844°W to 81.0955°W; and include Cabell and Kanawha counties of West Virginia).
Figure 3Percentage change in LST in July 2012 with respect to July 2011. The inset numbers on map are the percent difference in WNV positive mosquitoes during 2012 in counties of West Virginia compared to 2011. (Black box in the figure – 38.6825°N to 37.8788°N; 82.5844°W to 81.0955°; and include Cabell and Kanawha counties of West Virginia).
Figure 4Percentage change in NDVI in July 2012 with respect to July 2011. The inset numbers on map are the WNV positive mosquitoes in year 2012 in counties of West Virginia. (Black box in the figure – 38.6825°N to 37.8788°N; 82.5844°W to 81.0955°; and include Cabell and Kanawha counties of West Virginia).
Figure 5Departure of precipitation from historical averages during (A) July 2012 and (B) July 2011. Data and images were obtained from NOAA-National Weather Service. (Black box in the figure – 38.6825°N to 37.8788°N; 82.5844°W to 81.0955°; and include Cabell and Kanawha counties of West Virginia).
Model performance statistics based on binomial logistical regression analysis.
| Model 1 | Model 2 | Model 3 | Model 4 | Model 5 | |
|---|---|---|---|---|---|
| Goodman–Kruskal Gamma | 0.39 | 0.42 | 0.65 | 0.54 | 0.48 |
| Hosmer–Lemeshow (df: 8) – | 0.63 | 0.60 | 0.75 | 0.63 | 0.55 |
| Kendall Tau-a | 0.14 | 0.24 | 0.60 | 0.31 | 0.45 |
| Pearson | 0.61 | 0.62 | 0.64 | 0.55 | 0.57 |
.
Model.
Model.
Model.
Model.
Model.
Goodman–Kruskal Gamma, Hosmer–Lemeshow, Kendall Tau-a, Pearson varies between 0 and 1; α.