| Literature DB >> 30107859 |
Dan Xia1, Xiang Guo1, Tian Hu1, Li Li2, Ping-Ying Teng1, Qing-Qing Yin1, Lei Luo3, Tian Xie1, Yue-Hong Wei3, Qian Yang1, Shu-Kai Li1, Yu-Ji Wang1, Yu Xie1, Yi-Ji Li1, Chun-Mei Wang1, Zhi-Cong Yang3, Xiao-Guang Chen4, Xiao-Hong Zhou5.
Abstract
BACKGROUND: Aedes albopictus is among the 100 most invasive species worldwide and poses a major risk to public health. Photoperiodic diapause provides a crucial ecological basis for the adaptation of this species to adverse environments. Ae. albopictus is the vital vector transmitting dengue virus in Guangzhou, but its diapause activities herein remain obscure.Entities:
Keywords: Aedes albopictus; Critical photoperiod; Distributed lag non-linear model; Photoperiodic diapause; Subtropical
Mesh:
Year: 2018 PMID: 30107859 PMCID: PMC6092856 DOI: 10.1186/s40249-018-0466-8
Source DB: PubMed Journal: Infect Dis Poverty ISSN: 2049-9957 Impact factor: 4.520
Fig. 1Study areas in Guangzhou, Guangdong Province, China. a (Sanyuanli, Yuexiu District), b (Jiahe, Baiyun District), and c (Jiangpu, Conghua District) represent the three sites at which the populations were monitored. d represents Tonghe, Baiyun District, the site at which seasonal diapause was monitored using our improved ovitraps. The green triangles indicate the four different ecological habitats (construction site, garden, residential area, and school) that correspond to the three studied sites
Fig. 2Photoperiodic diapause induction and determination and the comparison of two methods for determining egg diapause. a Diapause and un-embryonated eggs. b Diapause incidence of the Foshan strain, determined using yeast powder and food slurry. c Diapause incidence of the Guangzhou wild population, determined using yeast powder and food slurry. LD represents a 16 h light:8 h dark cycle; SD represents an 8 h light:16 h dark cycle. The data are from 3 biological replicates and are shown as the mean ± SD. P < 0.05 was considered to indicate statistical significance. NS indicates not significant. Bar = 100 μm. EB represents egg burster, and Oc represents ocelli
Fig. 3Seasonal dynamics of the Ae. albopictus population from 2015 to 2017 in Guangzhou, China. The average Oviposition Index, Route Index and Mosquito-positive Index values at 12 sites in Guangzhou, China, from March 2015 to March 2017 are shown. The red arrows indicate the month of March in 2015, 2016, and 2017. The blue rectangles represent the months from December to February, when all of the indexes exhibited their lowest values
Fig. 4Seasonal patterns of Ae. albopictus diapause and hatching of diapause eggs in Guangzhou. a Seasonal patterns of oviposition activity and diapause incidence of Ae. albopictus in the field in Guangzhou, China. Twenty improved ovitraps were placed at Tonghe, Baiyun District, and eggs were collected weekly from 24 September 2016 to 16 December 2017. The numbers of eggs collected per improved ovitrap per week are shown. b Monitoring of the hatching of diapause eggs of Ae. albopictus in the field in Guangzhou, China. The hatching was monitored daily using 10 improved ovitraps at Tonghe, Baiyun District in Guangzhou from 10 December 2016 to 30 April 2017. The blue line represents the monitoring of the first larvae. The green line represents the monitoring of the first pupae. The periods with yellow backgrounds in both (a) and (b) represent the same period
Fig. 5Results of DLNMs and 4PL regression model fitted to the collected data. a Observed and predicted diapause incidence rates in the field in Guangzhou, China during 2016–2017. b Dose-response curve of (the differences in) diapause incidence and daylight duration in the laboratory and in the field. The blue points in a represent the observed diapause incidence; the red line represents the predicted diapause incidence based on a distributed lag non-linear model with a moving average of mean temperature over a lag of 0–2 weeks. The pink area indicates the corresponding 95% confidence interval (CI) of the predicted diapause incidence. The blue points in b represent the observed diapause incidence in the laboratory; the blue line is the fitted curve based on the 4-parameter logistic regression model: ( is the predicted diapause incidence in the laboratory). The red line in b represents the estimated difference in diapause incidence based on the model used in a, with reference at 13.450 h, and the pink area is the corresponding 95% CI of the estimated difference in diapause incidence