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A Murine Model of Dengue Virus-induced Acute Viral Encephalitis-like Disease
Published on: April 28, 2019
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A spatial simulation model for dengue virus infection in urban areas
Stephan Karl, Nilimesh Halder, Joel K Kelso
1School of Computer Science and Software Engineering, The University of Western Australia, 35 Stirling Highway, Crawley, Perth, WA 6009, Australia. george.milne@uwa.edu.au.
BMC Infectious Diseases
|August 21, 2014
Summary
A new mathematical model simulates dengue virus spread, revealing shorter incubation periods as a key factor in explosive outbreaks. This tool aids in planning dengue control strategies and understanding disease transmission dynamics.
Area of Science:
- Epidemiology
- Mathematical Modeling
- Vector-borne Diseases
Background:
- Dengue infections affect 80-100 million globally, with transmission expanding to new regions.
- The Aedes aegypti mosquito is a primary vector, and Cairns, Australia, frequently experiences dengue outbreaks.
- Understanding dengue spread is crucial for public health interventions.
Purpose of the Study:
- To develop and validate a spatially-explicit, individual-based mathematical model for dengue transmission.
- To investigate factors contributing to dengue outbreaks, particularly large-scale epidemics.
- To assess the model's utility for dengue control planning and optimization.
Main Methods:
- A coupled mathematical model integrating mosquito population dynamics, human movement, virus transmission, and vector control.
- Utilized high-quality outbreak, mosquito trapping, vegetation coverage, and census data for calibration and validation.
- Spatially-explicit and individual-based approach to simulate disease spread.
Main Results:
- The model accurately reproduced a 2003 dengue outbreak in Cairns and simulated the 2008/2009 epidemic.
- Warmer weather and increased human movement had minimal impact on virus spread.
- A shorter extrinsic incubation period for the dengue virus strain was identified as a significant factor in the 2008/2009 epidemic's explosive nature.
Conclusions:
- The simulation model serves as a proof-of-concept for understanding dengue spread dynamics.
- The model can inform dengue control strategies, including vector population reduction and vaccination program assessment.
- The model's framework is adaptable for other vector-borne viral diseases like chikungunya.
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