You Position: Home > Paper

Qualitative Analysis for Barbour's Schistosomiasis Model with Diffusion

( views:95, downloads:0 )
Author:
No author available
Journal Title:
Journal of Biomathematics
Issue:
1
DOI:
No doi available
Key Word:
血吸虫病模型;扩散;稳定性;一致有上界;非常数正稳态解;Schistosomiasis model;Diffusion;Stability;Uniform upper bound;Non-constant positive steady states

Abstract: This paper is concerned with the Barbour's schistosomiasis models which is obtained by ordinary and partial differential equations.The partial differential system is a reaction diffusion system reflecting the spatial and time distribution.The qualitative mathematical properties are analyzed in two systems.The uniform upper bound of the solutions is established by the method of the comparison principle.And applying the energy method we can show the non-existence of non-constant positive steady-state solution of the elliptic system for certain range of diffusion coefficients.

WanfangData CO.,Ltd All Rights Reserved
About WanfangData | Contact US
Healthcare Department, Fuxing Road NO.15, Haidian District Beijing, 100038 P.R.China
Tel:+86-010-58882616 Fax:+86-010-58882615 Email:yiyao@wanfangdata.com.cn