【摘要】 主要采用数值分析的方法研究一个化学反应方程中鞍结同宿轨道附近的分支性质 ,包括平衡点、周期解和双曲同宿轨道等分支现象及其稳定性更多还原

【Abstract】 The main purpose of this paper is to use numerical analysis methods to study the bifurcation porperties near a saddle node homoclinic orbit, including stationary points, periodic orbits, and hyperbolic homoclinic orbits. As an application, a chemical reaction equation is studied and its corresponding bifurcation properties are presented.更多还原