摘要
运用级数展开理论，求得低浓度三分子模型的一维空间定态级数解，讨论了分支的稳定性。
One dimensional spatial steady state series solutions to low concentrational Brussellator are derived by using the series expansion theory.The stabilities of bifurcations are discussed.Some new results are obtained.
出处
《烟台师范学院学报（自然科学版）》
1999年第3期189-195,共7页
Yantai Teachers University journal(Natural Science Edition)
关键词
低浓度
三分子模型
定态耗散结构
反应扩散分程
low concentrational Brussellator,supercritical(subcritical) bifurcation,steady state dissipative structure
