一类反应扩散系统解的边缘稳定性──肺动脉毛细血管中血红蛋白反应的研究

The Marginal Stability of the Solution of Reaction-diffusion System-Study of the Reaction of Hemoglobin in Pulmonary Capillary

发生于肺动脉毛细血管中血红蛋白的氧化反应扩散系统是带有非齐次混合边界条件的五分支方程系统，对此系统该文通过化非齐次边界条件为齐次边界，而后构造一类Ｂａｎａｃｈ空间，在其上借助于讨论齐次线性化算子的谱结构，得到了一特殊平衡解的边缘稳定性．

The reaction-diffusion system of the hemoglobin takingplace in pulmonary capillary is a system of five branch equations with non-homogeneous mixed boundary conditions. This paper reduces the non-homogeneous boundary conditions to homogeneous boundary and constructs a Banach space, with the aid of discussing the spectral structure of homogeneous linearized operator, obtains the marginal stability of a spotal balanced solution.