1) biochemical reaction-diffusion system
生化反应扩散系统
1.
Pattern formation of a class of biochemical reaction-diffusion system
一类生化反应扩散系统的模式生成
2) reaction diffusion ecological system
反应扩散生态系统
1.
Asymptotic behaviour of solution with three kinds predator-prey for reaction diffusion ecological system;
一类三种群的捕食—被捕食弱耦合反应扩散生态系统解的渐近性态
3) degenerate reaction-diffusion system
退化反应扩散系统
1.
This paper,in which the blow-up rate of the blowup solutions is evaluated with appropriate hypotheses,considers the blow-up rate of a degenerate reaction-diffusion system with homogeneous Dirichlet boundary conditions.
文中考虑了一类退化反应扩散系统在齐次D irichlet边界条件下的爆破速率。
2.
This paper discusses the single poiot blowup for a degenerate reaction-diffusion system as the followingu_(t)=Δu~(m)+u~(P__1)∫_Ωv~(q__1)dx x∈Ω,t>0,v_(t)=Δv~(n)+v~(p__2)∫_Ωu~(q__2)dx x∈Ω,t>0with homogeneous Dirichlet boundary conditions,where is a bounded domain with smooth boundary.
文中我们考虑了如下一类退化反应扩散系统在齐次D irichlet边界条件下的单点爆破情况ut=Δum+uP1∫Ωvq1dx x∈Ω,t>0,q2dx x∈Ω,t>0其中,ΩRN是具有光滑边界Ω的有界区域。
5) reaction diffusion system
反应扩散系统
1.
Stability of steady state and bifurcation in a high autocatalytic reaction diffusion system;
一类高次自催化反应扩散系统平衡态的稳定性及分歧
2.
A class of nonlinear singularly perturbed predator-prey reaction diffusion systems;
一类非线性奇摄动捕食-被捕食反应扩散系统
3.
Using the method of upper and lower solutions principle, the coexistence steady states of a kind of reaction diffusion system in ecology, the Volterra Lotka model is studied.
利用上下解原理的方法 ,研究一类生态学中的反应扩散系统Volterra Lotka模型的稳定共生态 。
6) diffusion-reaction system
扩散反应系统
补充资料：生化
生化 生化 运气中六气的变化之一。《素问·六元正纪大论》：“厥阴所至为生化。”厥阴之气到来，风气敷布，一派春生之气，故名生化。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条