1) hyperbolic(or parabolic)reaction-diffusion equation
双曲型(抛物型)反应-扩散方程
2) parabolic reaction-diffusionequation
抛物型反应-扩散方程
3) hyperbolic reaction diffusion equation
双曲型反应-扩散方程
1.
The stability and chemical oscillation of the hyperbolic reaction diffusion equations for glycolysis model are studied and compared with that of the parabolic equations for the model.
研究了糖酵解反应模型（修正Ｓｅｌｋｏｖ模型）双曲型反应－扩散方程的稳定性和化学振荡。
4) non linear parabolic equations/reaction diffusion systems
非线性抛物型方程/反应扩散系统
5) hyperbolic-parabolic equation
双曲-抛物型方程
1.
The singularly perturbed generalized initial-boundary value problem for the hyperbolic-parabolic equation is considered.
讨论了一类奇摄动双曲-抛物型方程广义初边值问题,在适当的条件下,用Galerkin方法研究了广义解的存在性、唯一性,同时得到了解的渐近估计式。
6) parabolo-hyperbolic mixed equation
抛物双曲混合型方程
1.
Using the D Alembert formula and the Fourier method, the solution of the moving boundary problem for the nonhomogeneous parabolo-hyperbolic mixed equation of the second order is obtained in this paper.
本文运用D’Alembert公式和Fourier方法,求出了一类非齐以二阶抛物双曲混合型方程移动边界问题的解。
2.
using the Riemann method and the Fourier method,this paper discusses a class of boundary problems for the parabolo-hyperbolic mixed equation of second order with a moving boundary.
利用Ｒｉｅｍａｎｎ方法和Ｆｏｕｒｉｅｒ方法讨论了二阶抛物双曲混合型方程带有移动边界的一类边值问题。
3.
This paper studies the boundary problem for the parabolo-hyperbolic mixed equationof third orderunder the boundary conditions:It is proved in this paper that the problem is correct if and only if a≠0.
本文研究三阶抛物双曲混合型方程带有边界条件的边值问题。
补充资料：流型扩散
分子式：
CAS号：
性质：沿色谱柱截面方向由于载气流速不均匀引起的色谱峰区域扩张效应。载气流速不均匀导致试样浓度在截面方向有所差别，产生不同区域扩张效应。计算表明，此效应和载气线速、柱管径成正比，和径向扩散系数成反比。
CAS号：
性质：沿色谱柱截面方向由于载气流速不均匀引起的色谱峰区域扩张效应。载气流速不均匀导致试样浓度在截面方向有所差别，产生不同区域扩张效应。计算表明，此效应和载气线速、柱管径成正比，和径向扩散系数成反比。
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