1) Compound BBM-Burgers equation
组合BBM-Burgers方程
2) Burgers-BBM equation
Burgers-BBM方程
1.
New exact solutions to Burgers-BBM equation
Burgers-BBM方程新的精确解
2.
We study the Burgers-BBM equation,BBM equation and KDV-Burgers equation by using two new improved projective Riccati equations method.
借助两个推广形式的Riccati方程组和Mathematica软件,求出了Burgers-BBM方程,BBM方程,KDV-Burgers方程的大量新的精确解,包括各种形式的孤立波解和三角函数周期解。
3.
In the present paper, we investigate the long time behavior of solutions for the generalized Burgers-BBM equation.
本文考察广义的Burgers-BBM方程解的长时间行为。
3) BBM-Burgers equation
BBM-Burgers方程
1.
Stability of the rarefaction wave for the generalized BBM-Burgers equation;
广义BBM-Burgers方程稀疏波解的稳定性(英文)
4) BBM-Burgers type equations
BBM-Burgers型方程
1.
Conditional stability of the solitary wave solutions to BBM type equations and BBM-Burgers type equations;
BBM型方程与BBM-Burgers型方程孤波解的条件稳定性
5) generalized BBM-Burgers equation
广义BBM-Burgers方程
1.
Asymptotic behavior of solutions of generalized BBM-Burgers equation with boundary effect;
具有边界影响的广义BBM-Burgers方程解的渐近性态
2.
This thesis is concerned with the asymptotic behaviors of solutions of an initial-boundary value problem for the generalized BBM-Burgers equation with non-convex flux.
本文在流函数为非凸条件下研究广义BBM-Burgers方程初边值问题解的渐近性态。
6) the generalized BBM-Burgers equation
广义BBM-Burgers方程
1.
For the generalized BBM-Burgers equation ut+f(u)x=uxx+uxxt,(x>0, t>0)with two-side boundary effect, the existences and time-asymptotical convergences of the global solution of corresponding general initial-boundary value problem are studied.
对具有两条边界影响的广义BBM-Burgers方程ut+f(u)x=uxx+uxxt,(x>0,t>0)相应的一般初边值问题研究解的整体存在性及其渐近性态。
2.
The asymptotic behaviors of solutions are studied for the generalized BBM-Burgers equation with boundary effect in this thesis.
本文研究具有边界影响的广义BBM-Burgers方程的解的渐近性态。
补充资料:组合模式或组合振动
分子式:
CAS号:
性质:在红外光谱中通常出现很多的弱吸收,组合模式或组合振动系指对应于两个或多个基本振动频率之和起源,它的弱吸收于多原子分子振动态相互作用的振子的非谐性。与基频振动及倍频所引起的吸收相比,这些吸收是比较弱的。
CAS号:
性质:在红外光谱中通常出现很多的弱吸收,组合模式或组合振动系指对应于两个或多个基本振动频率之和起源,它的弱吸收于多原子分子振动态相互作用的振子的非谐性。与基频振动及倍频所引起的吸收相比,这些吸收是比较弱的。
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