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nonlinear breakage
相关语句
  非线性爆炸
     ω-limit sets of solutions to a class of discrete nonlinear breakage equations
     一类离散的非线性爆炸方程解的ω极限集
短句来源
     Stability of Equilibria to a Class of Discrete Nonlinear Breakage Equations
     一类离散的非线性爆炸方程平衡点的稳定性
短句来源
     Density-Conserving Solutions to the Discrete Nonlinear Breakage Equations
     离散的非线性爆炸方程的密度守恒解
短句来源
     The nonlinear breakage equations consist of a countable number of non-locally coupled nonlinear ordinary differentil equations modeling the concentration of the various clusters,and they describe the evolution of a system of particles undergoing coagulation and fragmentation eventsw.
     本文所研究的非线性爆炸方程实质上是由可数无穷多个彼此相互关联的非线性常微分方程所组成的自治系统 ,它刻划了在只有基本粒子与 i-粒子 (i 1)进行碰撞反应的系统里 ,粒子增长过程中密度随时间变化规律 .
短句来源
     A class of discrete nonlinear breakage equations were considered.
     研究了一类离散的非线性爆炸方程 .
短句来源
  “nonlinear breakage”译为未确定词的双语例句
     The Mathematical Model of Cluster Growth with Nonlinear Breakage
     一类带有非线性爆炸的粒子增长的数学模型
短句来源
  相似匹配句对
     are nonlinear.
     丝光沸石单胞铝原子数与晶胞参数非线性相关;
短句来源
     The Mathematical Model of Cluster Growth with Nonlinear Breakage
     一类带有非线性爆炸的粒子增长的数学模型
短句来源
     A class of discrete nonlinear breakage equations were considered.
     研究了一类离散的非线性爆炸方程 .
短句来源
     Nonlinear Expectation
     非线性数学期望
短句来源
     Bone breakage
     老母鸡的骨折
短句来源
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The nonlinear breakage equations consist of a countable number of non-locally coupled nonlinear ordinary differentil equations modeling the concentration of the various clusters,and they describe the evolution of a system of particles undergoing coagulation and fragmentation eventsw.The interactions between clusters taken into account are restricted to the collisions of monoclusters with i-clusters,i≥1.Under fragmentation-dominated case,it is shown that the equilibria is stable in Lyapunov sense.

本文所研究的非线性爆炸方程实质上是由可数无穷多个彼此相互关联的非线性常微分方程所组成的自治系统 ,它刻划了在只有基本粒子与 i-粒子 (i 1)进行碰撞反应的系统里 ,粒子增长过程中密度随时间变化规律 .本文证明了如果系数满足一定的假设 ,那么在爆炸占优的条件下 ,这一系列的平衡点在 L yapunov意义下是稳定的

A class of discrete nonlinear breakage equations were considered. Under fragmentation-dominated case, it is shown that the ω-limit sets of the solutions only contain equilibria.

研究了一类离散的非线性爆炸方程 .证明了在爆炸占优的条件下 ,方程解的ω极限集只含有平衡点

The discrete nonlinear breakage equations are the mathematical model of cluster growth describing the evolution of a system of clusters undergoing binary collisions resulting either in coalescence or breakup.Each of these two events may happen with an a priori prescribed probability depending for instance on the sizes of the colliding clusters.The model consists of a countable number of non locally coupled ordinary differential equations,modeling the concentration of the various clusters.The results about...

The discrete nonlinear breakage equations are the mathematical model of cluster growth describing the evolution of a system of clusters undergoing binary collisions resulting either in coalescence or breakup.Each of these two events may happen with an a priori prescribed probability depending for instance on the sizes of the colliding clusters.The model consists of a countable number of non locally coupled ordinary differential equations,modeling the concentration of the various clusters.The results about density conservation have been obtained in the present paper.

离散的非线性爆炸方程是刻划粒子增长动力学的数学模型 ,这一模型反映了一类粒子反应系统中各种粒子密度随时间变化的规律 ,它是由可数无限多个彼此相互关联的非线性常微分方程所组成的自治系统 .本文研究了这一无限维系统的密度守恒解的存在性

 
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