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1)  granular critical behavior
颗粒极限行为
1.
Using the aforementioned models,effects on granular critical behaviors and critical space velocity rising from cavity in radial flow moving beds packed with carbonaceous adsorbents were investigated extensively which included influencing factors as bed geometry and configuration,granular properties,gas flow patterns,and bed voidage.
应用散体力学颗粒极限行为的数学模型,考察了几何结构、颗粒物性、气流形式和床层空隙率因素对颗粒极限行为和空腔临界空速的影响,总结得出规律。
2)  particle's behavior
颗粒行为
1.
It is concluded that,according to the kinetic model,the particle's behavior mainly depends on the balance of two kinds of forces acting on it.
对凝固界面前沿颗粒被推斥或被吞没行为的热力学、动力学判据进行了综合评述,探讨了影响颗粒行为的动力学参数,认为从动力学角度而言,颗粒行为主要取决于颗粒所受相互对立的两种类型力的平衡关系,进而介绍了利用外场力控制凝固界面颗粒行为设想的可行性。
3)  limited behavior
极限行为
1.
Its limited behavior is discussed and the sufficient condition for its convergence is obtained.
引入了带随机延滞的门限自回归滑动平均-自回归条件异方差模型,讨论了这个模型的极限行为,并给出了该模型以几何速率收敛的充分条件。
4)  limit behavior
极限行为
1.
A time series model with a random delay in random environment domain X_(n+1)=f_(Z_(n+1))(X_n,…,X_n-Z_(n+1))+ε_(n+1)(Z_(n+1)) is presented and the limit behavior of the model is discussed using the theory of stochastic stability on Markov chains.
提出了一个随机环境下带有随机延滞的时序模型Xn+1=fZn+1(Xn,…,Xn-Zn+1)+εn+1(Zn+1),应用马氏链的随机稳定性理论,讨论了该模型的极限行为,给出了关于{Xn}以几何速率按某种方式收敛的一个充分条件。
2.
When running incremental or online inductive learning algorithms on a computer, limit behavior should be taken into account.
虽然对归纳逻辑程序的极限行为至今并没有深入的研究,但是通常在分析正在执行的增量式或在线归纳学习算法时,必须考虑这种程序的极限行为。
3.
It s limit behavior is discussed and the sufficient condition for its convergence is obtained.
引入了带随机延滞的门限自回归条件异方差模型,讨论了这个模型的极限行为,并给出了该模型以几何速率收敛的充分条件。
5)  particle mixing behavior
颗粒混合行为
6)  interaction between partical and interface
颗粒/界面行为
补充资料:颗粒
分子式:
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性质:指小而圆的物质。最简单的颗粒形状是圆球。粒径在40~500μm范围内,气固密度差在1400~4000kg/m3之间的颗粒称粗颗粒(coarse particle);粒径在20~100μm范围内,气固密度差小于1400kg/m3的颗粒称细颗粒(fime particle);由许多个粒度间隔不大的粒级颗粒构成的颗粒系统称颗粒群(particle swarm)。

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