1) asymptotic behavior of quantum chaos
量子混沌渐近行为
2) Chaotic behavior
混沌行为
1.
The model of capacitively coupled intrinsic Josephson junction array and its chaotic behavior;
本征约瑟夫森结阵列的PSpice模型及混沌行为研究
3) chaotic solitons
混沌行为
1.
Based on the derived solitary wave excitation,some special chaotic solitons to the(2+1)-dimensional VCBKK equations were obtained.
根据得到的解,利用洛伦兹混沌系统研究了方程的混沌行为。
2.
Based on the derived solitary wave excitation, we obtain some special chaotic solitons and the interaction between solitons.
根据得到的解,研究了BLP系统的混沌行为及孤子间的相互作用。
3.
Based on the derived dolitary wave excitation,we obtain some special chaotic solitons to the(2+1)-dimensional BLP system.
根据得到的解,利用Lorenz系统研究了(2+1)维Boiti-Leon-Pempinelli方程的混沌行为。
4) Chaos
[英]['keɪɔs] [美]['keɑs]
混沌行为
1.
In the process of narration, the narrator s subconscious movement tends to distract from his already-set conscious track, hence the chaos in value judgment occurs.
叙述者在意图表述过程中其潜意识的波动轨迹总是不肯向既定的意识形态规则靠拢 ,总是有一种远离的趋向 ,进而导致价值判断上的混沌行为的生成。
5) asymptotic behavior
渐近行为
1.
d generating function {fn}(n≥0),the exact asymptotic behavior of the non-extinction probability P{Zn>0) in strong subcritical case is obtained.
通过对随机环境中伴有独立同分布的繁衍概率母函数序列分枝过程分析,求得过程在可积的假设下,其存活概率确切的渐近行为,而且证明了在Zn>0的条件下,Zn有非退化的极限分布。
2.
Through the study of the exponential stability of exponentially bounded C-semigroups and the solution of Cauchy problem,some results for the asymptotic behavior of the integrated C-semigroups have been reached.
通过对指数有界C半群的指数稳定性和Cauchy问题解的研究,得到了关于积分C半群的一些渐近行为的结果。
3.
This paper presents the characteristic of solution for the equation L ξf ξ=0,and asymptotic behavior for the solution f ξ of equation L ξf ξ=0 .
本文给出常微分方程Ｌξｆ＝０解的特性和常微分方程Ｌξｆξ＝０解的渐近行为。
6) asymptotic behaviour
渐近行为
1.
Adomian s asymptotic decomposition method is introduced, and asymptotic behaviour of some mechanical systems are studied using this method.
介绍了Adomian渐近分解法 ,并用此方法研究了几个力学系统的渐近行为 ,从而指出该方法是研究力学系统渐近行为的一种直接有效的新方
2.
This paper deals with asymptotic behaviour of finite-dimensional contact elements of infinite-dimensional linear systems.
本文通过简洁而又直观的方法讨论了线性情形时的有限维接触无的渐近行为，特别地，给出了渐近解的表达式。
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
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