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bifurcation theory相关的网络例句

查询词典 bifurcation theory

与 bifurcation theory 相关的网络例句 [注:此内容来源于网络,仅供参考]

Numerical simulations performed on other typical reaction-diffusion models confirm this analysis and suggest that our findings are robust and independent of the type of bifurcation, and even whether the system is close to or far from the bifurcation point.

这些结果,不但与具体的模型没有关系,而且也不依赖于系统所经历的Hopf分岔的类型,甚至系统是否远离分岔点。

This is a study to do with VC bifurcation procedure for everyone to do bifurcation diagram reference.

详细说明:这是一个用VC做的研究分岔的程序,可供大家做分岔图时参考。

We also discussed the period-doubling bifurcation cascades in these systems, and found very unique and rich bifurcation sequences.

我们还对这些系统中的倍周期分岔做了讨论,发现了非常特殊、丰富的倍周期分岔序列。

This study suggests that it is not appropriate to only use the Casson equation to simulate the whole flow field of the carotid bifurcation, and on the other hand, Newtonian fluid is a good approximation to blood for flow simulations in the carotid artery bifurcation.

这表明,仅采用Casson模型模拟整个颈动脉流场是不合适的,而牛顿流体则是描述血液在颈动脉分岔血管中流动的一个很好的近似。

However, the Casson equation agrees well only when the shear rate is less than 10 s?1. The flow field of the carotid bifurcation usually covers a wide range of shear rate. We therefore believe that it may not be sufficient to describe the property of blood only using the Casson equation in the whole flow field of the carotid bifurcation.

然而Casson模型只有在低切变率条件下才与血液吻合的较好,而在颈动脉分岔血管中切变率值的分布范围却很广,因此,我们有理由认为,在整个颈动脉分岔血管流场中均采用Casson模型来模拟血液的本构关系是不够的。

The deterministic neuronal firing model could simulate only the period adding bifurcation scenario in which period n bursting was changed into period n+1 bursting directly. The period adding bifurcation scenario and the new firing pattern similar to the experiment could be simulated in the stochastic Chay model.

确定性神经放电理论模型只能模拟周期n节律直接到周期n+1节律的加周期分岔序列;而随机Chay模型可以模拟实验中的加周期分岔过程和新节律。

Additionally, it has also been proved that the bifurcation problem with respect to frequence possesses infinite codimension. Therefore the dynamical bifurcation behavior is very complex in this case.

另外还证明:关于频率的分岔问题具有无穷余维,因此该情形下的动力学分岔行为非常复杂。

It is found that a codimension 2 bifurcation can be produced by a constant treatment rate, and a backward bifurcation occurs due to a nonlinear treatment rate.

发现了常数治愈率引起余维2分枝,非线性治愈率导致后向分枝,比较了标准发生率和双线性发生率对传染病演变趋势的影响。

The loca l bifurcation characteristic near by codimension two bifurcation point is discus sed,which testifies that the local dynamical behavior of map fmay be known under the condition of cod.

通过分析范式在余维二分岔点附近的局部分岔行为,可以了解映射f在余维二分岔条件下的局部动力学行

For example, Keyfitz made the classification of the bifurcations in one state variable, without symmetry up to codimension 7; Golubitsky and Schaeffer obtained the classification of the bifurcation problems in one state variable with Z_2 symmetry, in one parameter up to codimension 3; Golubitsky and Roberts studied the classification of degenerate Hopf bifurcation in two state variables with dihedron D_4 symmetry, in one parameter up to topological codimension 2; Melbourne obtained the classification of bifurcations in three state variables with octahedral symmetry, in one parameter, up to

需要指出的是以上研究均没有考虑分歧参数的对称性,Futer,Sitta和Stewart的工作虽然考虑了分歧参数的对称性,但仅限于分歧参数与状态变量具有相同的对称性,他们得到了状态变量与分歧参数均关于二面体群D_4对称,拓扑余维数不大于1的分歧问题的分类。高守平和李养成则讨论状态变量和分歧参数均具有对称性且对称性可以不同的分歧问题,并给出了状态(来源:A770707BC论文网www.abclunwen.com)变量关于二面体群D_4对称,分歧参数关于S~1对称,拓扑余维不超过1的分歧问题的分类。本文第一章讨论两个状态变量关于二面体群D_3对称,两个分歧参数关于O(2)对称的分歧问题,给出了该类分歧问题在非退化条件q(0)≠0下所有情形的分类与相应的识别条来源:AdadaBC论文网www.abclunwen.com

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