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分歧现象
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  bifurcation phenomenon
     The Conditions of the Bifurcation Phenomenon of the Periodic Solutions of Lotka-Volterra Systems with Finite Delay
     具有有限时滞的Lotka-Volterra方程出现周期解分歧现象的条件
短句来源
     The Bifurcation Phenomenon of the Periodic Solutions of Lotka-Volterra Systems with Finite Delay
     具有有限时滞的Lotka-Volterra方程的周期解分歧现象
短句来源
     Bifurcation Phenomenon of Periodic Solution in Volterra Equation with Finite Delay
     具有时迟的Volterra方程的周期解分歧现象
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     On the basis of the Hopf bifurcation theory, the bifurcation phenomenon occurring in sub-synchronous resonance is analyzed in the paper in terms of Lyapunov-Schmidt algorithm by which the high dimension nonlinear vector fields are reduced.
     应用Lyapunov-Schmidt方法对高维非线性向量场进行了约化,采用Hopf分歧理论分析了次同步谐振中出现的分歧现象
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     Modelling social order system and its bifurcation phenomenon——Application of self-organization theory
     社会治安系统的建模及其分歧现象——自组织理论的应用
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  bifurcation phenomena
     The Bifurcation Phenomena of Polycycle S(3) ofHamiltonian System Under Small Perturbations
     Hamilton系统的奇异环S(3)在小扰动下的分歧现象
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     Global bifurcation phenomena from the eigenvalues of some semilinear biharmonic equations in an open bounded domain containing the origin with homogeneous Dirichlet boundary condition is studied. Also the phenomena of bifurcation from infinity are studied. The main tools are the operator theory, theory of topological degree and the Rabinowitz’s global bifurcation theory.
     利用算子理论、拓扑度理论及Rabinowitz大范围分歧定理等研究工具 ,对一类半线性双调和方程齐次边值问题的整体分歧现象进行了研究 ,进而研究了无穷分歧现象 .
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     Taylor-Couette flow between two coaxial rotating cylinders is simulated numerically by the finite element method, bifurcation phenomena of axisymmetric flow between two coaxial rotating cylinders was founded, and numerical results is presented. 
     本文利用有限方法对同轴圆柱间Taylor-Couette流进行数值模拟,轴对称的旋转流动分歧现象被发现,展示了数值模拟结果。
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  “分歧现象”译为未确定词的双语例句
     Bifurcation in Public Order System——Application of Nonequilibrium System Theory(Ⅱ)
     治安系统中的分歧现象——非平衡系统理论应用(Ⅱ)
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     This paper has given an equationIn them R,γ, α,β, δ, σ are nonnegative constants, that is, the conditions under which the pariodicsolution ramification phenomenon appears.
     本又给出方程其中R,γ,α,β,δ,σ为非负常数,出现周期解分歧现象条件.
短句来源
     Study on Bifurcation in Power Systems With Unified Power Flow Controller
     含统一潮流控制器的电力系统分歧现象研究
短句来源
     First,the prior estimate of the solutions is given by the monotone method; by means of local bifurcation theory,the system bifurcations at two semi-trivial solutions for two cases(λ_1-cλ_1) are studied,respectively. It is proved that positive solutions exist in some neighborhoods of(β,0,θ_β) and(b′,θ_a,0),respectively.
     首先用单调解的方法给出了此解的先验估计,然后利用局部分歧理论研究了在λ1-cλ1两种情况下模型分别在两个半平凡解上出现的局部分歧现象,并证明了分别在分歧点(β,0,θβ)和(b′,θa,0)附近存在正解;
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     Bifurcations in a Predator-Prey System
     一类捕食—被捕食系统中的分歧现象
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  bifurcation phenomenon
Duck solutions: A new kind of bifurcation phenomenon in relaxation oscillations
      
Bifurcation phenomenon of a class of planar codimension 3 polycycleS(2) with two saddles resonating
      
In this paper, we intend to discuss Hopf bifurcation phenomenon under the effect of the periodic small perturbation on local temperature fluctuations (flikering) phenomenon of catalytic reaction.
      
We have found so called translative instability at β=0 and bifurcation phenomenon for an amplitude of the KH wave larger than 0.06.
      
Simulation of dynamic model shows that the rigid rotor-sliding bearing system can maintain stability and exhibit a Hopf bifurcation phenomenon in a certain range.
      
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  different phenomenon
A few remarks on white holes - though a totally different phenomenon - are included at the end for the sake of clarity.
      
The disturbance in blood flow in the hand in DC is usually asymptomatic and is probably a different phenomenon from that seen in Raynaud's Syndrome.
      
The notorious banding observed in simulations with an insufficient number of lines is a related but different phenomenon and depends strongly on the choice of the line simulation technique.
      
Plant hybridogenic evolution with the subsequent possibility of polyploidisation and the consequent reduced homology is a completely different phenomenon compared to animal evolution.
      
Short spike bursts are a different phenomenon from the small-bowel migrating myoelectric complex because they do not migrate; they can occur during the postprandial period and never originated intraluminal pressure waves.
      
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  bifurcation phenomena
The results of an experimental investigation of bifurcation phenomena in a laminar flow through a rotating square channel approximately 50 channel widths long are presented.
      
Bifurcation phenomena with additive increase in the oscillation period in a system with one and a half degrees of freedom
      
Bifurcation phenomena, including transitions to chaos, are analyzed.
      
Modeling of shape bifurcation phenomena in manipulations of deformable string objects
      
First, we will investigate the mechanism of the shape bifurcation phenomena based on the potential energy.
      
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This paper surveys our researches on non-Newtonian viscosity effects, jump bifucation phenomena, and sudden unbalance response in squeeze-film dampers (SFD).

本文探讨挤压油膜阻尼器(SFD)的非牛顿粘度效应和柔性转子-挤压油膜减振轴承(SFDB)系统的跳跃分歧现象、实加不平衡响应三个问题。文中根据经验方程和拟塑性流体流动特性,推导出适用于拟塑性流体的修正雷诺方程,估算了SFD的动力特性,说明了非牛顿粘度起的作用。文中借助于激扰幅值与扰频平方成正比的杜芬方程,分析了柔性转子-SFDB系统的非线性特性,揭示了跳跃分岐现象的本质,最后介绍了一个全析的实加不平衡数学模型。

This paper attempts firstly to apply self-organization theory to modelling the structure of a social order system, which can be expressed by a non-linear Fokker-Plankequation. Secondly, by its simplified model, both static and dynamics behavior are analyzed, and may be viewed as a trend plus fluctuation around it from microscopic view. It is alsoshown macroscopically that bifurcation appears in this system. Finally, some useful results are discussed.

应用自组织理论推出了一个结构模型,属于福克-普郎克方程形式;再根据其简化模型,从微观和宏观角度对系统的定态及动态特性做了初步的分析。得出了社会治安系统可能产生的分歧现象,并由此得到一些有用的结果。

In this paper, we consider the existence of nontrival solution and bifurcation in L'(Ω) for the semilinear elliptic equation

本文证明了带形区域Ω上的半线性椭圆型方程λ△u(z)+u(z)=f(z,u),u(z)∈H_0~1(Ω),λ<0 (*)非平凡解的存在性及L~p分歧结果:当p∈[1,+∞)时,(0,0)为方程(*)在L′(Ω)中的分歧解;当p=+∞时,方程(*)在O处不发生L′分歧现象

 
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