form of bifurcation 中文意思是什麼

form of bifurcation 解釋
分叉形狀
  • form : n 1 形態;形狀;樣子,外貌;【哲學】形式 (opp content)。2 人影,物影。3 格式;表格紙 (= 〈美...
  • of : OF =Old French 古法語。
  • bifurcation : n. 1. 分枝,分叉。2. 分叉點,分枝點。
  1. In addition to the known characteristics of type v intermittency, such as the mechanism of the border - collision bifurcation and the logarithmic scaling behavior of the averaged laminar lengths, a new characteristic of type v iritermittency discovered in this system is the so - called " prelude phase - locking staircase to type v intermittency ", which does not show the traditional devil ' s staircase form

    除了v型陣發的已知特徵,如由邊界碰撞分岔導致周期軌道失穩,以及具有對數函數形式的平均層流相長度標度律等等之外,在這個系統中發現的一個v型陣發新特徵是非傳統魔梯形式的v型陣發前奏鎖相階梯。
  2. Secondly, we show the calculating formulae about the quality of hopf bifurcation in the first bifurcated curve with the normal form method of calculating hopf bifurcation

    接著我們應用hassard的計算hopf分支的"規范型"方法,給出了在第一條分支曲線上分析hopf分支性質的公式。
  3. We exhibit calculating formula about direction of hopf bifurcation and the bifurcation periodic solutions in the first bifurcated to and so on with norm form theory and center mainfold theorem, furthermore, we carry out numerical simulated compution with mathematica. finally, the charting are performed with mat - lab

    我們還用中心流形和規范形理論,給出了在第一個分支點_ 0處的hopf分支方向,分支周期解的穩定性的計算公式。
  4. The internal damping forces and the nonlinear elastic forces in the analytical form are deduced from the kelvin. voigt viscoelastic model. a smart method basing on the concept of period number is proposed for evaluating periodic solutions of the nonlinear system and determining the periodic. doubling bifurcation points

    ( 2 )建立了一個4dof單跨彈性轉子在非線性油膜力、非線性內阻力和非線性彈性力作用下的非線性動力學模型,提出了求周期解的數值計算方法,以及計算周期解周期數及分岔點的演算法。
  5. Form of bifurcation

    分叉形狀
  6. In the first part, an extended form of the stochastic melnikov method is presented and applied in analysis on the homoclinic bifurcation and chaotic behavior of a nonlinear hamiltonian system with weakly feed - back control and with both harmonic and gaussian white noisy excitations. numerical simulation is used to test the form and the results agree well with the theory, which proves the rationality of the form

    第一部分,本文對梅爾尼科夫理論進行拓展,得到了一種高維梅爾尼科夫方法的隨機推廣形式,並將這種方法應用於帶慢變參數和弱反饋控制的非線性哈密頓系統在諧和和隨機激勵雙重作用下的同宿分叉和混沌運動的分析中,同時利用數值試驗進行了驗證。
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