nonplanar 中文意思是什麼

nonplanar 解釋
非平面的
  1. The graph k1 is hence nonplanar.

    於是,圖K1是非平面的。
  2. Bioinorganic chemistry : development of the concept of symmetry switch ” by studying nonplanar metalloporphyrins as models to elucidate the biological consequences of macrocycle deformation on hemoproteins

    生物無機化學:以非平面金屬的模型研究,探討血紅素蛋白中大環變形對其生物功能之影響,並從而建立?對稱開關?的概念。
  3. The equations of motion for the nonlinear nonplanar flexible cantilever are derived by using the generalized hamilton ' s principle. then, the galerkin procedure and the method of multiple scales are used to give the perturbation analysis of the system and the average equations. the three resonant cases are considered in this dissertation

    對于非線性非平面運動懸臂梁,利用廣義hamilton原理詳細推導了運動微分方程,綜合運用galerkin離散方法和多尺度法對非線性非平面運動懸臂梁的動力學方程進行攝動分析,得到了三種共振情況下的平均方程。
  4. Coordination chemistry : characterization of the electronic structure and the bonding characteristic of nonplanar metalloporphyrins in different oxidation and spin states

    配位化學:探討非平面金屬在各種不同氧化態和自旋態之電子結構和鍵結特性。
  5. Held within a nonplanar ring of eight mn

    配體是由16個橋連
  6. The dynamic properties of the nonlinear planar cantilever and the nonlinear nonplanar cantilever are investigated, the main contents are as follows

    本文研究了非線性平面運動懸臂梁和非線性非平面運動懸臂梁二種模型的動力學特性,主要研究內容有以下幾方面。
  7. The global bifurcation analysis of the nonlinear nonplanar cantilever is given by a global perturbation method developed by kovacic and wiggins. it is found that the nonlinear nonplanar cantilever can undergo the hopf bifurcation, heteroclinic bifurcations and silnikov - type homoclinic orbit to saddle focus, which means that the nonlinear nonplanar cantilever can give rise to the chaotic motion in the sense of smale horseshoes

    利用kovacic和wiggins的全局攝動法對非線性非平面運動懸臂梁進行了全局動力學分析,發現系統存在hopf分叉和異宿分叉,並證明系統有silnikov型鞍焦點型同宿軌道,可以產生smale馬蹄意義下的混沌。
  8. The graph k1 is hence nonplanar

    於是,圖k1是非平面的。
  9. The numerical results show the existence of chaotic motion in the planar cantilever and the nonplanar cantilever

    數值模擬結果證實平面運動懸臂粱和非平面運動懸臂梁都存在混沌運動。
  10. The chaotic motion of the planar cantilever and the nonplanar cantilever are investigated by the numerical simulation

    利用數值模擬方法研究了平面運動懸臂梁和非平面運動懸臂梁的混沌運動。
  11. Based on the averaged equations of the nonlinear nonplanar flexible cantilever, the normal form of the averaged equations is obtaineiby the maple program given in the appendix

    在平均方程的基礎上,利用前面得到的規范形計算程序對平均方程進行簡化,得到了平均系統的規范形。
  12. The period - doubling solution in the nonplanar cantilever is also found. for the planar cantilever, the period - three, period - multiplying, quasi - periodic motions are showed. the transfer from period - three motion to chaotic motion and the transfer from quasi - period motion to chaotic motion are given by the numerical simulation

    對于平面運動懸臂梁還發現了三倍周期運動,多倍周期運動,概周期運動,以及三倍周期運動和混沌運動之間的相互轉化,概周期運動和混沌運動之間的相互轉化。
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